808 شبکه اجتماعی مهندسان - استاتیک، Estatics https://civil808.com/pedia/tag/3243/%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9%D8%8C-estatics استاتیک یا ایستایی‌، شاخه‌ای از مکانیک و علوم مهندسی است که به بحث و مطالعه دربارهٔ یک سیستم یا سامانه فیزیکی در حال تعادل و ایستایی استاتیکی می‌پردازد.تعادل و ایستایی استاتیکی حالتی است که در آن اجسام یا سازه‌های تحت تأثیر نیروهای خارجی- تغیر مکان نسبی نداده و در حالت ایستایی و سکون باقی بمانند.در حالت تعادل ایستا که در علوم مهندسی به «تعادل استاتیکی» موسوم است، سیستم مورد نظر یا در حال سکون است یا می‌توان از نظر علمی (بخصوص با توجه به سکون نسبی نسبیت انیشتین) مرکز ثقل (گرانیگاه) آنرا در یکی از دستگاه‌های سکون نسبی که با سرعت ثابت حرکت می‌کنند و لذا شتاب در آن صفر است، ساکن دانسته و تعریف نمود.با استفاده از قانون دوم نیوتون به این نتیجه می‌رسیم که در یک سیستم نیرویی (یک جسم یا مجموعه‌ای از اجزای یک سازه که می‌تواند ساختمانی یا مکانیکی و ماشینی یا توربین‌های الکتریکال باشد یعنی مفهوم کلی و بار مهندسی واژهٔ «سازه» یا structure) زمانی می‌توان آن را در حال تعادل و ایستایی، دانست که جمع جبری گشتاورها یا لنگرها (moment) و کلیهٔ نیروهای وارده بر مراکز ثقل (گرانیگاه): جرم-سختی-اینرسی صفر شوند (اصل جمع یا اجماع نیروها در استاتیک مهندسی سازه)؛ و یا بر اساس مکانیک نیوتونی می‌توان این تعریف را نیز ارائه داد:در ازای هر نیرویی که بر یک جزء یا مؤلفه از سیستم استاتیکی سازه وارد می‌شود، نیرویی (عکس العمل یا "واکنشی") به همان اندازه ولی در جهت مخالف به آن جزء اعمال می‌گردد. این که نیروی خالص وارد بر سیستم سازه برابر با صفر باشد، به عنوان «شرط نخست» و این که لنگر یا گشتاور خالص وارد بر سامانه برابر با صفر باشد، شرط دوم تعادل به شمار می‌روند.ایستایی‌شناسی از جملهٔ مباحثی است که در تجزیه و تحلیل سازه‌ها، مثلاً در مهندسی سازه، و نیز به هنگام مطالعات سیالات در حالت سکون مثل پایداری سدهای تحت فشارهای عظیم هیدرو استاتیکی (نیروها و لنگرهای وارده از حجم بالای آب مخزن دریا چه پشت سد) کاربرد بسیار دارد. علوم مقاومت مصالح و مکانیک مواد و جامدات شاخه‌ای مرتبط با علم مکانیک مهندسی هستند که دانشجویان رشته‌های مهندسی قبل از انتخاب ومطالعهٔ آنها باید استاتیک و ایستایی را بعنوان درس پیش فرض وپایه‌ای با موفقیت گذرانده باشند. استاتیک ومقاومت مصالح در رشته‌های مهندسی مکانیک، عمران ، برق و صنایع واحدهای اصلی دروس ترمی محسوب می‌شوند. بنابراین بطور خلاصه دانشجویان رشته‌های مهندسی برق، مکانیک، عمران وصنعت و معدن قبل از ورود به ترم‌های دروس اختصاصی خود مکلف به گذرانیدن موفقیت آمیز این درس‌ها می‌باشند: ابتدا :واحدهای درسی استاتیک وایستایی و سپس مقاوت مصالح مواد ومصالح واجسام هستند.مطالب مورد بررسی در درس استاتیک عبارتند از:تعادل در حالت ۲ بعدی و ۳ بعدی،خرپاهای ۲ بعدی،قاب‌ها و ماشین‌ها،تیرها و کابل‌هاممان اینرسی سطوح واجسام،اصطکاک،کار مجازی+ منبع fa مقاله تحلیلی: تأثیر صلب بودن اتصالات بر طراحی استاتیکی https://civil808.com/article/13525/%D9%85%D9%82%D8%A7%D9%84%D9%87-%D8%AA%D8%AD%D9%84%DB%8C%D9%84%DB%8C-%D8%AA%D8%A3%D8%AB%DB%8C%D8%B1-%D8%B5%D9%84%D8%A8-%D8%A8%D9%88%D8%AF%D9%86-%D8%A7%D8%AA%D8%B5%D8%A7%D9%84%D8%A7%D8%AA-%D8%A8%D8%B1-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9%DB%8C <div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even"><p>از آنجا که قبلاً راجع به این که مفصل واقعاً چیست و چگونه می‌توان صلبیت اتصال را محاسبه کرد بحث شده است، اکنون قصد داریم در مورد چگونگی قرارگیری آن‌ها در طراحی استاتیکی و همچنین تأثیر صلبیت اتصالات بر نتایج حاصل از طراحی استاتیکی بحث کنیم.</p><h3>معرفی</h3><p>محاسبه صلبیت اتصال یک موضوع جداگانه است، اما امروز قصد دارم به بررسی چگونگی تأثیر صلبیت اتصالات بر نتایج حاصل از محاسبات استاتیکی بپردازم. امیدوارم که این مطلب بتواند اهمیت تأثیر این موضوع را نشان دهد.</p><p>اگر ما در مورد صلبیت دورانی اتصال صحبت کنیم، انتظار خواهیم داشت که نتایج حاصل از طراحی استاتیکی مابین نتایج حاصل از طراحی اتصال مفصلی و نتایج حاصل از زمانی که هیچ اتصالی نداریم، باشد.</p><p>اگر ما در مورد صلبیت انتقالی اتصال صحبت کنیم، انتظار خواهیم داشت که نتایج حاصل از طراحی استاتیکی مابین نتایج حاصل از طراحی اتصال صلب و نتایج حاصل از یک اتصال صلب باشد.</p><p>اگر یک ثانیه در مورد آن فکر کنیم می‌توانیم به نقطه‌ای برسیم که متوجه شویم صلبیت اتصال تنها موضوعی برای توزیع نیرو و لنگر در مدل نیست (همان چیزی که من امروز می‌خواهم در موردش بحث کنم)، بلکه بر تعادل المان یا سازه نیز اثر خواهد داشت.</p><h3>تأثیر صلبیت اتصال بر توزیع لنگر در مدل</h3><p>ساده‌ترین مثال یک تیر تکیه گاهی ساده است. در این مثال ما از یک مقطع HEB 300 بین 2 دیوار بتنی استفاده می‌کنیم. از آنجا که ما در طراحی فرض کردیم که اتصالات ما صلب خواهد بود (و تیر را این‌گونه طراحی کردیم) می‌خواهیم یک اتصال با ورق که صلبیت کافی دارد، بسازیم. اجازه دهید گزینه‌های ممکن را بررسی کنیم:</p><ul><li>راه حل A: ورق معمول – باید این موضوع بررسی شود که آیا پیچ‌ها باید در داخل و یا در خارج از سطح مقطع باشند. تغییر شکل‌ها برای نیروی متمرکز 10KN در پایان نشان داده شده است. طول طره: 1 متر.</li></ul><p><img src="data:image/png;base64,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" alt=""/></p><ul><li>راه حل B: ورق امتداد یافته – این مورد به احتمال زیاد در اینجا بهتر عمل می‌کند، ما از هر دو مورد برای مقایسه استفاده می‌کنیم. البته بار و طول طره در هر دو مورد یکسان است.</li></ul><p><img src="data:image/png;base64,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" alt=""/></p><p>در راه حل‌های بالا نیروی کششی در تکیه گاه توسط دایره‌های صلب که نشانگر پیچ‌ها هستند تحمل می‌شود، در حالی که توزیع فشار در تمام سطح ورق مجاز است. در هر دو مورد، ورق‌هایی با ضخامت مختلف (10، 15 و 20mm) استفاده شد. نتایج فوق مربوط به ضخامت 20 میلی متر است.</p><p>مدل‌های ارائه شده بسیار ساده هستند (تنها یک ورق، سطح مقطعی با المان‌های صلب و طره صلب). همیشه وسوسه اضافه کردن المان‌های مختلف برای اینکه مدل‌ها بهتر به نظر بیایند وجود دارد. در اینجا به عنوان مثال ما می‌توانیم چند سانتی متر از طول طره را به سادگی برای بهتر به نظر رسیدن نتایج اضافه کنیم؛ اما از آنجا که این موضوع به صورت قابل توجهی وقتی تغییر شکل‌ها کوچک هستند بر نتایج تأثیر می‌گذارد، من خلاف آن را توصیه می‌کنم (0.054 میلی متر به عنوان تغییر شکل حداکثر!).</p><p><img src="data:image/png;base64,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" alt=""/></p><p>همان‌طور که در بالا می‌بینید طول مشخصی از تیر با المان‌های سطحی (دقیقاً 100 میلی متر) مدل شد. توجه داشته باشید که حداکثر تغییر شکل تا حد زیادی افزایش یافته است -که این موضوع به دلیل تغییر شکل سطح مقطع اضافه شده (که جایگزین المان صلب شد) می‌باشد. از آنجا که در مدل نهایی ما سطح مقطع وجود خواهد داشت، ما نباید این تغییر شکل را همان‌طور که قبلاً گفتیم به حساب آوریم.</p><p>صلبیت اتصالات به همان صورتی که در پست قبل مطرح کردم محاسبه می‌شود –اما این بار لغزش وجود نخواهد داشت. نتایج برای شکل های مختلف و ضخامت های متفاوت ورق در زیر آورده شده است:</p><p><img src="data:image/png;base64,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" alt=""/></p><p>همان‌طور که در بالا نوشتم ما انتظار داریم نتایج حاصل از اتصالات مفصلی و اتصالات صلب باشد، بنابراین اجازه دهید آن را امتحان کنیم. در راه حل A، کل صلبیت به مدل اضافه شد: 5 تیر مختلف 300 HEB به طول 10 متر با تکیه گاه¬هایی با سختی مختلف مدل سازی شد. از اتصال مفصلی (در پایین سمت چپ) حرکت آغاز شد و به سمت بالا تا یک اتصال کاملاً صلب (در سمت راست بالا) ادامه پیدا کرد.</p><p><img src="data:image/png;base64,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" alt=""/></p><p>همان‌طور که دیده می‌شود، مدل همراه با صفحه‌ای به ضخامت 10 میلی متر، در وسط دهانه لنگر خمشی&nbsp; به اندازه 150 درصد بیشتر از مدلی که صلبیت کامل داشت، دیده شد. این لنگر در حالتی که صفحه ضخامتی برابر با 20 میلی متر داشت نیز حدود 13 درصد تفاوت 13 داشت. گاهی اوقات چنین تفاوتی زیاد و گاهی اوقات ناچیز است.</p><p>البته مقایسه مشابهی را می‌توان برای راه حل B انجام داد:</p><p><img src="data:image/png;base64,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" alt=""/></p><p>در اینجا تفاوت‌ها کوچک‌تر هستند اما هنوز هم در موارد خاص بسیار بالاست (تا 142٪ برای صفحه T = 10 میلی متر).</p><p>البته می‌توانیم به سادگی راه حل B را با ورق‌های اضافی در جان گسترش یافته تیر و... سخت‌تر کرد. همه این‌ها درست است؛ اما من نمی‌خواهم بهینه سازی یک اتصال ساده را انجام دهم، بلکه می‌خواهم بزرگی تأثیر اتصال صلب بر روی نتایج حاصل از طراحی استاتیکی را به شما نشان دهم. من به طور کامل درک می‌کنم که چنین تأثیری همیشه مهم نیست و این که در چند مورد مختلف نمی‌تواند اثرات مطلوب تولید کند.</p><p>با این حال، اجازه دهید نگاهی به یک مثال دیگر داشته باشیم. همان تیر اما از دیدگاه‌های مختلف. اجازه دهید فرض کنیم که ما می‌خواهیم یک اتصال مفصلی به دیوار بتنی داشته باشیم. البته که من راه حل ورق انتهایی را مانند آنچه در زیر آمده انتخاب می‌کنم اما اجازه دهید برای اطلاعات بیشتر راه حل c را معرفی کنم:</p><p><img src="data:image/png;base64,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" alt=""/></p><p>با چنین هندسه‌ای، صلبیت واقعی اتصال بدین صورت است:</p><p><img src="data:image/png;base64,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" alt=""/></p><p>البته صلبیت به طور قابل توجهی کوچک‌تر از موارد راه حل‌های A و B است، اما اجازه دهید ببینیم که چگونه این موضوع در نتایج طراحی استاتیکی در یک روش مشابه قبل اثر می‌گذارد:</p><p><img src="data:image/png;base64,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" alt=""/></p><p>شما به راحتی می‌توانید ببینید که صرف نظر از ضخامت ورق، لنگر خمشی در وسط دهانه به شدت کاهش می‌یابد (حتی تا 50٪). البته این موضوع به تنهایی یک مشکل نیست، اما:</p><p>&nbsp;در طراحی استاتیکی همیشه به این صورت است: اگر شرایط برای برخی از المان‌ها بهبود یافت، قطعاً برخی از المان‌های دیگر شرایطی بدتر از قبل خواهند داشت! هیچ چیز در طراحی استاتیکی راحت به دست نمی‌آید!</p><p>در این مثال «شرایط بهتر» در المان به وضوح برای تیر هم صدق می‌کند (لنگر کمتر در طول دهانه)، اما شرایط برای اتصالات بدتر شده است! یک لنگر خمشی در تکیه گاه وجود دارد که با فرض ما مبنی بر اتصال مفصلی، همخوانی ندارد و تجربه نشان می‌دهد که اگر لنگر غیرمنتظره در اتصال پدیدار شود ما دچار مشکل می‌شویم!</p><p><span style="font-size: 18px;">خلاصه</span></p><p>همان‌طور که در اینجا نشان دادم صلبیت اتصالات تنها یک مشکل در زمانی که شما سعی می‌کنید لنگر خمشی را انتقال دهید نیست...حتی زمانی که شما سعی می‌کنید آن را انتقال ندهید نیز این یک مشکل وجود دارد. این واقعیت تا حد زیادی به نظر من نادیده گرفته شده است. ما باید آگاه باشیم که در طراحی استاتیکی «هیچ چیز راحت به دست نمی‌آید» - اگر چیزی جایی کاهش می‌یابد، حتماً عواقبی دارد و چیز دیگری باید در جایی دیگر افزایش یابد.</p><p>هیچ راهی وجود ندارد که ما مطمئن شویم یک اتصال فولادی آیا کاملاً صلب و یا کاملاً مفصلی است و ما اغلب از روی عادت یکی از آن‌ها را در نظر می‌گیریم. در بسیاری از موارد این به طور کامل قابل درک و قابل قبول است، اما در برخی موارد دیگر ممکن است به مشکلات جدی منجر شود.</p><p><a href="http://enterfea.com/rigidity-of-connections-impact-on-static-design/?utm_content=buffer374d2&amp;utm_medium=social&amp;utm_source=linkedin.com&amp;utm_campaign=buffer" target="_blank" rel="nofollow">منبع</a></p><p style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;">&nbsp;نوشته شده توسط تیم مترجمین موسسه&nbsp;<a href="https://civil808.com/" target="_blank" style="box-sizing: border-box; color: #00accc;" rel="nofollow">808</a></p><p style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;">&nbsp;اگر دوست دارید به تیم مترجمین 808 بپیوندید، با ما&nbsp;<a href="https://civil808.com/landing/translator" target="_blank" style="box-sizing: border-box; color: #00accc;" rel="nofollow">تماس&nbsp;</a>بگیرید.</p><blockquote style="box-sizing: border-box; margin-top: 15px; margin-bottom: 15px; color: #333333; font-family: irans, sans-serif; font-size: 13px;"><p class="_mce_tagged_br" style="box-sizing: border-box;">دریافت فایل PDF مقاله برای اعضای VIP رایگان است. سایر کاربران با پرداخت ۵۰۰ تومان می توانند اقدام به دریافت این فایل کنند.</p></blockquote></div></div></div> Mon, 16 May 2022 06:37:37 +0000 الهه رحیمی 13525 at https://civil808.com https://civil808.com/article/13525/%D9%85%D9%82%D8%A7%D9%84%D9%87-%D8%AA%D8%AD%D9%84%DB%8C%D9%84%DB%8C-%D8%AA%D8%A3%D8%AB%DB%8C%D8%B1-%D8%B5%D9%84%D8%A8-%D8%A8%D9%88%D8%AF%D9%86-%D8%A7%D8%AA%D8%B5%D8%A7%D9%84%D8%A7%D8%AA-%D8%A8%D8%B1-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9%DB%8C#comments فیلم آموزشی حل مسائل استاتیک و تحلیل سازه با نرم افزار آباکوس https://civil808.com/shop/products/nadimi-estatik/24542/%D9%81%DB%8C%D9%84%D9%85-%D8%A2%D9%85%D9%88%D8%B2%D8%B4%DB%8C-%D8%AD%D9%84-%D9%85%D8%B3%D8%A7%D8%A6%D9%84-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9-%D9%88-%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D8%B3%D8%A7%D8%B2%D9%87-%D8%A8%D8%A7-%D9%86%D8%B1%D9%85-%D8%A7%D9%81%D8%B2%D8%A7%D8%B1-%D8%A2%D8%A8%D8%A7%DA%A9%D9%88%D8%B3 <div class="product-info model"><span class="product-info-label">مدل:</span> <span class="product-info-value">Nadimi-Estatik</span></div><div class="field field-name-title field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><h2>فیلم آموزشی حل مسائل استاتیک و تحلیل سازه با نرم افزار آباکوس</h2></div></div></div><div class="field field-name-teacher-identity field-type-ds field-label-above"><div class="field-label">مدرسین/تهیه کنندگان دوره:&nbsp;</div><div class="field-items"><div class="field-item even"><div class = "statement">درباره این محصول از مدرسین سوال بپرسید!</div><div class="teacher-identity"><a href="/user/43264" class="user_pic" target="_blank"><img src="https://civil808.com/sites/default/files/styles/userprofilrfront/public/pictures/picture-43264-1616952167.jpg?itok=gUJtaEdr" width="100" height="100" alt="میلاد ندیمی" title="میلاد ندیمی" /></a><a href="/user/43264" class="teacher-name" target="_blank">میلاد ندیمی</a></div></div></div></div><div class="field field-name-field-costum-content field-type-text-long field-label-hidden"><div class="field-items"><div class="field-item even"> <p><strong>مدرس:</strong> <a href="https://civil808.com/user/43264/milad-nadimi" target="_blank" rel="nofollow">میلاد ندیمی  </a></p><p><strong>مدت زمان فیلم:</strong> حدود ۷ ساعت و ۴۷ دقیقه</p><p><strong>نحوه ارسال: </strong>دانلودی</p><p><strong>تهیه شده در: </strong>زمستان ۹۹</p> </div></div></div><div class="product-info list-price"><span class="uc-price-label">قیمت:</span> <span class="uc-price">75,000 تومان</span></div><div class="product-info display-price uc-product-24542"><span class="uc-price">75,000 تومان</span></div><div class="add-to-cart"><form action="/taxonomy/term/3243/feed" method="post" id="uc-product-add-to-cart-form-24542" accept-charset="UTF-8"><div><input type="hidden" name="qty" value="1" /> <input type="hidden" name="form_build_id" value="form-0xNSgU1FPMZgXFgaVN9JSq3cPwODrVRAldYlfcSYIq8" /> <input type="hidden" name="form_id" value="uc_product_add_to_cart_form_24542" /> <div class="form-actions form-wrapper" id="edit-actions"><input class="node-add-to-cart form-submit" type="submit" id="edit-submit-24542" name="op" value="افزودن به سبد خرید" /></div></div></form></div><div class="field field-name-taxonomy-catalog field-type-taxonomy-term-reference field-label-inline clearfix"><div class="field-label">کاتالوگ:&nbsp;</div><div class="field-items"><div class="field-item even">فیلم های آموزشی</div><div class="field-item odd">عمران</div><div class="field-item even">سازه</div><div class="field-item odd">آموزش نرم افزار</div></div></div><div class="field field-name-uc-product-image field-type-image field-label-hidden"><div class="field-items"><div class="field-item even"><div class="product-image"><div class="main-product-image"><a href="https://civil808.com/sites/default/files/styles/uc_product_full/public/field/image/node_24542.jpg?itok=9qu4ix1h" title="" class="colorbox" rel="uc_image_0"><img src="https://civil808.com/sites/default/files/styles/uc_product/public/field/image/node_24542.jpg?itok=WTpo51UO" alt="فیلم آموزشی حل مسائل استاتیک و تحلیل سازه با نرم افزار آباکوس" title="" /></a></div></div></div></div></div><div class="field field-name-field-experts field-type-taxonomy-term-reference field-label-inline clearfix"><div class="field-label">برچسب ها:&nbsp;</div><div class="field-items"><div class="field-item even"><a href="/pedia/tag/2670/%D9%86%D8%B1%D9%85-%D8%A7%D9%81%D8%B2%D8%A7%D8%B1-%D8%A2%D8%A8%D8%A7%DA%A9%D9%88%D8%B3%D8%8C-abaqus">نرم افزار آباکوس، ABAQUS</a></div><div class="field-item odd"><a href="/pedia/tag/3243/%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9%D8%8C-estatics">استاتیک، Estatics</a></div><div class="field-item even"><a href="/pedia/tag/3098/%D9%85%D8%AF%D9%84%D8%B3%D8%A7%D8%B2%DB%8C-%D8%B3%D9%87-%D8%A8%D8%B9%D8%AF%DB%8C%D8%8C-three-dimensional-modeling">مدلسازی سه بعدی، Three Dimensional Modeling</a></div></div></div><div class="field field-name-field-files field-type-file field-label-hidden"><div class="field-items"><div class="field-item even"><div class="mediaelement-video"><video src="https://civil808.com/sites/default/files/mrfy_dwrh_amwzshy-_hl_msyl_sttykh_w_thlyl_szh_b_nrm_fzr_abkhws.mp4" class="mediaelement-formatter-identifier-1711678868-0" preload="none" controls="controls" height="385" width="640" ></video></div></div></div></div><div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even"> <h2>سرفصل ها</h2><ul><li>فصل اول: مقدمه و کلیات</li><li>فصل دوم:  آشنایی با نرم افزار آباکوس</li></ul><p> </p><ul><li>فصل سوم: مدل سازی و آنالیز تیر دو سر گیردار تحت بارگذاری متمرکز و بارگذاری گسترده یکنواخت</li><li>فصل چهارم: مدل سازی و آنالیز تیر با تکیه گاه ساده تحت بارگذاری متمرکز و بارگذاری گسترده یکنواخت</li><li>فصل پنجم: مدل سازی و تحلیل تیر پیوسته نامعین تحت انواع بارگذاری</li></ul><p> </p><ul><li>فصل ششم: مدل سازی و تحلیل نشست تکیه گاهی تیر پیوسته با استفاده از توالی تحلیل ها</li><li>فصل هفتم: مدل سازی و تحلیل قاب دو بعدی</li><li>فصل هشتم: مدل سازی و تحلیل قاب دوبعدی (سوله)</li><li>فصل نهم: مدل سازی و تحلیل اجزا محدود خرپای دو بعدی </li><li>فصل دهم: مدل سازی و تحلیل خرپا تحت بارگذاری متمرکز</li></ul><p> </p><p> </p> </div></div></div> Thu, 22 Apr 2021 08:00:08 +0000 Milad Nadimi 24542 at https://civil808.com https://civil808.com/shop/products/nadimi-estatik/24542/%D9%81%DB%8C%D9%84%D9%85-%D8%A2%D9%85%D9%88%D8%B2%D8%B4%DB%8C-%D8%AD%D9%84-%D9%85%D8%B3%D8%A7%D8%A6%D9%84-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9-%D9%88-%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D8%B3%D8%A7%D8%B2%D9%87-%D8%A8%D8%A7-%D9%86%D8%B1%D9%85-%D8%A7%D9%81%D8%B2%D8%A7%D8%B1-%D8%A2%D8%A8%D8%A7%DA%A9%D9%88%D8%B3#comments کتاب راهنمای مکانیک برداری برای مهندسان استاتیک https://civil808.com/shop/products/rahnama-mech-bordari/24060/%DA%A9%D8%AA%D8%A7%D8%A8-%D8%B1%D8%A7%D9%87%D9%86%D9%85%D8%A7%DB%8C-%D9%85%DA%A9%D8%A7%D9%86%DB%8C%DA%A9-%D8%A8%D8%B1%D8%AF%D8%A7%D8%B1%DB%8C-%D8%A8%D8%B1%D8%A7%DB%8C-%D9%85%D9%87%D9%86%D8%AF%D8%B3%D8%A7%D9%86-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9 <div class="product-info model"><span class="product-info-label">مدل:</span> <span class="product-info-value">rahnama-mech-bordari</span></div><div class="field field-name-title field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><h2>کتاب راهنمای مکانیک برداری برای مهندسان استاتیک</h2></div></div></div><div class="field field-name-teacher-identity field-type-ds field-label-above"><div class="field-label">مدرسین/تهیه کنندگان دوره:&nbsp;</div><div class="field-items"><div class="field-item even"><div class = "statement">برای دریافت اطلاعات بیشتر از تهیه کننده، میتوانید به این صفحه مراجعه کنید!</div><div class="node-ref"><a href="/taxonomy/term/4696" class="node_pic" target="_blank"><img src="https://civil808.com/sites/default/files/styles/userprofilrfront/public/field/image/tag/tag_4696.jpg?itok=BzdlEcTF" width="100" height="100" alt="انتشارات متفکران" title="انتشارات متفکران" /></a><a href="/taxonomy/term/4696" class="company-page-name" target="_blank">انتشارات متفکران</a></div></div></div></div><div class="field field-name-field-costum-content field-type-text-long field-label-hidden"><div class="field-items"><div class="field-item even"> <h4><strong>اطلاعات کلی کتاب</strong></h4><ul><li><strong>ناشر:</strong> متفکران</li><li><strong>مولف:</strong> فردیناند پی، بیر-ای.راسل جانستون، الیوت آر. ایزنبرگ</li><li><strong>مترجم:</strong> بهرام پوستی</li><li><strong>سال چاپ:</strong> 1391</li><li><strong>نوبت چاپ:</strong> هفتم</li><li><strong>تعداد صفحات:</strong> 926</li><li><strong>قطع کتاب:</strong> وزیری</li></ul><p>-------------------------</p><h4 class="relative_nodes">مطالب مرتبط</h4><ul><li><a href="https://civil808.com/shop/products/mech-bordari/24059/%DA%A9%D8%AA%D8%A7%D8%A8-%D9%85%DA%A9%D8%A7%D9%86%DB%8C%DA%A9-%D8%A8%D8%B1%D8%AF%D8%A7%D8%B1%DB%8C-%D8%A8%D8%B1%D8%A7%DB%8C-%D9%85%D9%87%D9%86%D8%AF%D8%B3%D8%A7%D9%86-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9" target="_blank" rel="nofollow">کتاب مکانیک برداری برای مهندسان استاتیک</a></li><li><a href="https://civil808.com/shop/products/estatik-mohandesi/19677/%DA%A9%D8%AA%D8%A7%D8%A8-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9-%D9%85%D9%87%D9%86%D8%AF%D8%B3%DB%8C" target="_blank" rel="nofollow">کتاب استاتیک مهندسی</a></li><li><a href="https://civil808.com/shop/products/s29-400/23849/%D9%81%DB%8C%D9%84%D9%85-%D8%A2%D9%85%D9%88%D8%B2%D8%B4%DB%8C-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9" target="_blank" rel="nofollow">فیلم آموزشی استاتیک</a></li><li><a href="https://civil808.com/shop/products/negarande-estatics/18628/%DA%A9%D8%AA%D8%A7%D8%A8-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9-%D9%85%D8%B1%DB%8C%D8%A7%D9%85" target="_blank" rel="nofollow">کتاب استاتیک مریام</a></li></ul> </div></div></div><div class="product-info list-price"><span class="uc-price-label">قیمت:</span> <span class="uc-price">120,000 تومان</span></div><div class="product-info display-price uc-product-24060"><span class="uc-price">120,000 تومان</span></div><div class="add-to-cart"><form action="/taxonomy/term/3243/feed" method="post" id="uc-product-add-to-cart-form-24060" accept-charset="UTF-8"><div><input type="hidden" name="qty" value="1" /> <input type="hidden" name="form_build_id" value="form-O2QGUN4zQ1ZG1dkXT0hcDfhsI2QQIar7PIe6ckOJWtI" /> <input type="hidden" name="form_id" value="uc_product_add_to_cart_form_24060" /> <div class="form-actions form-wrapper" id="edit-actions--2"><input class="node-add-to-cart form-submit" type="submit" id="edit-submit-24060" name="op" value="افزودن به سبد خرید" /></div></div></form></div><div class="field field-name-taxonomy-catalog field-type-taxonomy-term-reference field-label-inline clearfix"><div class="field-label">کاتالوگ:&nbsp;</div><div class="field-items"><div class="field-item even">کتاب</div><div class="field-item odd">عمران</div><div class="field-item even">متفکران</div><div class="field-item odd">غیر قابل دانلود (برای فیلم های آموزشی و سایر)</div></div></div><div class="field field-name-uc-product-image field-type-image field-label-hidden"><div class="field-items"><div class="field-item even"><div class="product-image"><div class="main-product-image"><a href="https://civil808.com/sites/default/files/styles/uc_product_full/public/field/image/node_24060.png?itok=4dTVtZGM" title="" class="colorbox" rel="uc_image_1"><img src="https://civil808.com/sites/default/files/styles/uc_product/public/field/image/node_24060.png?itok=ZMJQTvin" alt="کتاب راهنمای مکانیک برداری برای مهندسان استاتیک" title="" /></a></div></div></div></div></div><div class="field field-name-field-experts field-type-taxonomy-term-reference field-label-inline clearfix"><div class="field-label">برچسب ها:&nbsp;</div><div class="field-items"><div class="field-item even"><a href="/pedia/tag/3243/%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9%D8%8C-estatics">استاتیک، Estatics</a></div></div></div><div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even"> <p>مقاومت مصالح یکی از درسهای پایه ای در علوم مهندسی و به ویژه مهندسی مکانیک و سازه است. بسته به رشته مهندسی و سطح آموزش ، تمامی یا بخشهایی از این کتاب به دانشجویان تدریس می شود.هدف اصلی دردوره اول مکانیک ایجاد توانایی تحلیل مسایل در دانشجویان مهندسی به روشی ساده و منطقی وبه کاربستن چند اصل بسیار مفهوم و پایه ای در حل مسایل است .امید است که این کتاب که برای اولین درس استاتیک در سال دوم دانشگاه در نظر گرفته شده و به دنبال آن کتاب "مکانیک برداری برای مهندسین : دینامیک "اساتید را دردستیابی به این هدف یای دهند.در ابتدای کتاب موضوع تحلیل برداری مطرح می شود و از آن برای ارائه مطالب و بحث اصول اساسی مکانیک استفاده خواهدشد. همچنین ازروشهای برداری برای حل بسیاری از مسایل به ویژه مسایل سه بعدی استفاده خواهد شدکه به حل ساده تر و دقیق تر مسئله منجر می گردد. اما به هرحال تاکی اصلی در این کتاب بر روی درک صحیح اصول مکانیک و کاربرد آنها د رحل مسایل مهندسی است و تحلیل برداری بیشتر به عنوان ابزاری مناسب طرح می شود.</p> </div></div></div> Tue, 14 Jul 2020 08:39:16 +0000 AlirezaHeydari 24060 at https://civil808.com https://civil808.com/shop/products/rahnama-mech-bordari/24060/%DA%A9%D8%AA%D8%A7%D8%A8-%D8%B1%D8%A7%D9%87%D9%86%D9%85%D8%A7%DB%8C-%D9%85%DA%A9%D8%A7%D9%86%DB%8C%DA%A9-%D8%A8%D8%B1%D8%AF%D8%A7%D8%B1%DB%8C-%D8%A8%D8%B1%D8%A7%DB%8C-%D9%85%D9%87%D9%86%D8%AF%D8%B3%D8%A7%D9%86-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9#comments کتاب مکانیک برداری برای مهندسان استاتیک https://civil808.com/shop/products/mech-bordari/24059/%DA%A9%D8%AA%D8%A7%D8%A8-%D9%85%DA%A9%D8%A7%D9%86%DB%8C%DA%A9-%D8%A8%D8%B1%D8%AF%D8%A7%D8%B1%DB%8C-%D8%A8%D8%B1%D8%A7%DB%8C-%D9%85%D9%87%D9%86%D8%AF%D8%B3%D8%A7%D9%86-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9 <div class="product-info model"><span class="product-info-label">مدل:</span> <span class="product-info-value">mech-bordari</span></div><div class="field field-name-title field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><h2>کتاب مکانیک برداری برای مهندسان استاتیک</h2></div></div></div><div class="field field-name-teacher-identity field-type-ds field-label-above"><div class="field-label">مدرسین/تهیه کنندگان دوره:&nbsp;</div><div class="field-items"><div class="field-item even"><div class = "statement">برای دریافت اطلاعات بیشتر از تهیه کننده، میتوانید به این صفحه مراجعه کنید!</div><div class="node-ref"><a href="/taxonomy/term/4696" class="node_pic" target="_blank"><img src="https://civil808.com/sites/default/files/styles/userprofilrfront/public/field/image/tag/tag_4696.jpg?itok=BzdlEcTF" width="100" height="100" alt="انتشارات متفکران" title="انتشارات متفکران" /></a><a href="/taxonomy/term/4696" class="company-page-name" target="_blank">انتشارات متفکران</a></div></div></div></div><div class="field field-name-field-costum-content field-type-text-long field-label-hidden"><div class="field-items"><div class="field-item even"> <h4><strong>اطلاعات کلی کتاب</strong></h4><ul><li><strong>ناشر:</strong> انتشارات متفکران</li><li><strong>مولف: </strong>فردیناند پی.بیر، ای.راسل جانستون، الیوت آرایزنبرگ</li><li><strong>مترجم: </strong>بهرام پوستی</li><li><strong>سال چاپ: </strong>1394</li><li><strong>نوبت چاپ: </strong>بیستم</li><li><strong>تعداد صفحات: </strong>622</li><li><strong>قطع کتاب:</strong> وزیری</li></ul><p>---------------------</p><h4 class="relative_nodes">مطالب مرتبط</h4><ul><li><a href="https://civil808.com/shop/products/estatik-mohandesi/19677/%DA%A9%D8%AA%D8%A7%D8%A8-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9-%D9%85%D9%87%D9%86%D8%AF%D8%B3%DB%8C" target="_blank" rel="nofollow">کتاب استاتیک مهندسی</a></li><li><a href="https://civil808.com/shop/products/s29-400/23849/%D9%81%DB%8C%D9%84%D9%85-%D8%A2%D9%85%D9%88%D8%B2%D8%B4%DB%8C-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9" target="_blank" rel="nofollow">فیلم آموزشی استاتیک</a></li><li><a href="https://civil808.com/shop/products/negarande-estatics/18628/%DA%A9%D8%AA%D8%A7%D8%A8-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9-%D9%85%D8%B1%DB%8C%D8%A7%D9%85" target="_blank" rel="nofollow">کتاب استاتیک مریام</a></li></ul> </div></div></div><div class="product-info list-price"><span class="uc-price-label">قیمت:</span> <span class="uc-price">65,000 تومان</span></div><div class="product-info display-price uc-product-24059"><span class="uc-price">65,000 تومان</span></div><div class="add-to-cart"><form action="/taxonomy/term/3243/feed" method="post" id="uc-product-add-to-cart-form-24059" accept-charset="UTF-8"><div><input type="hidden" name="qty" value="1" /> <input type="hidden" name="form_build_id" value="form-GfrKIwlaLsfk2wR8Iq-AW-go-xpvirz6e1gPz76nOQU" /> <input type="hidden" name="form_id" value="uc_product_add_to_cart_form_24059" /> <div class="form-actions form-wrapper" id="edit-actions--3"><input class="node-add-to-cart form-submit" type="submit" id="edit-submit-24059" name="op" value="افزودن به سبد خرید" /></div></div></form></div><div class="field field-name-taxonomy-catalog field-type-taxonomy-term-reference field-label-inline clearfix"><div class="field-label">کاتالوگ:&nbsp;</div><div class="field-items"><div class="field-item even">کتاب</div><div class="field-item odd">عمران</div><div class="field-item even">متفکران</div><div class="field-item odd">غیر قابل دانلود (برای فیلم های آموزشی و سایر)</div></div></div><div class="field field-name-uc-product-image field-type-image field-label-hidden"><div class="field-items"><div class="field-item even"><div class="product-image"><div class="main-product-image"><a href="https://civil808.com/sites/default/files/styles/uc_product_full/public/field/image/node_24059.jpg?itok=XoKZx28z" title="" class="colorbox" rel="uc_image_2"><img src="https://civil808.com/sites/default/files/styles/uc_product/public/field/image/node_24059.jpg?itok=IaLew8Iu" alt="کتاب مکانیک برداری برای مهندسان استاتیک" title="" /></a></div></div></div></div></div><div class="field field-name-field-experts field-type-taxonomy-term-reference field-label-inline clearfix"><div class="field-label">برچسب ها:&nbsp;</div><div class="field-items"><div class="field-item even"><a href="/pedia/tag/3243/%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9%D8%8C-estatics">استاتیک، Estatics</a></div></div></div><div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even"> <p>مقاومت مصالح یکی از درسهای پایه ای در علوم مهندسی و به ویژه مهندسی مکانیک و سازه است. بسته به رشته مهندسی و سطح آموزش ، تمامی یا بخشهایی از این کتاب به دانشجویان تدریس می شود.هدف اصلی دردوره اول مکانیک ایجاد توانایی تحلیل مسایل در دانشجویان مهندسی به روشی ساده و منطقی وبه کاربستن چند اصل بسیار مفهوم و پایه ای در حل مسایل است .امید است که این کتاب که برای اولین درس استاتیک در سال دوم دانشگاه در نظر گرفته شده و به دنبال آن کتاب "مکانیک برداری برای مهندسین : دینامیک "اساتید را دردستیابی به این هدف یای دهند.در ابتدای کتاب موضوع تحلیل برداری مطرح می شود و از آن برای ارائه مطالب و بحث اصول اساسی مکانیک استفاده خواهدشد. همچنین ازروشهای برداری برای حل بسیاری از مسایل به ویژه مسایل سه بعدی استفاده خواهد شدکه به حل ساده تر و دقیق تر مسئله منجر می گردد. اما به هرحال تاکی اصلی در این کتاب بر روی درک صحیح اصول مکانیک و کاربرد آنها د رحل مسایل مهندسی است و تحلیل برداری بیشتر به عنوان ابزاری مناسب طرح می شود.</p> </div></div></div> Tue, 14 Jul 2020 08:29:56 +0000 AlirezaHeydari 24059 at https://civil808.com https://civil808.com/shop/products/mech-bordari/24059/%DA%A9%D8%AA%D8%A7%D8%A8-%D9%85%DA%A9%D8%A7%D9%86%DB%8C%DA%A9-%D8%A8%D8%B1%D8%AF%D8%A7%D8%B1%DB%8C-%D8%A8%D8%B1%D8%A7%DB%8C-%D9%85%D9%87%D9%86%D8%AF%D8%B3%D8%A7%D9%86-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9#comments فیلم آموزشی استاتیک https://civil808.com/shop/products/s29-400/23849/%D9%81%DB%8C%D9%84%D9%85-%D8%A2%D9%85%D9%88%D8%B2%D8%B4%DB%8C-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9 <div class="product-info model"><span class="product-info-label">مدل:</span> <span class="product-info-value">S29-400</span></div><div class="field field-name-title field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><h2>فیلم آموزشی استاتیک</h2></div></div></div><div class="field field-name-teacher-identity field-type-ds field-label-above"><div class="field-label">مدرسین/تهیه کنندگان دوره:&nbsp;</div><div class="field-items"><div class="field-item even"><div class = "statement">درباره این محصول از مدرسین سوال بپرسید!</div><div class="teacher-identity"><a href="/user/29485" class="user_pic" target="_blank"><img src="https://civil808.com/sites/default/files/styles/userprofilrfront/public/pictures/picture-29485-1587557926.jpg?itok=q3EpMbYX" width="100" height="100" alt="سجاد سعیدی پور" title="سجاد سعیدی پور" /></a><a href="/user/29485" class="teacher-name" target="_blank">سجاد سعیدی پور</a></div></div></div></div><div class="field field-name-field-costum-content field-type-text-long field-label-hidden"><div class="field-items"><div class="field-item even"> <p><strong>مدرس</strong>: <a href="https://civil808.com/user/29485/saeedipoursajjad" target="_blank" rel="nofollow"><span style="color: #333333;">سجاد سعیدی پور</span></a></p><p><span style="color: #333333;"><strong>مدت زمان فیلم</strong>: حدود ۱۳ ساعت </span></p><p><span style="color: #333333;"><strong>تهیه شده در</strong> : بهار ۹۹</span></p><h4 class="relative_nodes" style="box-sizing: border-box; font-family: irans, sans-serif; text-rendering: optimizelegibility; clear: both;"> مطالب مرتبط:</h4><ul style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;"><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"><a href="https://civil808.com/shop/products/kits/s29/5553/%D9%BE%DA%A9%DB%8C%D8%AC-%D9%81%DB%8C%D9%84%D9%85-%D8%A2%D9%85%D8%A7%D8%AF%DA%AF%DB%8C-%D8%A2%D8%B2%D9%85%D9%88%D9%86-%D8%A7%D8%B1%D8%B4%D8%AF-%D8%B9%D9%85%D8%B1%D8%A7%D9%86" target="_blank" style="box-sizing: border-box; color: #00accc;" rel="nofollow">پکیج فیلم آمادگی آزمون ارشد عمران</a></li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"><a href="https://civil808.com/node/15415" target="_blank" style="box-sizing: border-box; color: #00accc;" rel="nofollow">پكيج فيلم آموزشی دوره جامع جامدات ويژه موفقيت در آزمون ارشد٩٧ (استاتیک- مقاومت مصالح- تحليل سازه‌ها)</a></li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"><a href="https://civil808.com/shop/products/%D9%8F%D9%8Fs29-10/16212/%D9%81%D9%8A%D9%84%D9%85-%D8%A2%D9%85%D9%88%D8%B2%D8%B4-%D9%85%D9%81%D9%87%D9%88%D9%85%DB%8C-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9" target="_blank" style="box-sizing: border-box; color: #00accc;" rel="nofollow">فيلم آموزش مفهومی استاتیک</a> </li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"><a href="https://civil808.com/blog/23452/%D8%A8%D9%88%D8%B1%D8%B3%DB%8C%D9%87-%D8%AA%D8%AD%D8%B5%DB%8C%D9%84%DB%8C-808-%D9%88%DB%8C%DA%98%D9%87-%D8%A7%DB%8C%D8%A7%D9%85-%DA%A9%D8%B1%D9%88%D9%86%D8%A7-%D8%A2%D9%85%D9%88%D8%B2%D8%B4-%D9%87%D8%A7%DB%8C-%D8%A2%D9%86%D9%84%D8%A7%DB%8C%D9%86-%D8%AA%D9%85%D8%A7%D9%85%D8%A7-%D8%B1%D8%A7%DB%8C%DA%AF%D8%A7%D9%86-%D9%88%DB%8C%DA%98%D9%87-%D8%AF%D8%A7%D9%86%D8%B4%D8%AC%D9%88%DB%8C%D8%A7%D9%86" target="_blank" style="box-sizing: border-box; color: #00accc;" rel="nofollow">بورسیه تحصیلی 808 ویژه ایام کرونا : آموزش های آنلاین تماما رایگان ویژه دانشجویان</a></li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"><span style="box-sizing: border-box; font-size: 13px;"><a href="https://civil808.com/college/arshad/23309/%D8%AF%D9%88%D8%B1%D9%87-%D8%A2%D9%86%D9%84%D8%A7%DB%8C%D9%86-%D8%B2%D8%A8%D8%A7%D9%86-%D8%B9%D9%85%D9%88%D9%85%DB%8C-%D8%A8%D8%A7-%D8%A8%DB%8C%D8%A7%D9%86-%D9%86%DA%A9%D8%A7%D8%AA%DB%8C-%D9%88%DB%8C%DA%98%D9%87-%D8%AF%D8%B1-%D9%BE%D8%A7%D8%B3%D8%AE-%D8%B5%D8%AD%DB%8C%D8%AD-%D8%A8%D9%87-%D8%B3%D9%88%D8%A7%D9%84%D8%A7%D8%AA-%DA%A9%D8%A7%D8%B1%D8%A8%D8%B1%D8%AF%DB%8C-%D8%A2%D9%85%D8%A7%D8%AF%DA%AF%DB%8C" target="_blank" style="box-sizing: border-box; color: #00accc;" rel="nofollow">دوره آنلاین زبان عمومی با بیان نکاتی ویژه در پاسخ صحیح به سوالات کاربردی آمادگی آزمون کارشناسی ارشد(کلیه رشته ها)</a> </span></li><li style="box-sizing: border-box; font-size: 15px; text-align: right; font-family: irans, sans-serif; list-style-type: square !important;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box;"><a href="https://civil808.com/shop/products/vije-4/11703/%D9%BE%DB%8C%D8%B4%D9%86%D9%87%D8%A7%D8%AF-%D9%88%DB%8C%DA%98%D9%87-%DB%B8%DB%B0%DB%B8-%D8%B4%D9%85%D8%A7%D8%B1%D9%87-%DB%B4-%D9%81%DB%8C%D9%84%D9%85-%D8%A2%D9%85%D9%88%D8%B2%D8%B4-%DA%A9%D8%A7%D9%85%D9%84-%D8%B1%DB%8C%D8%A7%D8%B6%DB%8C%D8%A7%D8%AA-%D9%88-%D9%85%D8%B9%D8%A7%D8%AF%D9%84%D8%A7%D8%AA" target="_blank" style="box-sizing: border-box; color: #00accc;" rel="nofollow">پیشنهاد ویژه ۸۰۸- شماره ۴: فیلم آموزش کامل ریاضیات و معادلات با 50% تخفیف</a></span></span></li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"><a href="https://civil808.com/node/23456" target="_blank" style="box-sizing: border-box; color: #00accc;" rel="nofollow">دوره آنلاین آموزش مقاومت مصالح</a></li></ul><div class="field field-name-field-education-degree field-type-text field-label-inline clearfix" style="box-sizing: border-box; display: flex; flex-direction: row; color: #333333; font-family: irans, sans-serif; font-size: 13px; text-align: start;"> </div> </div></div></div><div class="product-info list-price"><span class="uc-price-label">قیمت:</span> <span class="uc-price">225,000 تومان</span></div><div class="product-info display-price uc-product-23849"><span class="uc-price">157,500 تومان</span></div><div class="add-to-cart"><form action="/taxonomy/term/3243/feed" method="post" id="uc-product-add-to-cart-form-23849" accept-charset="UTF-8"><div><input type="hidden" name="qty" value="1" /> <input type="hidden" name="form_build_id" value="form-yZbk5CJ-pyHm-XXwwOOw3fcDBiF5w4pPjy2xqM2vA3o" /> <input type="hidden" name="form_id" value="uc_product_add_to_cart_form_23849" /> <div class="form-actions form-wrapper" id="edit-actions--4"><input class="node-add-to-cart form-submit" type="submit" id="edit-submit-23849" name="op" value="افزودن به سبد خرید" /></div></div></form></div><div class="field field-name-taxonomy-catalog field-type-taxonomy-term-reference field-label-inline clearfix"><div class="field-label">کاتالوگ:&nbsp;</div><div class="field-items"><div class="field-item even">فیلم های آموزشی</div><div class="field-item odd">عمران</div><div class="field-item even">سازه</div><div class="field-item odd">زلزله</div><div class="field-item even">موسسه آموزشی 808</div><div class="field-item odd">کمک آموزشی</div></div></div><div class="field field-name-uc-product-image field-type-image field-label-hidden"><div class="field-items"><div class="field-item even"><div class="product-image"><div class="main-product-image"><a href="https://civil808.com/sites/default/files/styles/uc_product_full/public/field/image/node_23849.jpg?itok=h4SSrkM8" title="" class="colorbox" rel="uc_image_3"><img src="https://civil808.com/sites/default/files/styles/uc_product/public/field/image/node_23849.jpg?itok=d5mOBIoT" alt="فیلم آموزشی آموزش استاتیک" title="" /></a></div></div></div></div></div><div class="field field-name-field-experts field-type-taxonomy-term-reference field-label-inline clearfix"><div class="field-label">برچسب ها:&nbsp;</div><div class="field-items"><div class="field-item even"><a href="/pedia/tag/3243/%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9%D8%8C-estatics">استاتیک، Estatics</a></div><div class="field-item odd"><a href="/pedia/tag/2663/%D8%B9%D9%85%D8%B1%D8%A7%D9%86-%D9%85%D9%87%D9%86%D8%AF%D8%B3%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87%D8%8C-structural-engineering">عمران- مهندسی سازه، Structural Engineering</a></div></div></div><div class="field field-name-field-files field-type-file field-label-hidden"><div class="field-items"><div class="field-item even"><div class="mediaelement-video"><video src="https://civil808.com/sites/default/files/2020_06_06_17_05_dwrh_anlyn_amwzsh_sttykh_segment_0_x264_segment_1.mp4" class="mediaelement-formatter-identifier-1711678868-1" preload="none" controls="controls" height="385" width="640" ></video></div></div></div></div><div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even"> <h2 style="box-sizing: border-box; font-family: irans, sans-serif; color: #333333; text-rendering: optimizelegibility;">سرفصل ها:</h2><h3 style="box-sizing: border-box; font-family: irans, sans-serif; color: #333333; text-rendering: optimizelegibility;"><strong style="box-sizing: border-box;"> جلسه اول: سیستم یکاها</strong></h3><ul style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;"><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;">مقدمه (مفاهیم بنیادی)</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> مفهوم فضا</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> مفهوم نیرو</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> مفهوم اجسام صلب و غیر صلب</li></ul><h3 style="box-sizing: border-box; font-family: irans, sans-serif; color: #333333; text-rendering: optimizelegibility;"> جلسه دوم: بردار ها</h3><ul style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;"><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;">تعریف کمیت عددی و کمیت برداری</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> بردار واحد یا بردار یکه</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> جمع بردارها (روش های عددی و هندسی)</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> ضرب داخلی دو بردار</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> ضرب خارجی دو بردار</li></ul><h3 style="box-sizing: border-box; font-family: irans, sans-serif; color: #333333; text-rendering: optimizelegibility;"> جلسه سوم: </h3><ul style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;"><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> نیرو و گشتاور</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> نیروی داخلی و نیروی خارجی</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> نیرو های متمرکز و گسترده</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;">  شکل برداری نیرو</li></ul><h3 style="box-sizing: border-box; font-family: irans, sans-serif; color: #333333; text-rendering: optimizelegibility;"> جلسه چهارم:</h3><ul style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;"><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> گشتاور (لنگر یا ممان)</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;">  کوپل یا زوج نیرو</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;">  اصل انتقال نیرو</li></ul><h3 style="box-sizing: border-box; font-family: irans, sans-serif; color: #333333; text-rendering: optimizelegibility;"> جلسه پنجم: تعادل</h3><ul style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;"><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> مقدمه</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> معادلات تعادل</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> نمودار جسم آزاد</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> انواع اتصالات و انواع تکیه گاه ها</li></ul><h3 style="box-sizing: border-box; font-family: irans, sans-serif; color: #333333; text-rendering: optimizelegibility;"> جلسه ششم:</h3><ul style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;"><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;">  تعادل در فضا</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> سازه های استاتیکی معین و نا معین</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> سازه پایدار و ناپایدار</li></ul><h3 style="box-sizing: border-box; font-family: irans, sans-serif; color: #333333; text-rendering: optimizelegibility;"> جلسه هفتم: خرپاها</h3><ul style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;"><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> تعریف خرپا و فرضیه اساسی در تحلیل نیرویی خرپاها</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;">  خرپاهای معین و نامعین استاتیکی</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> روش گره به گره در  خرپا های معین</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> روش مقطع زدن در خرپاهای خاص</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> حالت های خاص در به دست آوردن نیروی اعضای خرپا</li></ul><h3 style="box-sizing: border-box; font-family: irans, sans-serif; color: #333333; text-rendering: optimizelegibility;"> جلسه هشتم: خواص هندسی اجسام</h3><ul style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;"><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> مقدمه</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> لنگر اول سطح</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> مرکز سطح</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> لنگر دوم سطح</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> شعاع ژیراسیون</li></ul><h3 style="box-sizing: border-box; font-family: irans, sans-serif; color: #333333; text-rendering: optimizelegibility;"> جلسه نهم: تیرها</h3><ul style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;"><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> مقدمه</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;">  جهات قراردادی نیروهای داخلی در تیر ها</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> تحلیل نیرویی در تیر ها</li></ul><h3 style="box-sizing: border-box; font-family: irans, sans-serif; color: #333333; text-rendering: optimizelegibility;"> جلسه دهم:</h3><ul style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;"><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;"> تحلیل نیرویی تیر ها تحت اثر بار گسترده یکنواخت</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;">  تحلیل نیرویی تیر ها تحت اثر بار گسترده غیر یکنواخت خطی</li><li style="box-sizing: border-box; font-size: 13px; list-style-type: square !important;">  ترسیم نمودار نیروهای داخلی بر اساس نیرو های خارجی وارد شده بر تیر</li></ul> </div></div></div> Wed, 10 Jun 2020 07:45:03 +0000 saeedipoursajjad 23849 at https://civil808.com https://civil808.com/shop/products/s29-400/23849/%D9%81%DB%8C%D9%84%D9%85-%D8%A2%D9%85%D9%88%D8%B2%D8%B4%DB%8C-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9#comments فیلم جلسه اول دوره آنلاین آموزش استاتیک https://civil808.com/gallery/videos/23561/%D9%81%DB%8C%D9%84%D9%85-%D8%AC%D9%84%D8%B3%D9%87-%D8%A7%D9%88%D9%84-%D8%AF%D9%88%D8%B1%D9%87-%D8%A2%D9%86%D9%84%D8%A7%DB%8C%D9%86-%D8%A2%D9%85%D9%88%D8%B2%D8%B4-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9 <div class="field field-name-field-views field-type-viewfield field-label-hidden"><div class="field-items"><div class="field-item even"></div></div></div><div class="field field-name-field-files field-type-file field-label-hidden"><div class="field-items"><div class="field-item even"><div class="mediaelement-video"><video src="https://civil808.com/sites/default/files/filed/files/node_23561-2020-05-05_10.53_dwrh_anlyn_amwzsh_sttykh-jlsh_wl.mp4" class="mediaelement-formatter-identifier-1711678868-2" preload="none" controls="controls" height="447" width="840" ></video><div class="mediaelement-download-link"><a href="https://civil808.com/sites/default/files/filed/files/node_23561-2020-05-05_10.53_dwrh_anlyn_amwzsh_sttykh-jlsh_wl.mp4">دانلود</a></div></div></div></div></div><div class="field field-name-field-film-time field-type-hms-field field-label-hidden"><div class="field-items"><div class="field-item even"><span class="hms hms-format-h-mm-ss">1:18:11</span></div></div></div><div class="field field-name-next-film field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><div class="views-row views-row-1 views-row-odd views-row-first"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"> <a href="/node/23579"> <img typeof="foaf:Image" src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_23579-capture.jpg?itok=ssKbvRgF" width="130" height="100" alt=""> </a> </div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"> <a href="/node/23579"> متودولوژی آسیب پذیری لرزه ای شریانهای حیاتی ۱ </a> </span> </span> </div> </div></div></div><div class="field field-name-before-film field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><div class="views-row views-row-1 views-row-odd views-row-first"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"> <a href="/node/23528"> <img typeof="foaf:Image" src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_23528-photo_2020-04-23_17-05-09.jpg?itok=gHCJsGxb" width="130" height="100" alt=""> </a> </div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"> <a href="/node/23528"> مشاهده فیلم وبینار شماره 3 ایران پس از کرونا: با موضوع: "کاربرد واقعیت مجازی و واقعیت افزوده در ایران پس از کرونا" </a> </span> </span> </div> </div></div></div><div class="field field-name-share-link field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><input class="short_link" type="text" value="https://civil808.com/node/23561" title="لینک کوتاه" readonly=""></div></div></div><div class="field field-name-field-experts field-type-taxonomy-term-reference field-label-inline clearfix"><div class="field-label">برچسب ها:&nbsp;</div><div class="field-items"><div class="field-item even"><a href="/pedia/tag/3243/%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9%D8%8C-estatics">استاتیک، Estatics</a></div></div></div><div class="field field-name-field-last-items field-type-viewfield field-label-above"><div class="field-label">آخرین موارد:&nbsp;</div><div class="field-items"><div class="field-item even"><div class="view view-video-gallery view-id-video_gallery view-display-id-block_1 video lastgallery view-dom-id-47b921d6798de8abae45939aac0328a5"> <div class="view-content"> <div class="views-row views-row-1 views-row-odd views-row-first"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"><a href="/gallery/videos/25254/%D9%87%D9%88%D8%B4-%D9%85%D8%B5%D9%86%D9%88%D8%B9%DB%8C-%D9%88-%D9%86%D8%B1%D9%85-%D8%A7%D9%81%D8%B2%D8%A7%D8%B1%D9%87%D8%A7-%DA%86%DA%AF%D9%88%D9%86%D9%87-%D8%A8%D8%A7%D8%B9%D8%AB-%D8%AA%D8%AD%D9%88%D9%84-%D9%85%D9%87%D9%86%D8%AF%D8%B3%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87-%D9%85%DB%8C-%D8%B4%D9%88%D9%86%D8%AF%D8%9F"><img data-src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_25254-capture.jpg?itok=hUmLoLCf" width="130" height="100" alt="هوش مصنوعی و نرم افزارها چگونه باعث تحول مهندسی سازه می شوند؟" title="هوش مصنوعی و نرم افزارها چگونه باعث تحول مهندسی سازه می شوند؟" class="lazy" /></a></div> </div> <div class="views-field views-field-field-film-time"> <div class="field-content"><span class="hms hms-format-h-mm-ss">11:14</span></div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"><a href="/gallery/videos/25254/%D9%87%D9%88%D8%B4-%D9%85%D8%B5%D9%86%D9%88%D8%B9%DB%8C-%D9%88-%D9%86%D8%B1%D9%85-%D8%A7%D9%81%D8%B2%D8%A7%D8%B1%D9%87%D8%A7-%DA%86%DA%AF%D9%88%D9%86%D9%87-%D8%A8%D8%A7%D8%B9%D8%AB-%D8%AA%D8%AD%D9%88%D9%84-%D9%85%D9%87%D9%86%D8%AF%D8%B3%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87-%D9%85%DB%8C-%D8%B4%D9%88%D9%86%D8%AF%D8%9F">هوش مصنوعی و نرم افزارها چگونه باعث تحول مهندسی سازه می شوند؟</a></span> </span> </div> <div class="views-row views-row-2 views-row-even"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"><a href="/gallery/videos/25204/%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7%DB%8C-%D8%A7%D9%86%D8%B9%D8%B7%D8%A7%D9%81-%D9%BE%D8%B0%DB%8C%D8%B1-%D9%85%D8%B9%D9%85%D8%A7%D8%B1%DB%8C-%D8%AF%D8%B1-%D8%A2%DB%8C%D9%86%D8%AF%D9%87"><img data-src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_25204-capture.jpg?itok=EE3H6dMj" width="130" height="100" alt="ساختمان های انعطاف پذیر - معماری در آینده" title="ساختمان های انعطاف پذیر - معماری در آینده" class="lazy" /></a></div> </div> <div class="views-field views-field-field-film-time"> <div class="field-content"><span class="hms hms-format-h-mm-ss">51:40</span></div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"><a href="/gallery/videos/25204/%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7%DB%8C-%D8%A7%D9%86%D8%B9%D8%B7%D8%A7%D9%81-%D9%BE%D8%B0%DB%8C%D8%B1-%D9%85%D8%B9%D9%85%D8%A7%D8%B1%DB%8C-%D8%AF%D8%B1-%D8%A2%DB%8C%D9%86%D8%AF%D9%87">ساختمان های انعطاف پذیر - معماری در آینده</a></span> </span> </div> <div class="views-row views-row-3 views-row-odd"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"><a href="/gallery/videos/25197/%DA%86%D8%B1%D8%A7-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7-%D8%A8%D9%87-%D9%81%D9%88%D9%86%D8%AF%D8%A7%D8%B3%DB%8C%D9%88%D9%86-%D9%86%DB%8C%D8%A7%D8%B2-%D8%AF%D8%A7%D8%B1%D9%86%D8%AF%D8%9F"><img data-src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_25198-capture.jpg?itok=lDHWbfVu" width="130" height="100" alt="چرا ساختمان ها به فونداسیون نیاز دارند؟" title="چرا ساختمان ها به فونداسیون نیاز دارند؟" class="lazy" /></a></div> </div> <div class="views-field views-field-field-film-time"> <div class="field-content"><span class="hms hms-format-h-mm-ss">14:50</span></div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"><a href="/gallery/videos/25197/%DA%86%D8%B1%D8%A7-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7-%D8%A8%D9%87-%D9%81%D9%88%D9%86%D8%AF%D8%A7%D8%B3%DB%8C%D9%88%D9%86-%D9%86%DB%8C%D8%A7%D8%B2-%D8%AF%D8%A7%D8%B1%D9%86%D8%AF%D8%9F">چرا ساختمان ها به فونداسیون نیاز دارند؟</a></span> </span> </div> <div class="views-row views-row-4 views-row-even views-row-last"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"><a href="/gallery/videos/25195/%D8%AE%D8%A7%DA%A9-%DA%86%DA%AF%D9%88%D9%86%D9%87-%D9%85%D9%88%D8%AC%D8%A8-%D8%AA%D8%AE%D8%B1%DB%8C%D8%A8-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7-%D9%85%DB%8C-%D8%B4%D9%88%D8%AF%D8%9F"><img data-src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_25195-capture.jpg?itok=iy1IoSyg" width="130" height="100" alt="خاک چگونه موجب تخریب ساختمان ها می شود؟" title="خاک چگونه موجب تخریب ساختمان ها می شود؟" class="lazy" /></a></div> </div> <div class="views-field views-field-field-film-time"> <div class="field-content"><span class="hms hms-format-h-mm-ss">08:08</span></div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"><a href="/gallery/videos/25195/%D8%AE%D8%A7%DA%A9-%DA%86%DA%AF%D9%88%D9%86%D9%87-%D9%85%D9%88%D8%AC%D8%A8-%D8%AA%D8%AE%D8%B1%DB%8C%D8%A8-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7-%D9%85%DB%8C-%D8%B4%D9%88%D8%AF%D8%9F">خاک چگونه موجب تخریب ساختمان ها می شود؟</a></span> </span> </div> </div> </div></div></div></div><div class="field field-name-user-channel field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><a href="/gallery/videos/channels/29485" target="_blank" class="channel-links"><img src="https://civil808.com/sites/default/files/styles/userprofilrfront/public/pictures/picture-29485-1587557926.jpg?itok=q3EpMbYX" width="100" height="100" alt="" /><span>سجاد سعیدی پور<span></a></div></div></div><div class="field field-name-iframe field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><div class="embed-section"> <h4 class="title">کد Iframe</h4> <div class="iframe-text active" id="videoIframe"> <p class="Iframe-top-links"> <span class="section-title">دریافت کد نمایش ویدئو</span> <span data-action="close" class="iframe-close">بستن<i class="fa fa-close" aria-hidden="true"></i></span> </p> <textarea id="iframeCode" spellcheck="false" onclick="select()">&lt;div style="max-width: 840px;margin: auto;"&gt;&lt;div style="position: relative;padding-bottom: 56.25%;"&gt;&lt;iframe allowFullScreen="true" webkitallowfullscreen="true" mozallowfullscreen="true" src ="https://www.civil808.com/file/iframe/23561" style="position: absolute;top: 0px;left: 0px;width: 100%;height: 100%;max-width: 840px;max-height: 472px;"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;/div&gt;</textarea> </div> </div></div></div></div><div class="field field-name-field-social-share field-type-addthis field-label-hidden"><div class="field-items"><div class="field-item even"><div class="addthis_toolbox addthis_default_style addthis_32x32_style social-share" addthis:title="فیلم جلسه اول دوره آنلاین آموزش استاتیک - 808 شبکه اجتماعی مهندسان" addthis:url="https://civil808.com/gallery/videos/23561/%D9%81%DB%8C%D9%84%D9%85-%D8%AC%D9%84%D8%B3%D9%87-%D8%A7%D9%88%D9%84-%D8%AF%D9%88%D8%B1%D9%87-%D8%A2%D9%86%D9%84%D8%A7%DB%8C%D9%86-%D8%A2%D9%85%D9%88%D8%B2%D8%B4-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9"><a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_facebook"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_googleplus"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_twitter"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_linkedin"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_pinterest_share"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_telegram"></a> </div> </div></div></div><div class="field field-name-title field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><h2>فیلم جلسه اول دوره آنلاین آموزش استاتیک</h2></div></div></div><div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even"> <p>این دوره ویژه دانشجویان و با قیمت مناسب دانشجویی اختصاصی این شرایط روز های مبارزه با کرونا برای شما تدارک دیده شده است. برای اطمینان از بابت کیفیت دوره میتوانید فیلم جلسه اول این دوره را به رایگان مشاهده فرمایید.</p><p class="article-links">برای ثبت نام در این دوره، <a href="/college/arshad/23434/دوره-آنلاین-آموزش-استاتیک" target="_blank">اینجا </a>را کلیک کنید.</p> </div></div></div> Thu, 07 May 2020 11:19:22 +0000 saeedipoursajjad 23561 at https://civil808.com https://civil808.com/gallery/videos/23561/%D9%81%DB%8C%D9%84%D9%85-%D8%AC%D9%84%D8%B3%D9%87-%D8%A7%D9%88%D9%84-%D8%AF%D9%88%D8%B1%D9%87-%D8%A2%D9%86%D9%84%D8%A7%DB%8C%D9%86-%D8%A2%D9%85%D9%88%D8%B2%D8%B4-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9#comments دوره آنلاین آموزش استاتیک https://civil808.com/college/arshad/23434/%D8%AF%D9%88%D8%B1%D9%87-%D8%A2%D9%86%D9%84%D8%A7%DB%8C%D9%86-%D8%A2%D9%85%D9%88%D8%B2%D8%B4-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9 <div class="field field-name-field-image field-type-image field-label-hidden"><div class="field-items"><div class="field-item even"><img data-src="https://civil808.com/sites/default/files/photo_2020-04-26_13-28-38.jpg" width="1280" height="498" alt="دوره آنلاین آموزش استاتیک" title="دوره آنلاین آموزش استاتیک" class="lazy" /></div></div></div><div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even"> <p class="article-links"><span style="color: #333333; font-family: irans, sans-serif; font-size: 13px; text-align: center; background-color: #fcfcfc;">فیلم این دوره در فروشگاه سایت تعریف شده است برای تهیه فیلم آن به</span><br style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;" /><a href="https://civil808.com/shop/products/s29-400/23849/%D9%81%DB%8C%D9%84%D9%85-%D8%A2%D9%85%D9%88%D8%B2%D8%B4%DB%8C-%D8%A2%D9%85%D9%88%D8%B2%D8%B4-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9" target="_blank" rel="nofollow"><span style="color: #00accc; font-family: irans, sans-serif;"><span style="box-sizing: border-box; outline-color: initial; outline-style: initial; outline-offset: -2px; display: inline-block; width: 1043.5px; text-align: center; font-size: 13px;"><span style="text-decoration: underline;">این صفحه از فروشگاه سایت</span></span></span></a><br style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;" /><span style="color: #333333; font-family: irans, sans-serif; font-size: 13px; text-align: center; background-color: #fcfcfc;">میتوانید مراجعه بفرمایید</span></p><p>زمان جدید برگزاری کنکور ارشد ۹۹- تاریخ جدید: ۲ و ۳ مرداد ۹۹ (<a href="https://civil808.com/news/21305/%D8%AA%D8%B9%D9%88%DB%8C%D9%82-%D8%B2%D9%85%D8%A7%D9%86-%D8%A8%D8%B1%DA%AF%D8%B2%D8%A7%D8%B1%DB%8C-%DA%A9%D9%86%DA%A9%D9%88%D8%B1-%D8%A7%D8%B1%D8%B4%D8%AF-%DB%B9%DB%B9-%D8%AA%D8%A7%D8%B1%DB%8C%D8%AE-%D8%AC%D8%AF%DB%8C%D8%AF-%DB%B2-%D9%88-%DB%B3-%D9%85%D8%B1%D8%AF%D8%A7%D8%AF-%DB%B9%DB%B9" target="_blank" rel="nofollow">اطلاعات بیشتر</a>)</p><blockquote><p>این دوره ویژه دانشجویان و با قیمت مناسب دانشجویی اختصاصی این شرایط روز های مبارزه با کرونا برای شما تدارک دیده شده است. برای اطمینان از بابت کیفیت دوره میتوانید در جلسه اول این دوره به رایگان شرکت داشته باشید:</p></blockquote><div style="max-width: 840px; margin: auto;"><div style="position: relative; padding-bottom: 56.25%;"><iframe style="position: absolute; top: 0px; left: 0px; width: 100%; height: 100%; max-width: 840px; max-height: 472px;" src="https://www.civil808.com/file/iframe/23561" width="320" height="240"></iframe></div></div><p> </p><h2>سرفصل ها:</h2><h3><strong> جلسه اول: سیستم یکاها</strong></h3><ul><li>مقدمه (مفاهیم بنیادی)</li><li> مفهوم فضا</li><li> مفهوم نیرو</li><li> مفهوم اجسام صلب و غیر صلب</li></ul><h3> جلسه دوم: بردار ها</h3><ul><li>تعریف کمیت عددی و کمیت برداری</li><li> بردار واحد یا بردار یکه</li><li> جمع بردارها (روش های عددی و هندسی)</li><li> ضرب داخلی دو بردار</li><li> ضرب خارجی دو بردار</li></ul><h3> جلسه سوم: </h3><ul><li> نیرو و گشتاور</li><li> نیروی داخلی و نیروی خارجی</li><li> نیرو های متمرکز و گسترده</li><li>  شکل برداری نیرو</li></ul><h3> جلسه چهارم:</h3><ul><li> گشتاور (لنگر یا ممان)</li><li>  کوپل یا زوج نیرو</li><li>  اصل انتقال نیرو</li></ul><h3> جلسه پنجم: تعادل</h3><ul><li> مقدمه</li><li> معادلات تعادل</li><li> نمودار جسم آزاد</li><li> انواع اتصالات و انواع تکیه گاه ها</li></ul><h3> جلسه ششم:</h3><ul><li>  تعادل در فضا</li><li> سازه های استاتیکی معین و نا معین</li><li> سازه پایدار و ناپایدار</li></ul><h3> جلسه هفتم: خرپاها</h3><ul><li> تعریف خرپا و فرضیه اساسی در تحلیل نیرویی خرپاها</li><li>  خرپاهای معین و نامعین استاتیکی</li><li> روش گره به گره در  خرپا های معین</li><li> روش مقطع زدن در خرپاهای خاص</li><li> حالت های خاص در به دست آوردن نیروی اعضای خرپا</li></ul><h3> جلسه هشتم: خواص هندسی اجسام</h3><ul><li> مقدمه</li><li> لنگر اول سطح</li><li> مرکز سطح</li><li> لنگر دوم سطح</li><li> شعاع ژیراسیون</li></ul><h3> جلسه نهم: تیرها</h3><ul><li> مقدمه</li><li>  جهات قراردادی نیروهای داخلی در تیر ها</li><li> تحلیل نیرویی در تیر ها</li></ul><h3> جلسه دهم:</h3><ul><li> تحلیل نیرویی تیر ها تحت اثر بار گسترده یکنواخت</li><li>  تحلیل نیرویی تیر ها تحت اثر بار گسترده غیر یکنواخت خطی</li><li>  ترسیم نمودار نیروهای داخلی بر اساس نیرو های خارجی وارد شده بر تیر</li></ul><h4 class="relative_nodes"> مطالب مرتبط:</h4><ul><li><a href="https://civil808.com/shop/products/kits/s29/5553/%D9%BE%DA%A9%DB%8C%D8%AC-%D9%81%DB%8C%D9%84%D9%85-%D8%A2%D9%85%D8%A7%D8%AF%DA%AF%DB%8C-%D8%A2%D8%B2%D9%85%D9%88%D9%86-%D8%A7%D8%B1%D8%B4%D8%AF-%D8%B9%D9%85%D8%B1%D8%A7%D9%86" target="_blank" rel="nofollow">پکیج فیلم آمادگی آزمون ارشد عمران</a></li><li><a href="https://civil808.com/node/15415" target="_blank" rel="nofollow">پكيج فيلم آموزشی دوره جامع جامدات ويژه موفقيت در آزمون ارشد٩٧ (استاتیک- مقاومت مصالح- تحليل سازه‌ها)</a></li><li><a href="https://civil808.com/shop/products/%D9%8F%D9%8Fs29-10/16212/%D9%81%D9%8A%D9%84%D9%85-%D8%A2%D9%85%D9%88%D8%B2%D8%B4-%D9%85%D9%81%D9%87%D9%88%D9%85%DB%8C-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9" target="_blank" rel="nofollow">فيلم آموزش مفهومی استاتیک</a> </li><li><a href="https://civil808.com/blog/23452/%D8%A8%D9%88%D8%B1%D8%B3%DB%8C%D9%87-%D8%AA%D8%AD%D8%B5%DB%8C%D9%84%DB%8C-808-%D9%88%DB%8C%DA%98%D9%87-%D8%A7%DB%8C%D8%A7%D9%85-%DA%A9%D8%B1%D9%88%D9%86%D8%A7-%D8%A2%D9%85%D9%88%D8%B2%D8%B4-%D9%87%D8%A7%DB%8C-%D8%A2%D9%86%D9%84%D8%A7%DB%8C%D9%86-%D8%AA%D9%85%D8%A7%D9%85%D8%A7-%D8%B1%D8%A7%DB%8C%DA%AF%D8%A7%D9%86-%D9%88%DB%8C%DA%98%D9%87-%D8%AF%D8%A7%D9%86%D8%B4%D8%AC%D9%88%DB%8C%D8%A7%D9%86" target="_blank" rel="nofollow">بورسیه تحصیلی 808 ویژه ایام کرونا : آموزش های آنلاین تماما رایگان ویژه دانشجویان</a></li><li style="box-sizing: border-box; list-style-type: square !important;"><span style="font-size: 13px;"><a href="https://civil808.com/college/arshad/23309/%D8%AF%D9%88%D8%B1%D9%87-%D8%A2%D9%86%D9%84%D8%A7%DB%8C%D9%86-%D8%B2%D8%A8%D8%A7%D9%86-%D8%B9%D9%85%D9%88%D9%85%DB%8C-%D8%A8%D8%A7-%D8%A8%DB%8C%D8%A7%D9%86-%D9%86%DA%A9%D8%A7%D8%AA%DB%8C-%D9%88%DB%8C%DA%98%D9%87-%D8%AF%D8%B1-%D9%BE%D8%A7%D8%B3%D8%AE-%D8%B5%D8%AD%DB%8C%D8%AD-%D8%A8%D9%87-%D8%B3%D9%88%D8%A7%D9%84%D8%A7%D8%AA-%DA%A9%D8%A7%D8%B1%D8%A8%D8%B1%D8%AF%DB%8C-%D8%A2%D9%85%D8%A7%D8%AF%DA%AF%DB%8C" target="_blank" rel="nofollow">دوره آنلاین زبان عمومی با بیان نکاتی ویژه در پاسخ صحیح به سوالات کاربردی آمادگی آزمون کارشناسی ارشد(کلیه رشته ها)</a> </span></li><li style="box-sizing: border-box; text-align: right; color: #333333; font-family: irans, sans-serif; font-size: 15px;"><span><span style="color: #333333;"><a href="https://civil808.com/shop/products/vije-4/11703/%D9%BE%DB%8C%D8%B4%D9%86%D9%87%D8%A7%D8%AF-%D9%88%DB%8C%DA%98%D9%87-%DB%B8%DB%B0%DB%B8-%D8%B4%D9%85%D8%A7%D8%B1%D9%87-%DB%B4-%D9%81%DB%8C%D9%84%D9%85-%D8%A2%D9%85%D9%88%D8%B2%D8%B4-%DA%A9%D8%A7%D9%85%D9%84-%D8%B1%DB%8C%D8%A7%D8%B6%DB%8C%D8%A7%D8%AA-%D9%88-%D9%85%D8%B9%D8%A7%D8%AF%D9%84%D8%A7%D8%AA" target="_blank" rel="nofollow">پیشنهاد ویژه ۸۰۸- شماره ۴: فیلم آموزش کامل ریاضیات و معادلات با 50% تخفیف</a></span></span></li><li><a href="https://civil808.com/node/23456" target="_blank" rel="nofollow">دوره آنلاین آموزش مقاومت مصالح</a></li></ul> </div></div></div><div class="field field-name-field-experts field-type-taxonomy-term-reference field-label-inline clearfix"><div class="field-label">برچسب ها:&nbsp;</div><div class="field-items"><div class="field-item even"><a href="/pedia/tag/3243/%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9%D8%8C-estatics">استاتیک، Estatics</a></div><div class="field-item odd"><a href="/pedia/tag/2663/%D8%B9%D9%85%D8%B1%D8%A7%D9%86-%D9%85%D9%87%D9%86%D8%AF%D8%B3%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87%D8%8C-structural-engineering">عمران- مهندسی سازه، Structural Engineering</a></div><div class="field-item even"><a href="/pedia/tag/2657/%D8%B9%D9%85%D8%B1%D8%A7%D9%86-%D9%85%D9%87%D9%86%D8%AF%D8%B3%DB%8C-%D8%B2%D9%84%D8%B2%D9%84%D9%87%D8%8C-earthquake-engineering">عمران- مهندسی زلزله، Earthquake Engineering</a></div><div class="field-item odd"><a href="/pedia/tag/4757/%DA%A9%D9%86%DA%A9%D9%88%D8%B1-%DA%A9%D8%A7%D8%B1%D8%B4%D9%86%D8%A7%D8%B3%DB%8C-%D8%A7%D8%B1%D8%B4%D8%AF-%D9%85%D9%87%D9%86%D8%AF%D8%B3%DB%8C-%D8%B9%D9%85%D8%B1%D8%A7%D9%86">کنکور کارشناسی ارشد مهندسی عمران</a></div></div></div><div class="field field-name-field-college-landing field-type-list-boolean field-label-above"><div class="field-label">نمایش دوره به صورت landing page:&nbsp;</div><div class="field-items"><div class="field-item even"></div></div></div> Sat, 25 Apr 2020 10:25:35 +0000 saeedipoursajjad 23434 at https://civil808.com https://civil808.com/college/arshad/23434/%D8%AF%D9%88%D8%B1%D9%87-%D8%A2%D9%86%D9%84%D8%A7%DB%8C%D9%86-%D8%A2%D9%85%D9%88%D8%B2%D8%B4-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9#comments ترسیم خط تاثیر در خرپاها (ترجمه و دوبله اختصاصی موسسه 808) https://civil808.com/gallery/videos/15065/%D8%AA%D8%B1%D8%B3%DB%8C%D9%85-%D8%AE%D8%B7-%D8%AA%D8%A7%D8%AB%DB%8C%D8%B1-%D8%AF%D8%B1-%D8%AE%D8%B1%D9%BE%D8%A7%D9%87%D8%A7-%D8%AA%D8%B1%D8%AC%D9%85%D9%87-%D9%88-%D8%AF%D9%88%D8%A8%D9%84%D9%87-%D8%A7%D8%AE%D8%AA%D8%B5%D8%A7%D8%B5%DB%8C-%D9%85%D9%88%D8%B3%D8%B3%D9%87-808 <div class="field field-name-field-views field-type-viewfield field-label-hidden"><div class="field-items"><div class="field-item even"></div></div></div><div class="field field-name-field-files field-type-file field-label-hidden"><div class="field-items"><div class="field-item even"><div class="mediaelement-video"><video src="https://civil808.com/sites/default/files/filed/files/node_15065-7_vp8.webm" class="mediaelement-formatter-identifier-1711678868-3" preload="none" controls="controls" height="447" width="840" ></video><div class="mediaelement-download-link"><a href="https://civil808.com/sites/default/files/filed/files/node_15065-7_vp8.webm">دانلود</a></div></div></div></div></div><div class="field field-name-field-film-time field-type-hms-field field-label-hidden"><div class="field-items"><div class="field-item even"><span class="hms hms-format-h-mm-ss">09:35</span></div></div></div><div class="field field-name-next-film field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><div class="views-row views-row-1 views-row-odd views-row-first"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"> <a href="/node/15077"> <img typeof="foaf:Image" src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_15077-palladioplan1330485061296.png?itok=o1nDwBm9" width="130" height="100" alt=""> </a> </div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"> <a href="/node/15077"> دانش معماری چگونه شکل می گیرد؟ (ترجمه و زیرنویس اختصاصی 808) </a> </span> </span> </div> </div></div></div><div class="field field-name-before-film field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><div class="views-row views-row-1 views-row-odd views-row-first"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"> <a href="/node/15059"> <img typeof="foaf:Image" src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_15059-2017-05-30_14-30-08.png?itok=ZKRhKXo4" width="130" height="100" alt=""> </a> </div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"> <a href="/node/15059"> محاسبه خیز در تیرها به روش انتگرال گیری دوگانه- قسمت دوم (ترجمه و دوبله اختصاصی موسسه 808) </a> </span> </span> </div> </div></div></div><div class="field field-name-share-link field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><input class="short_link" type="text" value="https://civil808.com/node/15065" title="لینک کوتاه" readonly=""></div></div></div><div class="field field-name-field-experts field-type-taxonomy-term-reference field-label-inline clearfix"><div class="field-label">برچسب ها:&nbsp;</div><div class="field-items"><div class="field-item even"><a href="/pedia/tag/3243/%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9%D8%8C-estatics">استاتیک، Estatics</a></div><div class="field-item odd"><a href="/pedia/tag/4575/%D8%AE%D8%B7-%D8%AA%D8%A7%D8%AB%DB%8C%D8%B1%D8%8C-influence-line">خط تاثیر، Influence line</a></div></div></div><div class="field field-name-field-last-items field-type-viewfield field-label-above"><div class="field-label">آخرین موارد:&nbsp;</div><div class="field-items"><div class="field-item even"><div class="view view-video-gallery view-id-video_gallery view-display-id-block_1 video lastgallery view-dom-id-ee95811b83aa16e3816a2cfa6890e3a7"> <div class="view-content"> <div class="views-row views-row-1 views-row-odd views-row-first"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"><a href="/gallery/videos/25254/%D9%87%D9%88%D8%B4-%D9%85%D8%B5%D9%86%D9%88%D8%B9%DB%8C-%D9%88-%D9%86%D8%B1%D9%85-%D8%A7%D9%81%D8%B2%D8%A7%D8%B1%D9%87%D8%A7-%DA%86%DA%AF%D9%88%D9%86%D9%87-%D8%A8%D8%A7%D8%B9%D8%AB-%D8%AA%D8%AD%D9%88%D9%84-%D9%85%D9%87%D9%86%D8%AF%D8%B3%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87-%D9%85%DB%8C-%D8%B4%D9%88%D9%86%D8%AF%D8%9F"><img data-src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_25254-capture.jpg?itok=hUmLoLCf" width="130" height="100" alt="هوش مصنوعی و نرم افزارها چگونه باعث تحول مهندسی سازه می شوند؟" title="هوش مصنوعی و نرم افزارها چگونه باعث تحول مهندسی سازه می شوند؟" class="lazy" /></a></div> </div> <div class="views-field views-field-field-film-time"> <div class="field-content"><span class="hms hms-format-h-mm-ss">11:14</span></div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"><a href="/gallery/videos/25254/%D9%87%D9%88%D8%B4-%D9%85%D8%B5%D9%86%D9%88%D8%B9%DB%8C-%D9%88-%D9%86%D8%B1%D9%85-%D8%A7%D9%81%D8%B2%D8%A7%D8%B1%D9%87%D8%A7-%DA%86%DA%AF%D9%88%D9%86%D9%87-%D8%A8%D8%A7%D8%B9%D8%AB-%D8%AA%D8%AD%D9%88%D9%84-%D9%85%D9%87%D9%86%D8%AF%D8%B3%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87-%D9%85%DB%8C-%D8%B4%D9%88%D9%86%D8%AF%D8%9F">هوش مصنوعی و نرم افزارها چگونه باعث تحول مهندسی سازه می شوند؟</a></span> </span> </div> <div class="views-row views-row-2 views-row-even"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"><a href="/gallery/videos/25204/%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7%DB%8C-%D8%A7%D9%86%D8%B9%D8%B7%D8%A7%D9%81-%D9%BE%D8%B0%DB%8C%D8%B1-%D9%85%D8%B9%D9%85%D8%A7%D8%B1%DB%8C-%D8%AF%D8%B1-%D8%A2%DB%8C%D9%86%D8%AF%D9%87"><img data-src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_25204-capture.jpg?itok=EE3H6dMj" width="130" height="100" alt="ساختمان های انعطاف پذیر - معماری در آینده" title="ساختمان های انعطاف پذیر - معماری در آینده" class="lazy" /></a></div> </div> <div class="views-field views-field-field-film-time"> <div class="field-content"><span class="hms hms-format-h-mm-ss">51:40</span></div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"><a href="/gallery/videos/25204/%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7%DB%8C-%D8%A7%D9%86%D8%B9%D8%B7%D8%A7%D9%81-%D9%BE%D8%B0%DB%8C%D8%B1-%D9%85%D8%B9%D9%85%D8%A7%D8%B1%DB%8C-%D8%AF%D8%B1-%D8%A2%DB%8C%D9%86%D8%AF%D9%87">ساختمان های انعطاف پذیر - معماری در آینده</a></span> </span> </div> <div class="views-row views-row-3 views-row-odd"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"><a href="/gallery/videos/25197/%DA%86%D8%B1%D8%A7-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7-%D8%A8%D9%87-%D9%81%D9%88%D9%86%D8%AF%D8%A7%D8%B3%DB%8C%D9%88%D9%86-%D9%86%DB%8C%D8%A7%D8%B2-%D8%AF%D8%A7%D8%B1%D9%86%D8%AF%D8%9F"><img data-src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_25198-capture.jpg?itok=lDHWbfVu" width="130" height="100" alt="چرا ساختمان ها به فونداسیون نیاز دارند؟" title="چرا ساختمان ها به فونداسیون نیاز دارند؟" class="lazy" /></a></div> </div> <div class="views-field views-field-field-film-time"> <div class="field-content"><span class="hms hms-format-h-mm-ss">14:50</span></div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"><a href="/gallery/videos/25197/%DA%86%D8%B1%D8%A7-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7-%D8%A8%D9%87-%D9%81%D9%88%D9%86%D8%AF%D8%A7%D8%B3%DB%8C%D9%88%D9%86-%D9%86%DB%8C%D8%A7%D8%B2-%D8%AF%D8%A7%D8%B1%D9%86%D8%AF%D8%9F">چرا ساختمان ها به فونداسیون نیاز دارند؟</a></span> </span> </div> <div class="views-row views-row-4 views-row-even views-row-last"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"><a href="/gallery/videos/25195/%D8%AE%D8%A7%DA%A9-%DA%86%DA%AF%D9%88%D9%86%D9%87-%D9%85%D9%88%D8%AC%D8%A8-%D8%AA%D8%AE%D8%B1%DB%8C%D8%A8-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7-%D9%85%DB%8C-%D8%B4%D9%88%D8%AF%D8%9F"><img data-src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_25195-capture.jpg?itok=iy1IoSyg" width="130" height="100" alt="خاک چگونه موجب تخریب ساختمان ها می شود؟" title="خاک چگونه موجب تخریب ساختمان ها می شود؟" class="lazy" /></a></div> </div> <div class="views-field views-field-field-film-time"> <div class="field-content"><span class="hms hms-format-h-mm-ss">08:08</span></div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"><a href="/gallery/videos/25195/%D8%AE%D8%A7%DA%A9-%DA%86%DA%AF%D9%88%D9%86%D9%87-%D9%85%D9%88%D8%AC%D8%A8-%D8%AA%D8%AE%D8%B1%DB%8C%D8%A8-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7-%D9%85%DB%8C-%D8%B4%D9%88%D8%AF%D8%9F">خاک چگونه موجب تخریب ساختمان ها می شود؟</a></span> </span> </div> </div> </div></div></div></div><div class="field field-name-user-channel field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><a href="/gallery/videos/channels/7647" target="_blank" class="channel-links"><img src="https://civil808.com/sites/default/files/styles/userprofilrfront/public/pictures/picture-7647-1510695700.jpg?itok=oInJmWRX" width="100" height="100" alt="" /><span>نیکزاد نودهی<span></a></div></div></div><div class="field field-name-iframe field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><div class="embed-section"> <h4 class="title">کد Iframe</h4> <div class="iframe-text active" id="videoIframe"> <p class="Iframe-top-links"> <span class="section-title">دریافت کد نمایش ویدئو</span> <span data-action="close" class="iframe-close">بستن<i class="fa fa-close" aria-hidden="true"></i></span> </p> <textarea id="iframeCode" spellcheck="false" onclick="select()">&lt;div style="max-width: 840px;margin: auto;"&gt;&lt;div style="position: relative;padding-bottom: 56.25%;"&gt;&lt;iframe allowFullScreen="true" webkitallowfullscreen="true" mozallowfullscreen="true" src ="https://www.civil808.com/file/iframe/15065" style="position: absolute;top: 0px;left: 0px;width: 100%;height: 100%;max-width: 840px;max-height: 472px;"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;/div&gt;</textarea> </div> </div></div></div></div><div class="field field-name-field-social-share field-type-addthis field-label-hidden"><div class="field-items"><div class="field-item even"><div class="addthis_toolbox addthis_default_style addthis_32x32_style social-share" addthis:title="ترسیم خط تاثیر در خرپاها (ترجمه و دوبله اختصاصی موسسه 808) - 808 شبکه اجتماعی مهندسان" addthis:url="https://civil808.com/gallery/videos/15065/%D8%AA%D8%B1%D8%B3%DB%8C%D9%85-%D8%AE%D8%B7-%D8%AA%D8%A7%D8%AB%DB%8C%D8%B1-%D8%AF%D8%B1-%D8%AE%D8%B1%D9%BE%D8%A7%D9%87%D8%A7-%D8%AA%D8%B1%D8%AC%D9%85%D9%87-%D9%88-%D8%AF%D9%88%D8%A8%D9%84%D9%87-%D8%A7%D8%AE%D8%AA%D8%B5%D8%A7%D8%B5%DB%8C-%D9%85%D9%88%D8%B3%D8%B3%D9%87-808"><a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_facebook"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_googleplus"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_twitter"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_linkedin"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_pinterest_share"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_telegram"></a> </div> </div></div></div><div class="field field-name-title field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><h2>ترسیم خط تاثیر در خرپاها (ترجمه و دوبله اختصاصی موسسه 808)</h2></div></div></div><div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even"> <p>در این فیلم با نحوه ترسیم خط تاثیر در خرپاها آشنا خواهید شد.<br />این فیلم توسط تیم مترجمین 808 به طور اختصاصی ترجمه و دوبله شده است.<br /><a href="https://www.youtube.com/watch?v=QGbUFqJdWuc" rel="nofollow">منبع</a></p> </div></div></div> Tue, 30 May 2017 07:07:04 +0000 nickzad 15065 at https://civil808.com https://civil808.com/gallery/videos/15065/%D8%AA%D8%B1%D8%B3%DB%8C%D9%85-%D8%AE%D8%B7-%D8%AA%D8%A7%D8%AB%DB%8C%D8%B1-%D8%AF%D8%B1-%D8%AE%D8%B1%D9%BE%D8%A7%D9%87%D8%A7-%D8%AA%D8%B1%D8%AC%D9%85%D9%87-%D9%88-%D8%AF%D9%88%D8%A8%D9%84%D9%87-%D8%A7%D8%AE%D8%AA%D8%B5%D8%A7%D8%B5%DB%8C-%D9%85%D9%88%D8%B3%D8%B3%D9%87-808#comments تحلیل خرپاهای معین استاتیکی (ترجمه و دوبله اختصاصی 808) https://civil808.com/gallery/videos/13749/%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D8%AE%D8%B1%D9%BE%D8%A7%D9%87%D8%A7%DB%8C-%D9%85%D8%B9%DB%8C%D9%86-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9%DB%8C-%D8%AA%D8%B1%D8%AC%D9%85%D9%87-%D9%88-%D8%AF%D9%88%D8%A8%D9%84%D9%87-%D8%A7%D8%AE%D8%AA%D8%B5%D8%A7%D8%B5%DB%8C-808 <div class="field field-name-field-views field-type-viewfield field-label-hidden"><div class="field-items"><div class="field-item even"></div></div></div><div class="field field-name-field-files field-type-file field-label-hidden"><div class="field-items"><div class="field-item even"><div class="mediaelement-video"><video src="https://civil808.com/sites/default/files/filed/files/node_13749-kharpaa_vp8.webm" class="mediaelement-formatter-identifier-1711678868-4" preload="none" controls="controls" height="447" width="840" ></video><div class="mediaelement-download-link"><a href="https://civil808.com/sites/default/files/filed/files/node_13749-kharpaa_vp8.webm">دانلود</a></div></div></div></div></div><div class="field field-name-field-film-time field-type-hms-field field-label-hidden"><div class="field-items"><div class="field-item even"><span class="hms hms-format-h-mm-ss">18:50</span></div></div></div><div class="field field-name-next-film field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><div class="views-row views-row-1 views-row-odd views-row-first"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"> <a href="/node/13752"> <img typeof="foaf:Image" src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_13752-tcitz1xgj0.jpg?itok=Z1zuOb60" width="130" height="100" alt=""> </a> </div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"> <a href="/node/13752"> مجموعه بناهای سبک گوتیک </a> </span> </span> </div> </div></div></div><div class="field field-name-before-film field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><div class="views-row views-row-1 views-row-odd views-row-first"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"> <a href="/node/13724"> <img typeof="foaf:Image" src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_13724-2017-02-26_22-47-12.png?itok=uM_BQfII" width="130" height="100" alt=""> </a> </div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"> <a href="/node/13724"> معرفی نرم افزار طراحی بهینه سازه ( ACE OCP ) </a> </span> </span> </div> </div></div></div><div class="field field-name-share-link field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><input class="short_link" type="text" value="https://civil808.com/node/13749" title="لینک کوتاه" readonly=""></div></div></div><div class="field field-name-field-experts field-type-taxonomy-term-reference field-label-inline clearfix"><div class="field-label">برچسب ها:&nbsp;</div><div class="field-items"><div class="field-item even"><a href="/pedia/tag/4312/%D8%AE%D8%B1%D9%BE%D8%A7%D8%8C-truss">خرپا، Truss</a></div><div class="field-item odd"><a href="/pedia/tag/3243/%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9%D8%8C-estatics">استاتیک، Estatics</a></div></div></div><div class="field field-name-field-last-items field-type-viewfield field-label-above"><div class="field-label">آخرین موارد:&nbsp;</div><div class="field-items"><div class="field-item even"><div class="view view-video-gallery view-id-video_gallery view-display-id-block_1 video lastgallery view-dom-id-c4cc2789c3a15263ec16a1a2a4c78f5d"> <div class="view-content"> <div class="views-row views-row-1 views-row-odd views-row-first"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"><a href="/gallery/videos/25254/%D9%87%D9%88%D8%B4-%D9%85%D8%B5%D9%86%D9%88%D8%B9%DB%8C-%D9%88-%D9%86%D8%B1%D9%85-%D8%A7%D9%81%D8%B2%D8%A7%D8%B1%D9%87%D8%A7-%DA%86%DA%AF%D9%88%D9%86%D9%87-%D8%A8%D8%A7%D8%B9%D8%AB-%D8%AA%D8%AD%D9%88%D9%84-%D9%85%D9%87%D9%86%D8%AF%D8%B3%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87-%D9%85%DB%8C-%D8%B4%D9%88%D9%86%D8%AF%D8%9F"><img data-src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_25254-capture.jpg?itok=hUmLoLCf" width="130" height="100" alt="هوش مصنوعی و نرم افزارها چگونه باعث تحول مهندسی سازه می شوند؟" title="هوش مصنوعی و نرم افزارها چگونه باعث تحول مهندسی سازه می شوند؟" class="lazy" /></a></div> </div> <div class="views-field views-field-field-film-time"> <div class="field-content"><span class="hms hms-format-h-mm-ss">11:14</span></div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"><a href="/gallery/videos/25254/%D9%87%D9%88%D8%B4-%D9%85%D8%B5%D9%86%D9%88%D8%B9%DB%8C-%D9%88-%D9%86%D8%B1%D9%85-%D8%A7%D9%81%D8%B2%D8%A7%D8%B1%D9%87%D8%A7-%DA%86%DA%AF%D9%88%D9%86%D9%87-%D8%A8%D8%A7%D8%B9%D8%AB-%D8%AA%D8%AD%D9%88%D9%84-%D9%85%D9%87%D9%86%D8%AF%D8%B3%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87-%D9%85%DB%8C-%D8%B4%D9%88%D9%86%D8%AF%D8%9F">هوش مصنوعی و نرم افزارها چگونه باعث تحول مهندسی سازه می شوند؟</a></span> </span> </div> <div class="views-row views-row-2 views-row-even"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"><a href="/gallery/videos/25204/%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7%DB%8C-%D8%A7%D9%86%D8%B9%D8%B7%D8%A7%D9%81-%D9%BE%D8%B0%DB%8C%D8%B1-%D9%85%D8%B9%D9%85%D8%A7%D8%B1%DB%8C-%D8%AF%D8%B1-%D8%A2%DB%8C%D9%86%D8%AF%D9%87"><img data-src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_25204-capture.jpg?itok=EE3H6dMj" width="130" height="100" alt="ساختمان های انعطاف پذیر - معماری در آینده" title="ساختمان های انعطاف پذیر - معماری در آینده" class="lazy" /></a></div> </div> <div class="views-field views-field-field-film-time"> <div class="field-content"><span class="hms hms-format-h-mm-ss">51:40</span></div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"><a href="/gallery/videos/25204/%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7%DB%8C-%D8%A7%D9%86%D8%B9%D8%B7%D8%A7%D9%81-%D9%BE%D8%B0%DB%8C%D8%B1-%D9%85%D8%B9%D9%85%D8%A7%D8%B1%DB%8C-%D8%AF%D8%B1-%D8%A2%DB%8C%D9%86%D8%AF%D9%87">ساختمان های انعطاف پذیر - معماری در آینده</a></span> </span> </div> <div class="views-row views-row-3 views-row-odd"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"><a href="/gallery/videos/25197/%DA%86%D8%B1%D8%A7-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7-%D8%A8%D9%87-%D9%81%D9%88%D9%86%D8%AF%D8%A7%D8%B3%DB%8C%D9%88%D9%86-%D9%86%DB%8C%D8%A7%D8%B2-%D8%AF%D8%A7%D8%B1%D9%86%D8%AF%D8%9F"><img data-src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_25198-capture.jpg?itok=lDHWbfVu" width="130" height="100" alt="چرا ساختمان ها به فونداسیون نیاز دارند؟" title="چرا ساختمان ها به فونداسیون نیاز دارند؟" class="lazy" /></a></div> </div> <div class="views-field views-field-field-film-time"> <div class="field-content"><span class="hms hms-format-h-mm-ss">14:50</span></div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"><a href="/gallery/videos/25197/%DA%86%D8%B1%D8%A7-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7-%D8%A8%D9%87-%D9%81%D9%88%D9%86%D8%AF%D8%A7%D8%B3%DB%8C%D9%88%D9%86-%D9%86%DB%8C%D8%A7%D8%B2-%D8%AF%D8%A7%D8%B1%D9%86%D8%AF%D8%9F">چرا ساختمان ها به فونداسیون نیاز دارند؟</a></span> </span> </div> <div class="views-row views-row-4 views-row-even views-row-last"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"><a href="/gallery/videos/25195/%D8%AE%D8%A7%DA%A9-%DA%86%DA%AF%D9%88%D9%86%D9%87-%D9%85%D9%88%D8%AC%D8%A8-%D8%AA%D8%AE%D8%B1%DB%8C%D8%A8-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7-%D9%85%DB%8C-%D8%B4%D9%88%D8%AF%D8%9F"><img data-src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_25195-capture.jpg?itok=iy1IoSyg" width="130" height="100" alt="خاک چگونه موجب تخریب ساختمان ها می شود؟" title="خاک چگونه موجب تخریب ساختمان ها می شود؟" class="lazy" /></a></div> </div> <div class="views-field views-field-field-film-time"> <div class="field-content"><span class="hms hms-format-h-mm-ss">08:08</span></div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"><a href="/gallery/videos/25195/%D8%AE%D8%A7%DA%A9-%DA%86%DA%AF%D9%88%D9%86%D9%87-%D9%85%D9%88%D8%AC%D8%A8-%D8%AA%D8%AE%D8%B1%DB%8C%D8%A8-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7-%D9%85%DB%8C-%D8%B4%D9%88%D8%AF%D8%9F">خاک چگونه موجب تخریب ساختمان ها می شود؟</a></span> </span> </div> </div> </div></div></div></div><div class="field field-name-user-channel field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><a href="/gallery/videos/channels/7647" target="_blank" class="channel-links"><img src="https://civil808.com/sites/default/files/styles/userprofilrfront/public/pictures/picture-7647-1510695700.jpg?itok=oInJmWRX" width="100" height="100" alt="" /><span>نیکزاد نودهی<span></a></div></div></div><div class="field field-name-iframe field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><div class="embed-section"> <h4 class="title">کد Iframe</h4> <div class="iframe-text active" id="videoIframe"> <p class="Iframe-top-links"> <span class="section-title">دریافت کد نمایش ویدئو</span> <span data-action="close" class="iframe-close">بستن<i class="fa fa-close" aria-hidden="true"></i></span> </p> <textarea id="iframeCode" spellcheck="false" onclick="select()">&lt;div style="max-width: 840px;margin: auto;"&gt;&lt;div style="position: relative;padding-bottom: 56.25%;"&gt;&lt;iframe allowFullScreen="true" webkitallowfullscreen="true" mozallowfullscreen="true" src ="https://www.civil808.com/file/iframe/13749" style="position: absolute;top: 0px;left: 0px;width: 100%;height: 100%;max-width: 840px;max-height: 472px;"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;/div&gt;</textarea> </div> </div></div></div></div><div class="field field-name-field-social-share field-type-addthis field-label-hidden"><div class="field-items"><div class="field-item even"><div class="addthis_toolbox addthis_default_style addthis_32x32_style social-share" addthis:title="تحلیل خرپاهای معین استاتیکی (ترجمه و دوبله اختصاصی 808) - 808 شبکه اجتماعی مهندسان" addthis:url="https://civil808.com/gallery/videos/13749/%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D8%AE%D8%B1%D9%BE%D8%A7%D9%87%D8%A7%DB%8C-%D9%85%D8%B9%DB%8C%D9%86-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9%DB%8C-%D8%AA%D8%B1%D8%AC%D9%85%D9%87-%D9%88-%D8%AF%D9%88%D8%A8%D9%84%D9%87-%D8%A7%D8%AE%D8%AA%D8%B5%D8%A7%D8%B5%DB%8C-808"><a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_facebook"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_googleplus"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_twitter"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_linkedin"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_pinterest_share"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_telegram"></a> </div> </div></div></div><div class="field field-name-title field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><h2>تحلیل خرپاهای معین استاتیکی (ترجمه و دوبله اختصاصی 808)</h2></div></div></div><div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even"> <p>در این ویدئو با روش تحلیل خرپاهای معین استاتیکی به همراه توضیحاتی که در قالب مثال بیان می شود، آشنا خواهید شد.<br />این فیلم توسط تیم مترجمین 808 به طور اختصاصی ترجمه و دوبله شده است.</p> </div></div></div> Sun, 26 Feb 2017 14:28:13 +0000 nickzad 13749 at https://civil808.com https://civil808.com/gallery/videos/13749/%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D8%AE%D8%B1%D9%BE%D8%A7%D9%87%D8%A7%DB%8C-%D9%85%D8%B9%DB%8C%D9%86-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9%DB%8C-%D8%AA%D8%B1%D8%AC%D9%85%D9%87-%D9%88-%D8%AF%D9%88%D8%A8%D9%84%D9%87-%D8%A7%D8%AE%D8%AA%D8%B5%D8%A7%D8%B5%DB%8C-808#comments خط تاثیر لنگر برای تیرهای معین استاتیکی (ترجمه و دوبله اختصاصی وبسایت 808) https://civil808.com/gallery/videos/12713/%D8%AE%D8%B7-%D8%AA%D8%A7%D8%AB%DB%8C%D8%B1-%D9%84%D9%86%DA%AF%D8%B1-%D8%A8%D8%B1%D8%A7%DB%8C-%D8%AA%DB%8C%D8%B1%D9%87%D8%A7%DB%8C-%D9%85%D8%B9%DB%8C%D9%86-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9%DB%8C-%D8%AA%D8%B1%D8%AC%D9%85%D9%87-%D9%88-%D8%AF%D9%88%D8%A8%D9%84%D9%87-%D8%A7%D8%AE%D8%AA%D8%B5%D8%A7%D8%B5%DB%8C-%D9%88%D8%A8%D8%B3%D8%A7%DB%8C%D8%AA-808 <div class="field field-name-field-views field-type-viewfield field-label-hidden"><div class="field-items"><div class="field-item even"></div></div></div><div class="field field-name-field-files field-type-file field-label-hidden"><div class="field-items"><div class="field-item even"><div class="mediaelement-video"><video src="https://civil808.com/sites/default/files/filed/files/node_12713-1_vp8.webm" class="mediaelement-formatter-identifier-1711678868-5" preload="none" controls="controls" height="447" width="840" ></video><div class="mediaelement-download-link"><a href="https://civil808.com/sites/default/files/filed/files/node_12713-1_vp8.webm">دانلود</a></div></div></div></div></div><div class="field field-name-field-film-time field-type-hms-field field-label-hidden"><div class="field-items"><div class="field-item even"><span class="hms hms-format-h-mm-ss">10:36</span></div></div></div><div class="field field-name-next-film field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><div class="views-row views-row-1 views-row-odd views-row-first"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"> <a href="/node/12716"> <img typeof="foaf:Image" src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_12716-2017-01-10_15-20-05.png?itok=2t8s9amU" width="130" height="100" alt=""> </a> </div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"> <a href="/node/12716"> نحوه ترسیم تیرهای منحنی در ETABS v9.7.4 </a> </span> </span> </div> </div></div></div><div class="field field-name-before-film field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><div class="views-row views-row-1 views-row-odd views-row-first"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"> <a href="/node/12706"> <img typeof="foaf:Image" src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_12706-2017-01-09_11-53-25.png?itok=eN_6PBFk" width="130" height="100" alt=""> </a> </div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"> <a href="/node/12706"> ارزیابی مقدار نیروی طراحی اتصالات تیر به ستون گیردار در قاب های خمشی با شکل پذیری ویژه توسط خروجی برنامه ETABS 2015 </a> </span> </span> </div> </div></div></div><div class="field field-name-share-link field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><input class="short_link" type="text" value="https://civil808.com/node/12713" title="لینک کوتاه" readonly=""></div></div></div><div class="field field-name-field-experts field-type-taxonomy-term-reference field-label-inline clearfix"><div class="field-label">برچسب ها:&nbsp;</div><div class="field-items"><div class="field-item even"><a href="/pedia/tag/4298/%D8%AA%DB%8C%D8%B1%E2%80%8C%D9%87%D8%A7%DB%8C-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86%DB%8C%D8%8C-beam">تیر‌های ساختمانی، Beam</a></div><div class="field-item odd"><a href="/pedia/tag/4472/%D9%84%D9%86%DA%AF%D8%B1-%D8%AE%D9%85%D8%B4%DB%8C%D8%8C-bending-moment">لنگر خمشی، Bending Moment</a></div><div class="field-item even"><a href="/pedia/tag/3243/%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9%D8%8C-estatics">استاتیک، Estatics</a></div><div class="field-item odd"><a href="/pedia/tag/4575/%D8%AE%D8%B7-%D8%AA%D8%A7%D8%AB%DB%8C%D8%B1%D8%8C-influence-line">خط تاثیر، Influence line</a></div></div></div><div class="field field-name-field-last-items field-type-viewfield field-label-above"><div class="field-label">آخرین موارد:&nbsp;</div><div class="field-items"><div class="field-item even"><div class="view view-video-gallery view-id-video_gallery view-display-id-block_1 video lastgallery view-dom-id-ce8edf846b828c82fff5c7ee62ae82dc"> <div class="view-content"> <div class="views-row views-row-1 views-row-odd views-row-first"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"><a href="/gallery/videos/25254/%D9%87%D9%88%D8%B4-%D9%85%D8%B5%D9%86%D9%88%D8%B9%DB%8C-%D9%88-%D9%86%D8%B1%D9%85-%D8%A7%D9%81%D8%B2%D8%A7%D8%B1%D9%87%D8%A7-%DA%86%DA%AF%D9%88%D9%86%D9%87-%D8%A8%D8%A7%D8%B9%D8%AB-%D8%AA%D8%AD%D9%88%D9%84-%D9%85%D9%87%D9%86%D8%AF%D8%B3%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87-%D9%85%DB%8C-%D8%B4%D9%88%D9%86%D8%AF%D8%9F"><img data-src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_25254-capture.jpg?itok=hUmLoLCf" width="130" height="100" alt="هوش مصنوعی و نرم افزارها چگونه باعث تحول مهندسی سازه می شوند؟" title="هوش مصنوعی و نرم افزارها چگونه باعث تحول مهندسی سازه می شوند؟" class="lazy" /></a></div> </div> <div class="views-field views-field-field-film-time"> <div class="field-content"><span class="hms hms-format-h-mm-ss">11:14</span></div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"><a href="/gallery/videos/25254/%D9%87%D9%88%D8%B4-%D9%85%D8%B5%D9%86%D9%88%D8%B9%DB%8C-%D9%88-%D9%86%D8%B1%D9%85-%D8%A7%D9%81%D8%B2%D8%A7%D8%B1%D9%87%D8%A7-%DA%86%DA%AF%D9%88%D9%86%D9%87-%D8%A8%D8%A7%D8%B9%D8%AB-%D8%AA%D8%AD%D9%88%D9%84-%D9%85%D9%87%D9%86%D8%AF%D8%B3%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87-%D9%85%DB%8C-%D8%B4%D9%88%D9%86%D8%AF%D8%9F">هوش مصنوعی و نرم افزارها چگونه باعث تحول مهندسی سازه می شوند؟</a></span> </span> </div> <div class="views-row views-row-2 views-row-even"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"><a href="/gallery/videos/25204/%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7%DB%8C-%D8%A7%D9%86%D8%B9%D8%B7%D8%A7%D9%81-%D9%BE%D8%B0%DB%8C%D8%B1-%D9%85%D8%B9%D9%85%D8%A7%D8%B1%DB%8C-%D8%AF%D8%B1-%D8%A2%DB%8C%D9%86%D8%AF%D9%87"><img data-src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_25204-capture.jpg?itok=EE3H6dMj" width="130" height="100" alt="ساختمان های انعطاف پذیر - معماری در آینده" title="ساختمان های انعطاف پذیر - معماری در آینده" class="lazy" /></a></div> </div> <div class="views-field views-field-field-film-time"> <div class="field-content"><span class="hms hms-format-h-mm-ss">51:40</span></div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"><a href="/gallery/videos/25204/%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7%DB%8C-%D8%A7%D9%86%D8%B9%D8%B7%D8%A7%D9%81-%D9%BE%D8%B0%DB%8C%D8%B1-%D9%85%D8%B9%D9%85%D8%A7%D8%B1%DB%8C-%D8%AF%D8%B1-%D8%A2%DB%8C%D9%86%D8%AF%D9%87">ساختمان های انعطاف پذیر - معماری در آینده</a></span> </span> </div> <div class="views-row views-row-3 views-row-odd"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"><a href="/gallery/videos/25197/%DA%86%D8%B1%D8%A7-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7-%D8%A8%D9%87-%D9%81%D9%88%D9%86%D8%AF%D8%A7%D8%B3%DB%8C%D9%88%D9%86-%D9%86%DB%8C%D8%A7%D8%B2-%D8%AF%D8%A7%D8%B1%D9%86%D8%AF%D8%9F"><img data-src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_25198-capture.jpg?itok=lDHWbfVu" width="130" height="100" alt="چرا ساختمان ها به فونداسیون نیاز دارند؟" title="چرا ساختمان ها به فونداسیون نیاز دارند؟" class="lazy" /></a></div> </div> <div class="views-field views-field-field-film-time"> <div class="field-content"><span class="hms hms-format-h-mm-ss">14:50</span></div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"><a href="/gallery/videos/25197/%DA%86%D8%B1%D8%A7-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7-%D8%A8%D9%87-%D9%81%D9%88%D9%86%D8%AF%D8%A7%D8%B3%DB%8C%D9%88%D9%86-%D9%86%DB%8C%D8%A7%D8%B2-%D8%AF%D8%A7%D8%B1%D9%86%D8%AF%D8%9F">چرا ساختمان ها به فونداسیون نیاز دارند؟</a></span> </span> </div> <div class="views-row views-row-4 views-row-even views-row-last"> <div class="views-field views-field-field-posterfilm"> <div class="field-content"><a href="/gallery/videos/25195/%D8%AE%D8%A7%DA%A9-%DA%86%DA%AF%D9%88%D9%86%D9%87-%D9%85%D9%88%D8%AC%D8%A8-%D8%AA%D8%AE%D8%B1%DB%8C%D8%A8-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7-%D9%85%DB%8C-%D8%B4%D9%88%D8%AF%D8%9F"><img data-src="https://civil808.com/sites/default/files/styles/130x100/public/field/image/node_25195-capture.jpg?itok=iy1IoSyg" width="130" height="100" alt="خاک چگونه موجب تخریب ساختمان ها می شود؟" title="خاک چگونه موجب تخریب ساختمان ها می شود؟" class="lazy" /></a></div> </div> <div class="views-field views-field-field-film-time"> <div class="field-content"><span class="hms hms-format-h-mm-ss">08:08</span></div> </div> <span class="views-field views-field-title"> <span class="field-content contenttitr"><a href="/gallery/videos/25195/%D8%AE%D8%A7%DA%A9-%DA%86%DA%AF%D9%88%D9%86%D9%87-%D9%85%D9%88%D8%AC%D8%A8-%D8%AA%D8%AE%D8%B1%DB%8C%D8%A8-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86-%D9%87%D8%A7-%D9%85%DB%8C-%D8%B4%D9%88%D8%AF%D8%9F">خاک چگونه موجب تخریب ساختمان ها می شود؟</a></span> </span> </div> </div> </div></div></div></div><div class="field field-name-user-channel field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><a href="/gallery/videos/channels/7647" target="_blank" class="channel-links"><img src="https://civil808.com/sites/default/files/styles/userprofilrfront/public/pictures/picture-7647-1510695700.jpg?itok=oInJmWRX" width="100" height="100" alt="" /><span>نیکزاد نودهی<span></a></div></div></div><div class="field field-name-iframe field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><div class="embed-section"> <h4 class="title">کد Iframe</h4> <div class="iframe-text active" id="videoIframe"> <p class="Iframe-top-links"> <span class="section-title">دریافت کد نمایش ویدئو</span> <span data-action="close" class="iframe-close">بستن<i class="fa fa-close" aria-hidden="true"></i></span> </p> <textarea id="iframeCode" spellcheck="false" onclick="select()">&lt;div style="max-width: 840px;margin: auto;"&gt;&lt;div style="position: relative;padding-bottom: 56.25%;"&gt;&lt;iframe allowFullScreen="true" webkitallowfullscreen="true" mozallowfullscreen="true" src ="https://www.civil808.com/file/iframe/12713" style="position: absolute;top: 0px;left: 0px;width: 100%;height: 100%;max-width: 840px;max-height: 472px;"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;/div&gt;</textarea> </div> </div></div></div></div><div class="field field-name-field-social-share field-type-addthis field-label-hidden"><div class="field-items"><div class="field-item even"><div class="addthis_toolbox addthis_default_style addthis_32x32_style social-share" addthis:title="خط تاثیر لنگر برای تیرهای معین استاتیکی (ترجمه و دوبله اختصاصی وبسایت 808) - 808 شبکه اجتماعی مهندسان" addthis:url="https://civil808.com/gallery/videos/12713/%D8%AE%D8%B7-%D8%AA%D8%A7%D8%AB%DB%8C%D8%B1-%D9%84%D9%86%DA%AF%D8%B1-%D8%A8%D8%B1%D8%A7%DB%8C-%D8%AA%DB%8C%D8%B1%D9%87%D8%A7%DB%8C-%D9%85%D8%B9%DB%8C%D9%86-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9%DB%8C-%D8%AA%D8%B1%D8%AC%D9%85%D9%87-%D9%88-%D8%AF%D9%88%D8%A8%D9%84%D9%87-%D8%A7%D8%AE%D8%AA%D8%B5%D8%A7%D8%B5%DB%8C-%D9%88%D8%A8%D8%B3%D8%A7%DB%8C%D8%AA-808"><a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_facebook"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_googleplus"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_twitter"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_linkedin"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_pinterest_share"></a> <a href="https://www.addthis.com/bookmark.php?v=300" class="addthis_button_telegram"></a> </div> </div></div></div><div class="field field-name-title field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><h2>خط تاثیر لنگر برای تیرهای معین استاتیکی (ترجمه و دوبله اختصاصی وبسایت 808)</h2></div></div></div><div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even"> <p style="text-align: justify;" dir="RTL">خطوط تاثیر یک ابزار عالی برای تعیین نیروهای داخلی در یک سازه تحت بار متحرک هستند. در این مثال یک پل نشان داده شده است که نقطه میانی دهانه با حرف G نامگذاری شده است. برای دست یافتن به ماکزیمم لنگر مثبت و منفی در این نقطه هر دو روش کمی و کیفی ارائه شده است. روش کیفی سریع است و برای درک چگونگی عملکرد خط تاثیر می تواند بسیار مفید باشد.روش کمی مشکل تر است و برای دستیابی به نتایج دقیق به کار گرفته می شود.</p><p style="text-align: justify;" dir="RTL">این فیلم توسط موسسه 808 برای استفاده علاقه مندان ترجمه و دوبله شده است</p> </div></div></div> Sun, 08 Jan 2017 15:11:01 +0000 nickzad 12713 at https://civil808.com https://civil808.com/gallery/videos/12713/%D8%AE%D8%B7-%D8%AA%D8%A7%D8%AB%DB%8C%D8%B1-%D9%84%D9%86%DA%AF%D8%B1-%D8%A8%D8%B1%D8%A7%DB%8C-%D8%AA%DB%8C%D8%B1%D9%87%D8%A7%DB%8C-%D9%85%D8%B9%DB%8C%D9%86-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9%DB%8C-%D8%AA%D8%B1%D8%AC%D9%85%D9%87-%D9%88-%D8%AF%D9%88%D8%A8%D9%84%D9%87-%D8%A7%D8%AE%D8%AA%D8%B5%D8%A7%D8%B5%DB%8C-%D9%88%D8%A8%D8%B3%D8%A7%DB%8C%D8%AA-808#comments