808 شبکه اجتماعی مهندسان - تحلیل غیر خطی سازه، Nonlinear Structural Analysis https://civil808.com/pedia/tag/3045/%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D8%BA%DB%8C%D8%B1-%D8%AE%D8%B7%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87%D8%8C-nonlinear-structural-analysis در آنالیز خطی، یک رابطه خطی بین بارهای اعمالی و پاسخ سیستم وجود دارد، برای مثال چنانچه یک فنر خطی در اثر نیروی استاتیکی معادل ۱۰N افزایش طولی معادل ۱mm را تجربه کند می‌توان گفت در اثر افزایش نیرو به میزان ۲۰N ، این ازدیاد طول برابر ۲mm خواهد بود. همچنین، در این حالت، چنانچه سازه تحت بارگذاری متنوعی قرار دارد و پاسخ به هر یک از بارها از سوی سیستم خطی است، می‌توان از اصل معروف برهم نهی بهره جست.بر خلاف مطالب عنوان شده در خصوص ماتریس سختی حالت خطی، در مسائل غیرخطی ماتریس سختی با تغییر شکل سازه دچار تغییر می‌شود. جالب است بدانید که تمامی سازه‌های فیزیکی در ذات خود رفتار غیرخطی دارند و تحلیل خطی یک تقریب متداول در مسائل مدل‌سازی و اجزای محدود بشمار می‌رود. توجه داشته باشیم با اعمال ضریب رفتار می‌توان سازه را در محدوده خطی تحلیل و طراحی کرد و از صحت رفتار سازه در محدوده خطی اطمینان حاصل کرد اما زمانی که سازه وارد محدوده غیرخطی می‌گردد کنترل دقیقی در رفتار سازه نداریم و نمی‌توان با تحلیل‌های خطی رفتار سازه را در محدوده غیرخطی مورد بررسی قرار داد.بنابراین، منظور از تحلیل غیرخطی، تحلیل سازه با در نظر گرفتن رفتار غیرخطی اجزاء آن به دلیل رفتار غیرخطی مصالح، ترک‌خوردگی و اثرات غیرخطی هندسی است.در تحلیل غیرخطی تمام اعضای اصلی و غیراصلی مدل شده و اثر کاهش مقاومت سختی اجزا (کاهندگی) در مدل وارد می‌شود. امروزه با پیشرفت نرم افزارهای محاسباتی و افزایش تخصص مهندسان محاسب با انجام تحلیل‌های غیرخطی می‌توان رفتار سازه را در محدوده غیرخطی با دقت خوبی مورد بررسی قرار داد و از صحت عملکرد سازه اطمینان حاصل کرد.در آنالیزهای غیرخطی نیازی به اعمال ضریب رفتار نیست چراکه شما رفتار واقعی سازه را با اعمال کل نیروی وارد به سازه مورد بررسی قرار می‌دهید و ضریب رفتار که مقدار برش پایه در محدوده خطی را مشخص می‌کند در این نوع تحلیل جایگاهی ندارد. در ضمن با تحلیل‌های غیرخطی می‌توان از ظرفیت سازه استفاده بیشتری کرد و مقاطع کوچکتری بدست آورد چراکه در تحلیل‌های خطی با اعمال ضریب رفتار که محافظه‌کاری زیادی دارد مقاطع بزرگتری به دست می‌آید.انواع تحلیل‌های غیر خطی  به طور کلی برای سیستم‌هایی که انتظار می رود رفتار غیر خطی داشته باشند نیروها و تغییر شکل‌ها را می توان با استفاده از تحلیل‌های زیر به دست آورد: تحلیل‌های دقیق که خود شامل دو روش؛ تحلیل تاریخچه زمانی RHA و تحلیل دینامیکی افزایشیIDA استتحلیل‌های ساده شده شامل دو روش تحلیل دینامیکی با استفاده از طیف پاسخ غیرخطی RSA و تحلیل استاتیکی غیرخطیNSPتحلیل‌های تقریبی: مانند روش استاتیکی معادل که با در نظر گرفتن ضریب رفتار می‌توان به صورت تقریبی اثر رفتار غیرخطی را وارد کرد. fa تحلیل استاتیک غیر خطی ومدلسازی دیوار برشی به روشهای مختلف https://civil808.com/question/25291/%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9-%D8%BA%DB%8C%D8%B1-%D8%AE%D8%B7%DB%8C-%D9%88%D9%85%D8%AF%D9%84%D8%B3%D8%A7%D8%B2%DB%8C-%D8%AF%DB%8C%D9%88%D8%A7%D8%B1-%D8%A8%D8%B1%D8%B4%DB%8C-%D8%A8%D9%87-%D8%B1%D9%88%D8%B4%D9%87%D8%A7%DB%8C-%D9%85%D8%AE%D8%AA%D9%84%D9%81 <div class="field field-name-title field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><h2>تحلیل استاتیک غیر خطی ومدلسازی دیوار برشی به روشهای مختلف</h2></div></div></div><div class="field field-name-post-date field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even">7 تير 1402 - 11:33</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 social-share" addthis:title="تحلیل استاتیک غیر خطی ومدلسازی دیوار برشی به روشهای مختلف - 808 شبکه اجتماعی مهندسان" addthis:url="https://civil808.com/question/25291/%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9-%D8%BA%DB%8C%D8%B1-%D8%AE%D8%B7%DB%8C-%D9%88%D9%85%D8%AF%D9%84%D8%B3%D8%A7%D8%B2%DB%8C-%D8%AF%DB%8C%D9%88%D8%A7%D8%B1-%D8%A8%D8%B1%D8%B4%DB%8C-%D8%A8%D9%87-%D8%B1%D9%88%D8%B4%D9%87%D8%A7%DB%8C-%D9%85%D8%AE%D8%AA%D9%84%D9%81"><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-ds-user-picture field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><a href="/user/59178/ham-12345nar"><img src="https://civil808.com/sites/default/files/pictures/default.png" alt="عکس‌های ham 12345nar" title="عکس‌های ham 12345nar" /></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">باسلام وتقدیم احترام درمورد مدلسازی به سه روش فایبر -المان یک مولفه ای وپوسته چند لایه ونحوه اعمال این سه روش در ایتبس توضیحاتی بفرمایید .باتشکر</div></div></div><div class="field field-name-author field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even">ham 12345nar</div></div></div><div class="field field-name-field-experts field-type-taxonomy-term-reference field-label-hidden"><div class="field-items"><div class="field-item even"><a href="/pedia/tag/4583/%D8%AF%DB%8C%D9%88%D8%A7%D8%B1-%D8%A8%D8%B1%D8%B4%DB%8C-%D8%A8%D8%AA%D9%86%DB%8C%D8%8C-concrete-shear-wall">دیوار برشی بتنی، Concrete Shear Wall</a></div><div class="field-item odd"><a href="/pedia/tag/3045/%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D8%BA%DB%8C%D8%B1-%D8%AE%D8%B7%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87%D8%8C-nonlinear-structural-analysis">تحلیل غیر خطی سازه، Nonlinear Structural Analysis</a></div></div></div><div class="field field-name-question-statistic field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><div class="statistics"><div class="answer_link"><a href="#answer-question">ثبت پاسخ</a></div><div>بازدید: 25</div></div></div></div></div><div class="field field-name-field-vote-ud field-type-vud-field field-label-hidden"><div class="field-items"><div class="field-item even"><div class="vud-widget vud-widget-thumbs" id="widget-node-25291"> <div class="up-score clear-block"> <a href="/vote/node/25291/1/vote/thumbs/7Ri7YWqN6eM1kfi0v7nnO2qkI0LIEec9HqTsQWTFDEw/nojs" rel="nofollow" class="vud-link-up use-ajax" title="Vote up!"> <div class="vote-thumb up-inactive" title="Vote up!"></div> <div class="element-invisible">Vote up!</div> </a> </div> <div class="down-score clear-block"> <a href="/vote/node/25291/-1/vote/thumbs/-Deg17eSC34-8GnFwdxqjs3rmJa01kp00rXhc16nwlY/nojs" rel="nofollow" class="vud-link-down use-ajax" title="Vote down!"> <div class="vote-thumb down-inactive" title="Vote down!"></div> <div class="element-invisible">Vote down!</div> </a> </div> <p class="vote-current-score">امتیازها: <strong>7</strong></p> </div> </div></div></div> Wed, 28 Jun 2023 07:03:03 +0000 ham 12345nar 25291 at https://civil808.com https://civil808.com/question/25291/%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D8%A7%D8%B3%D8%AA%D8%A7%D8%AA%DB%8C%DA%A9-%D8%BA%DB%8C%D8%B1-%D8%AE%D8%B7%DB%8C-%D9%88%D9%85%D8%AF%D9%84%D8%B3%D8%A7%D8%B2%DB%8C-%D8%AF%DB%8C%D9%88%D8%A7%D8%B1-%D8%A8%D8%B1%D8%B4%DB%8C-%D8%A8%D9%87-%D8%B1%D9%88%D8%B4%D9%87%D8%A7%DB%8C-%D9%85%D8%AE%D8%AA%D9%84%D9%81#comments دوره آنلاین آموزش پروژه محور بهسازی لرزه ای سازه ها https://civil808.com/college/25273/%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-%D9%BE%D8%B1%D9%88%DA%98%D9%87-%D9%85%D8%AD%D9%88%D8%B1-%D8%A8%D9%87%D8%B3%D8%A7%D8%B2%DB%8C-%D9%84%D8%B1%D8%B2%D9%87-%D8%A7%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87-%D9%87%D8%A7 <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/134_1.jpg" width="1400" height="545" alt="دوره آنلاین آموزش پروژه محور بهسازی لرزه ای سازه ها" title="دوره آنلاین آموزش پروژه محور بهسازی لرزه ای سازه ها" 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> <span lang="FA" xml:lang="FA">امروزه تجربیات حاصل شده از مطالعه سازه های آسیب دیده در زلزله های گذشته، الزامات آیین نامه­ای را در بخش­های طراحی و بهسازی سازه ها به وجود آورده است که از جمله مهمترین آن­ها نیاز به انجام تحلیل های غیرخطی برای کلیه  مهندسین در شرکت­های مقاوم­سازی و طراحی و همچنین دانشجویان رشته مهندسی عمران می باشد. از میان روش های موجود دو روش تحلیل استاتیکی غیرخطی (پوش­آور یا بار افزون) و تحلیل تاریخچه زمانی از مقبولیت بالاتری دارند. در این دوره سعی خواهد شد که در قالب یک پروژه کاربردی و به صورت گام به گام نحوه انجام تحلیل استاتیکی غیرخطی برای بررسی نیاز به بهسازی لرزه ای یک سازه صورت پذیرد:</span></p><h3> <span lang="FA" xml:lang="FA">سر فصل ها</span></h3><ul><li dir="RTL"><span lang="FA" xml:lang="FA">کلیات بهسازی لرزه ای و تحلیل استاتیکی غیر خطی</span></li><li dir="RTL"><span lang="FA" xml:lang="FA">معرفی سازه مورد بررسی و مدل سازی در نرم افزار </span><span dir="LTR">SAP</span></li><li dir="RTL"><span lang="FA" xml:lang="FA">تعریف مفصل در تیرها، ستون­ ها و مهاربند­ها</span></li><li dir="RTL"><span lang="FA" xml:lang="FA">معرفی ترکیب بارهای ثقلی و جانبی تحلیل بار افزون</span></li><li dir="RTL"><span lang="FA" xml:lang="FA">تعیین پارامترهای تعیین تغییرمکان هدف و نقطه عملکرد</span></li><li dir="RTL"><span lang="FA" xml:lang="FA">کنترل مشخصات مفاصل و تصحیح آن ها</span></li><li dir="RTL"><span lang="FA" xml:lang="FA">نمایش خروجی ­ها</span></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/2896/%D8%A8%D9%87%D8%B3%D8%A7%D8%B2%DB%8C-%D9%84%D8%B1%D8%B2%D9%87-%D8%A7%DB%8C%D8%8C-seismic-rehabilitation">بهسازی لرزه ای، Seismic Rehabilitation</a></div><div class="field-item odd"><a href="/pedia/tag/7176/%D9%86%D8%B1%D9%85-%D8%A7%D9%81%D8%B2%D8%A7%D8%B1-%D8%B3%D9%BE%D8%8C-sap">نرم افزار سپ، SAP</a></div><div class="field-item even"><a href="/pedia/tag/3045/%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D8%BA%DB%8C%D8%B1-%D8%AE%D8%B7%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87%D8%8C-nonlinear-structural-analysis">تحلیل غیر خطی سازه، Nonlinear Structural Analysis</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> Mon, 17 Apr 2023 06:06:55 +0000 Nabati.farzaneh 25273 at https://civil808.com https://civil808.com/college/25273/%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-%D9%BE%D8%B1%D9%88%DA%98%D9%87-%D9%85%D8%AD%D9%88%D8%B1-%D8%A8%D9%87%D8%B3%D8%A7%D8%B2%DB%8C-%D9%84%D8%B1%D8%B2%D9%87-%D8%A7%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87-%D9%87%D8%A7#comments مقاله تحلیلی: آنالیز دینامیکی غیر خطی افزایشی در نرم افزار SAP2000 https://civil808.com/article/25222/%D9%85%D9%82%D8%A7%D9%84%D9%87-%D8%AA%D8%AD%D9%84%DB%8C%D9%84%DB%8C-%D8%A2%D9%86%D8%A7%D9%84%DB%8C%D8%B2-%D8%AF%DB%8C%D9%86%D8%A7%D9%85%DB%8C%DA%A9%DB%8C-%D8%BA%DB%8C%D8%B1-%D8%AE%D8%B7%DB%8C-%D8%A7%D9%81%D8%B2%D8%A7%DB%8C%D8%B4%DB%8C-%D8%AF%D8%B1-%D9%86%D8%B1%D9%85-%D8%A7%D9%81%D8%B2%D8%A7%D8%B1-sap2000 <div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even"><p>مطالعات نشان می دهند که نتایج تحلیل دینامیکی غیرخطی بستگی زیادی به خصوصیات رکورد زلزله دارد. برای اتخاب رکورد مناسب باید شرایط و خصوصیات ساختگاهی محل ثبت رکورد با موقعیت سازه مورد بررسی انطباق داشته باشد. روش متداول تشریح حرکات زمین استفاده از تاریخچه زمانی است که در آن پارامترهای حرکت به صورت شتاب، سرعت و جابجایی هستند معمولا یکی از پارامترها به صورت مستقیم اندازه گیری شده و سایر پارامترها با انتگرال و یا دیفرانسیل گیری محاسبه می شوند.</p><p>در این پروژه پس از بررسی انواع روش های تحلیل خطی، غیرخطی و تعیین نقاط ضعف و قوت هر کدام، روش پیشرفته تحلیل دینامیکی غیرخطی افزایشی IDA با استفاده از نرم افزار SAP2000 در قاب مدل های نرم افزاری متعدد برای یک قاب خمشی فولادی مورد بررسی قرار می گیرد.</p><p class="article-links"><strong>&nbsp;فایل این مقاله را می توانید از&nbsp;<a href="/sites/default/files/anlyz_dynmykhy_gyr_khty_fzyshy.pdf" target="_blank">اینجا</a>دانلود کنید</strong></p></div></div></div> Wed, 02 Nov 2022 07:15:11 +0000 ناشناس 25222 at https://civil808.com https://civil808.com/article/25222/%D9%85%D9%82%D8%A7%D9%84%D9%87-%D8%AA%D8%AD%D9%84%DB%8C%D9%84%DB%8C-%D8%A2%D9%86%D8%A7%D9%84%DB%8C%D8%B2-%D8%AF%DB%8C%D9%86%D8%A7%D9%85%DB%8C%DA%A9%DB%8C-%D8%BA%DB%8C%D8%B1-%D8%AE%D8%B7%DB%8C-%D8%A7%D9%81%D8%B2%D8%A7%DB%8C%D8%B4%DB%8C-%D8%AF%D8%B1-%D9%86%D8%B1%D9%85-%D8%A7%D9%81%D8%B2%D8%A7%D8%B1-sap2000#comments مقاله تحلیلی: چه زمانی می‌توان از رفتار غیرخطی مصالح صرف نظر کرد؟ https://civil808.com/article/15687/%D9%85%D9%82%D8%A7%D9%84%D9%87-%D8%AA%D8%AD%D9%84%DB%8C%D9%84%DB%8C-%DA%86%D9%87-%D8%B2%D9%85%D8%A7%D9%86%DB%8C-%D9%85%DB%8C%E2%80%8C%D8%AA%D9%88%D8%A7%D9%86-%D8%A7%D8%B2-%D8%B1%D9%81%D8%AA%D8%A7%D8%B1-%D8%BA%DB%8C%D8%B1%D8%AE%D8%B7%DB%8C-%D9%85%D8%B5%D8%A7%D9%84%D8%AD-%D8%B5%D8%B1%D9%81-%D9%86%D8%B8%D8%B1-%DA%A9%D8%B1%D8%AF%D8%9F <div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even"><p>محاسبات خطی FEA رایج‌ترین نوع تحلیل استاتیکی با المان‌های محدود می‌باشد. این روش مزایای زیادی دارد، البته با ریسک‌هایی نیز همراه است. امروز شما خواهید آموخت که چه زمانی چشم پوشی از رفتار غیرخطی مصالح ایمن خواهد بود. همچنین به شما خواهم گفت که به چه نکاتی باید توجه داشته باشید.</p><h3>روش FEA خطی برای طراحی استاتیکی</h3><p>زمانی که وظیفه‌ی شما تعیین ظرفیت یک المان یا یک سازه‌ی مشخص باشد، به‌ صورت خودکار ذهن شما درگیر تحلیل استاتیکی خطی می‌شود.</p><p>در ابتدا باید بگویم "استاتیک" به این معنا است که شما اثرات دینامیکی را در تحلیل در نظر نمی‌گیرید؛ اما این موضوع بحث خودش را دارد و من در اینجا توضیح نخواهم داد.</p><p>چیزی که در اینجا روی آن متمرکز خواهم شد، روش "خطی" می‌باشد:</p><p>جنبه‌های زیادی وجود دارد که می‌توان در آنالیز خطی مد نظر قرار داد:</p><ul><li>مصالح- من فکر می‌کنم وقتی که از مهندسان پرسیده می‌شود رفتار غیرخطی چیست، به‌ طور خودکار اکثر آن‌ها درباره‌ی رفتار غیرخطی مصالح فکر می‌کنند. این موضوع بسیار مهمی است چراکه مدل‌های بسیار مختلفی از مصالح وجود دارد و مسلماً تنظیمات زیادی برای آن‌ها مورد نیاز است. خوب است بدانید که چه زمانی می‌توانید این اثر را نادیده گرفته و به سادگی از مصالح خطی استفاده نمایید.</li><li>هندسه- رفتار غیرخطی هندسی می‌تواند از طریق طراحی کمانشی یا اثرات مرتبه‌ی دوم در تحلیل کمک کننده باشد. متأسفانه تعریف یک مورد در این حالت زمان زیادی می‌طلبد. همچنین محاسبه نیز بسیار طولانی‌تر است. این موضوعات باعث این سؤال شده است که آیا چشم پوشی از این اثر می‌تواند ازنظر ایمنی مشکلاتی را به وجود آورد یا خیر.</li><li>تماس- بسته به منبع، ممکن است در تعیین اینکه تماس همیشه غیرخطی بوده یا می‌تواند خطی نیز باشد، مشکلاتی داشته باشید. تماس می‌تواند غیرخطی باشد. لذا این موضوع زمانی که چشم پوشی از آن تأثیری ایجاد می‌کند، بررسی می‌شود.</li><li>نیروهای پیرو- موضوع نسبتاً کم اهمیتی است. اگر کاملاً مشخص کنیم که رفتار از نوع غیرخطی هندسی است، مطمئن خواهیم بود که تغییر مکان‌ها در مدل کوچک هستند. در این شرایط واقعاً تفاوتی نمی‌کند که بارها از شکل هندسی پیروی می‌کنند یا خیر. این موضوع در تحلیل غیرخطی هندسی نقشی بازی خواهد کرد اما بحث امروز ما در محدوده‌ی خطی باقی خواهد ماند.</li></ul><p>از آنجایی که قبلاً آموخته‌اید چه مشکلاتی را باید در نظر بگیرید، بگذارید توضیح دهیم که چگونه با آن‌ها رفتار کنید. امروز من رفتار غیرخطی مصالح و اینکه چه زمانی چشم پوشی از آن مناسب است را توضیح خواهم داد.</p><p><span style="font-size: 18px;">چه زمانی می‌توانید از غیرخطی مصالح چشم پوشی نمایید؟</span></p><p>در ابتدا بهتر است بدانید که رفتار غیرخطی مصالح چگونه است. FEA در ابتدا تغییر شکل‌های مدل را محاسبه می‌کند. سپس کرنش را محاسبه و بر اساس آن تنش را محاسبه می‌کند. اگر از قانون هوک پیروی کنید، رابطه‌ی بین تنش و کرنش خطی است؛ اما اکثر مصالح بعد از قسمت اولیه‌ی خطی این رابطه، یک رابطه‌ی غیرخطی را بین تنش و کرنش از خود نشان می‌دهند. این بدین معنی است که رفتار مصالح در ابتدا "خطی" است اما وقتی که کرنش بزرگ‌تر می‌شود، مصالح رفتار "غیرخطی" از خود نشان می‌دهند.</p><p><img 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" alt=""/></p><p>این بدین معنی است که زمانی که شما حالت خطی را تعریف می‌کنید، اساساً فرض می‌کنید که همیشه "کرنش کوچکی" خواهید داشت. کرنش کوچک در اینجا به معنی این است که کرنش هیچ‌گاه در مدل شما آن‌قدر زیاد نمی‌شود که به قسمت غیرخطی برسد. در واقع، بجای یک مصالح "واقعی" (که در زیر با رنگ آبی مشخص شده است)، شما یک مصالح "غیرواقعی" را مدل‌سازی می‌کنید. در ناحیه‌ی کرنش کوچک این دو مصالح خواص مشابهی دارند- لذا همه چیز خوب است!</p><p><img src="data:image/png;base64,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" alt=""/></p><p>متأسفانه هیچ ایمنی در این ناحیه وجود ندارد. اگر مدل شما کرنش‌های بیشتری را به دست آورد، هیچ "پیغام هشداری" دریافت نمی‌کنید و به این صورت تنش‌های غیرواقعی بالایی حاصل می‌شود. مکانیزمی که نرم افزار محاسبات را انجام می‌دهد، ساده است. به شکل شماتیک زیر نگاه کنید. فرض کنید که نقطه آنالیز شده در سازه‌ی شما یک کرنش مشخصی دارد که بیشتر از "حد خطی" می‌باشد. در واقعیت، مصالح غیرخطی تنشی را که در شکل با رنگ آبی نشان داده شده است، نشان خواهند داد. از آنجایی که ما رفتار خطی مصالح را مدنظر قرار داده‌ایم، به‌ صورت غیرمنطقی باور داریم که رابطه‌ی بین کرنش و تنش خطی بوده و بنابراین مقدار بسیار بیشتری تولید خواهد شد!</p><p><img src="data:image/png;base64,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" alt=""/></p><p>به همین خاطر است که غالباً در آنالیز اجزای محدود خطی، تنش‌ها را بجای MPa به‌ صورت GPa به دست می‌آوریم. این تنش‌ها با این فرض محاسبه می‌شوند که همواره تنش به‌ صورت خطی به کرنش وابسته است.</p><p>غیرخطی مصالح-خلاصه</p><p>&nbsp;آنچه مطالعه کردید به یک نتیجه گیری کلی ختم می‌شود:</p><p>شما زمانی می‌توانید از رفتار غیرخطی مصالح چشم پوشی نمایید که کرنش‌ها (و تنش‌های به دست آمده) در مدل از "ناحیه‌ی خطی" فراتر نروند. هرچه از این حد فراتر بروید، نتایج بدتری را مشاهده خواهید کرد.</p><p>فقط آگاه باشید که این شرایط در بسیاری از مدل‌ها ارضا نمی‌شوند. باید آگاه باشید که تمرکز تنش‌ها در برخی از نقاط وجود دارد. در این نواحی، تنش مقادیر بالاتری دارد. البته در این حالات، بهترین کار استفاده از تحلیل غیرخطی است. با این حال قوانین آیین نامه‌ای و بهترین تمرین‌ها وجود دارند که به شما این امکان را می‌دهد تا محاسبه نمایید تنشی را که به دست آورده‌اید "خطرناک" است یا خیر (باوجود اینکه این تنش ممکن است بالاتر از تنش تسلیم (یا حتی بالاتر از تنش نهایی) باشد).&nbsp;</p><p>این تحلیل نیاز به زمان پس پردازش (زمانی که شما نتایج را به‌ صورت دستی تحلیل می‌نمایید) زیادی دارد اما روشی عملی و نسبتاً رایج است.</p><p>درواقع زمانی که شما از مصالح خطی استفاده می‌نمایید و کرنش‌ها بالا می‌باشند، مجبور خواهید بود زمان زیادی را در پس پردازش به منظور کنترل (مطابق با آیین نامه‌های مختلف) اینکه آیا تنش "قابل پذیرش" است یا خیر، صرف نمایید. قوانین آیین نامه‌ای در این رابطه بر اساس تجربه می‌باشند چراکه روش مناسبی برای ساخت مدل ریاضی در این‌گونه کنترل‌ها وجود ندارند. به نظر من، در صورتی که پس پردازش زمان زیادی می‌طلبد، روش مؤثرتر این است که از یک روش غیرخطی استفاده کنید که در آن تنها کاری که باید انجام دهید کنترل ظرفیت و حداکثر کرنش پلاستیک می‌باشد.</p><p><a href="%20https://enterfea.com/when-ignore-material-nonlinearity/" target="_blank" rel="nofollow">منبع</a></p><p style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;"><span style="box-sizing: border-box; font-family: irans, sans-serif; font-size: 13px;">نوشته شده توسط تیم مترجمین موسسه&nbsp;</span><a href="https://civil808.com/" target="_blank" style="box-sizing: border-box; color: #00accc;">808</a></p><p style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;">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;">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 style="box-sizing: border-box;">دریافت فایل PDF مقاله برای اعضای VIP رایگان است. سایر کاربران با پرداخت ۱۰۰۰ تومان می توانند اقدام به دریافت این فایل کنند.</p></blockquote></div></div></div> Wed, 07 Sep 2022 06:14:39 +0000 ali barzgar 15687 at https://civil808.com https://civil808.com/article/15687/%D9%85%D9%82%D8%A7%D9%84%D9%87-%D8%AA%D8%AD%D9%84%DB%8C%D9%84%DB%8C-%DA%86%D9%87-%D8%B2%D9%85%D8%A7%D9%86%DB%8C-%D9%85%DB%8C%E2%80%8C%D8%AA%D9%88%D8%A7%D9%86-%D8%A7%D8%B2-%D8%B1%D9%81%D8%AA%D8%A7%D8%B1-%D8%BA%DB%8C%D8%B1%D8%AE%D8%B7%DB%8C-%D9%85%D8%B5%D8%A7%D9%84%D8%AD-%D8%B5%D8%B1%D9%81-%D9%86%D8%B8%D8%B1-%DA%A9%D8%B1%D8%AF%D8%9F#comments مقاله تحلیلی: تحلیل غیرخطی هندسی https://civil808.com/article/15129/%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%AD%D9%84%DB%8C%D9%84-%D8%BA%DB%8C%D8%B1%D8%AE%D8%B7%DB%8C-%D9%87%D9%86%D8%AF%D8%B3%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>تحلیل غیرخطی هندسی در تحلیل سازه‌ها بسیار مفید است. این تحلیل می‌تواند به شما در سنجش درستی مدلتان کمک کند. این تحلیل امکان بهینه سازی فوق‌العاده‌ای را در سازه فراهم می‌کند. در این مقاله اصول تحلیل غیرخطی هندسی با استفاده از مثال‌های عملی و نه تئوری شرح داده خواهد شد.</p><h3>چه خواهید آموخت؟</h3><p>در این متن عملکرد تحلیل غیرخطی هندسی توضیح داده خواهد شد. مثال‌هایی در این متن انتخاب شده‌اند که خروجی‌های مختلفی در روش‌های خطی و غیرخطی خواهند داشت. حالات بسیار زیادی وجود دارد که در آن‌ها طراحی خطی و غیرخطی در عمل نتایج یکسانی دارند. با این وجود حالات زیادی نیز وجود دارد که در آن‌ها روش غیرخطی واقعاً ضرورت دارد.</p><h3>همیشه با چیز مثبتی آغاز کنید</h3><p>در مورد تحلیل غیرخطی هندسی، بهترین مثال یک طناب است که شما از آن لباس‌های شسته شده خود را آویزان می‌کنید.</p><p><img 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" alt=""/></p><p>&nbsp;یک ژاکت خیس چقدر وزن دارد ... 5 کیلوگرم؟ فرض کنید طناب 5 متر طول دارد و لنگر خمشی برابر با 0.0625kNm تولید خواهد کرد. ناچیز به نظر می‌رسد؟ اما قطر این طناب فقط 5 میلی‌متر است (فرض کنید که طنابی ضخیم دارید، قطر طناب من 3 میلی‌متر است...).&nbsp;</p><p>مدول مقطع این مقطع عرضی برابر با 0.0123cm^3 است. این بدین معناست که برای تحمل وزن ژاکت (به ‌صورت یک تیر) طناب باید تنش 0.0625kNm/1.23e-8 m^3=5081MPa را تحمل کند که تنها 20 برابر بیشتر از تنش در فولاد است.</p><p>مثال فوق یک روش خطی متعارف در این مسئله بود. تغییر مکان در مثال بالا رسم نشده است! در حقیقت محاسبه این تغییر مکان نیز ساده خواهد بود. در صورتی که طناب از فولاد ساخته شده باشد (که بسیار دور از واقعیت است)، تغییر شکل آن برابر با 20.2 متر خواهد بود.</p><p>&nbsp;تصور کنید که طناب من چقدر باید افزایش طول داشته باشد تا به این اندازه تغییر شکل دهد (طناب 5 متری 20 متر تغییر شکل دهد؟!؟). این سؤال ما را به درک هندسه غیرخطی که تئوری تغییر شکل‌های بزرگ در آن استفاده می‌شود، نزدیک‌تر می‌کند.</p><h3>وقتی که طناب غیرخطی می‌شود</h3><p>می‌بینید که طناب نمی‌تواند طبق روش خطی 20.2 متر افزایش طول داشته باشد. اما مطمئناً مقداری افزایش طول خواهد داشت! همان‌طور که می‌دانید این افزایش طول نیروی کششی را در طناب ایجاد خواهد کرد. متقابلاً این نیروی کششی کل سیستم را پایدار نگه می‌دارد تا تغییر مکان‌ها کاهش یابد.</p><p><img 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" alt=""/></p><p>در تغییر مکان‌های بزرگ مانند مثال فوق، خیز تنها برابر با 57 میلی‌متر می‌باشد ( با فرض اینکه طناب از جنس فولاد است). برای طناب نایلونی این مقدار حدود 237 میلی‌متر بوده و نیرو در این حالت تنها برابر با 0.26kN خواهد بود (برخلاف 1.07kN برای سیم فولادی).</p><p>من معتقدم که طنابم می‌تواند باری معادل 26 کیلوگرم را در کشش مدیریت کند.</p><p><span style="font-size: 18px;">اما تحلیل غیرخطی هندسی چگونه عمل می‌کند؟</span></p><p><img src="data:image/png;base64,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" alt=""/></p><p>به شکل شماتیک فوق نگاه کنید. با فرض اینکه من طناب را از وسط بریده‌ام، یک نیروی کششی N (مقداری که ما محاسبه کردیم) که طناب را به سمت داخل می‌کشد، وجود خواهد داشت. بر روی دیواری که طناب به آن متصل است نیز یک نیروی عکس‌العمل در جهت افقی قرار دارد که برابر با N می‌باشد. این دو نیرو یک جفت نیرو را به وجود می‌آورند که می‌توانند لنگر حاصل از بار را تحمل کنند.</p><p>در حالت خطی لنگر خمشی را برابر با 0.0625kNm به دست آوردیم. در حالت غیرخطی سیم فولادی با نیروی عمودی 1.07kN به اندازه 57 میلی‌متر تغییر شکل داد. 1.07kN=0.061 kNm 0.057m ×. در مثال دوم طناب نایلونی با نیروی عمودی برابر با 0.26kN به اندازه 237 mm تغییر شکل داد. 0.237m×0.26kN=0.0616kNm. هر دو نتیجه کاملاً صحیح نیستند، اما نسبتاً نزدیک بوده و نشان می‌دهند که راجع به این مسئله چگونه باید فکر کرد.&nbsp;</p><p>به نکات زیر توجه شود:</p><ul><li>هرچه خیز بیشتر باشد نیروهای کششی کمتر خواهد بود(به همین دلیل برای طناب نایلونی نیرو کاهش یافته است).</li><li>از نظر تئوری هر جسمی باید تا حد امکان تغییر شکل دهد تا بارها را کاهش دهد.</li><li>برای مقدار تغییر مکان محدودیتی وجود دارد. مصالح مدول یانگ مشخصی دارند و مقطع عرضی استفاده شده ممان اینرسی و سطح مقطع بخصوصی دارد. این مقطع تا جایی که بتواند تغییر شکل داده و سپس متوقف خواهد شد.</li><li>در صورتی که تغییر مکان‌ها کوچک باشند، تیر (نام "طناب" دور از واقعیت است زیرا بسیار صلب می‌باشد!) درست مشابه حالت خطی، لنگر خمشی زیادی را متحمل می‌شود و نیروی کششی اندکی خواهد داشت و یا بدون نیرو خواهد بود.</li><li>در صورتی که تغییر مکان‌ها بزرگ باشند، لنگر خمشی کوچک بوده و نیروی کششی ظاهر خواهد شد.</li><li>اگر تغییر مکان‌ها متوسط باشند، مقدار لنگر و نیروی کششی کم خواهد بود.</li></ul><p>ممکن است این‌گونه نتیجه گیری شود که هندسه غیرخطی مثبت بوده و با چشم پوشی از آن ایمنی حفظ می‌شود. متأسفانه این نتیجه گیری صحیح نیست:</p><p>مانند همیشه در طراحی استاتیک- هیچ چیز بدون هزینه نخواهد بود. در اینجا این هزینه را ما با نیروی کششی در تکیه گاه‌ها پرداخت کرده‌ایم.&nbsp;</p><p><span style="font-size: 18px;">ماهیت تحلیل غیرخطی مصالح</span></p><p>هندسه غیرخطی نه مثبت است و نه منفی ... چیز ساده‌ای است!</p><p><img src="data:image/png;base64,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" alt=""/></p><p>تصور کنید که طناب در بین دو ستون قرار دارد. در صورتی که از منظر طناب به موضوع نگاه کنید، هندسه خطی بد بوده یا لااقل محافظه کارانه است. این موضوع بدین خاطر است که نیروهایی را که در طراحی خطی تخمین خواهید زد، تا حد زیادی نسبت به واقعیت دست بالا هستند. بدین معنی که شما می‌توانید طناب را به ‌صورت ایمنی حتی بسیار محافظه کارانه طراحی نمایید.</p><p>از طرفی دیگر برای ستون‌ها، روش خطی نسبتاً خوش‌بینانه است. این روش بار قائمی را که از طناب منتقل خواهد شد در نظر می‌گیرد، اما به ‌طور کامل نیروی افقی را حذف می‌کند. بدین معنی که هیچ خمشی در ستون‌ها وجود نخواهد داشت، و باعث طراحی غیر محافظه کارانه در روش طراحی استاتیکی خطی خواهد شد.</p><p>همان‌طور که می‌توان دید رویکرد هندسه غیرخطی در مورد طناب کمک کننده و در مورد ستون‌ها دست و پا گیر است. متأسفانه نمی‌توانید در مورد استفاده از آن انتخابی داشته باشید، هندسه غیرخطی همیشه وجود دارد!</p><p>اگر تغییر مکان‌های مدل کوچک باشند، تأثیرات هندسه غیرخطی نیز کوچک خواهد بود. مشکل این است که گاهی اوقات تشخیص این که آیا تغییر مکان‌ها به اندازه کافی کوچک هستند که از هندسه غیرخطی چشم پوشی شود، دشوار است.</p><p>در این مثال موضوع دیگری هست که باید آن را در نظر بگیریم. اگر ستون‌ها در جهت قائم بارگذاری سنگینی داشته باشند، تغییر مکان محاسبه شده در روش غیرخطی با خروج از محوریت در ستون‌ها همراه خواهد شد. این خروج از محوریت باعث خمش بیشتری می‌شود (که غالباً خمش مرتبه دوم یا خمش ثانویه نام‌گذاری می‌شود) که در برخی حالات ممکن است بسیار مهم باشد. این نیز یک اثر غیرخطی هندسی می‌باشد.</p><h3>جمع بندی</h3><p>تحلیل غیرخطی هندسی یک ابزار بسیار مفید در طراحی سازه می‌باشد. در صورتی که با المان‌هایی مواجه شدید که تغییر مکان زیادی داشتند، این تحلیل بهترین روش است. در صورتی که روش خطی در مورد سازه شما صحیح باشد، از تحلیل غیرخطی هندسی نیز به نتایج یکسانی خواهید رسید. اما اگر تحلیل شما باید از این تحلیل غیرخطی استفاده کند، آنگاه این تحلیل تنها گزینه برای یک طراحی صحیح خواهد بود.</p><p><a href="https://enterfea.com/geometrically-nonlinear-analysis-introduction/" 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;">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;">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 ۱۰۰۰ تومان می توانند اقدام به دریافت این فایل کنند.</p></blockquote></div></div></div> Wed, 22 Jun 2022 06:54:07 +0000 ali barzgar 15129 at https://civil808.com https://civil808.com/article/15129/%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%AD%D9%84%DB%8C%D9%84-%D8%BA%DB%8C%D8%B1%D8%AE%D8%B7%DB%8C-%D9%87%D9%86%D8%AF%D8%B3%DB%8C#comments مقاله تحلیلی: چالش های آنالیز لرزه ای غیر خطی https://civil808.com/article/8709/%D9%85%D9%82%D8%A7%D9%84%D9%87-%D8%AA%D8%AD%D9%84%DB%8C%D9%84%DB%8C-%DA%86%D8%A7%D9%84%D8%B4-%D9%87%D8%A7%DB%8C-%D8%A2%D9%86%D8%A7%D9%84%DB%8C%D8%B2-%D9%84%D8%B1%D8%B2%D9%87-%D8%A7%DB%8C-%D8%BA%DB%8C%D8%B1-%D8%AE%D8%B7%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>هیچ شکی نیست که هنوز هم با ابهامات و عدم وجود دستورالعمل‌هایی برای تجزیه‌وتحلیل لرزه‌ای غیرخطی سازه‌ها روبه‌رو هستیم. چالشی که هنوز هم با آن روبه‌رو هستیم مدل‌سازی از نوع غیرخطی و پارامترهای موردنیاز برای تجزیه‌وتحلیل است که اغلب اوقات مقدار آن‌ها در پروژه‌های مختلف و همچنین از دیدگاه‌های مختلف افراد متغیر است چراکه فرضیات متفاوتی به دلیل محدودیت‌های دستورالعملی وجود دارد. در این مقاله خلاصه‌ای از نکات کلیدی و مباحث مرتبط با تجزیه‌وتحلیل لرزه‌ای غیرخطی ارائه می‌شود تا از این طریق اطلاعات این زمینه به اشتراک گذاشته شود، فرآیند مربوطه توسعه و تکامل یابد و شکاف بین تحقیقات و فرآیند توسعه کاهش یابد.</p><h3>&nbsp;انگیزه</h3><p>از سال 2012 یک کمیته فرعی وابسته به ASCE (جامعه آمریکایی مهندسان عمران) نتایج بررسی‌های روش تجزیه‌وتحلیل در مهندسی زلزله را گرد هم آورد و آن‌ها را در قالب اقدامات تجزیه‌وتحلیل غیرخطی در مهندسی زلزله منتشر کرد. در این سند به چهار مانع اصلی در روند تجزیه‌وتحلیل غیرخطی اشاره شده است که عبارت‌اند از: 1. پیچیدگی بالا 2. هدر رفت زمان 3. عدم وجود دستورالعمل‌های مربوطه 4. گفت‌وگو کردن با مالکان درباره مزایای تجزیه‌وتحلیل پیشرفته. تشکیل این کمیته سبب شد تا درباره این منشور بیشتر گفت‌وگو شود، همچنین شکاف میان دو بخش تحقیقات / توسعه و عمل در زمینه تجزیه‌وتحلیل غیرخطی لرزه‌ای کاهش یابد. برای پیش برد و ادامه این تلاش‌ها، یک گروه متشکل از دانشگاهیان و شاغلان (کسانی که تجربه عملی هم دارند) در کنگره سازه‌ها در سال 2015 تشکیل شد تا در این خصوص گفت‌وگو شود. در این کنگره چالش‌ها و مسائل مهم مورد بحث قرار گرفتند و افراد دیدگاه‌های خود را در این زمینه به اشتراک گذاشتند. در این مقاله خلاصه‌ای از برخی نکات مفید و برجسته این جلسه برای مهندسان سازه‌ای که در تجزیه‌وتحلیل لرزه‌ای غیرخطی با چالش روبه‌رو هستند و ممکن است با چند سؤال اساسی مواجه شوند ارائه خواهد شد:</p><ul><li>آیا این طرح تضمین‌کننده تجزیه‌وتحلیل‌های پیشرفته غیرخطی است؟</li><li>چه کسی هزینه آن را تقبل خواهد کرد؟</li><li>آیا پروژه در صورت انجام چنین تجزیه‌وتحلیل پیچیده‌ای در زمان مقرر پایان خواهد یافت؟</li><li>آیا نتایجی که بر اساس فرضیات حاصل می‌شوند، قابل‌اطمینان هستند؟</li></ul><p>ما به‌عنوان مهندسان سازه مسئولیت بزرگی در قبال جامعه و حرفه خود در برابر طرح‌هایی که ارائه می‌کنیم، داریم.</p><h3>بررسی‌ها و مذاکرات</h3><p>در کنگره سازه ASCE / SEI، هفت نفر از دانشگاهیان و صنعتگران گرد هم آمدند تا در مورد برخی از مسائل چالشی در این حرفه به بحث و گفت‌وگو بپردازند. برخی از این چالش‌ها عبارت‌اند از: مدل‌سازی اعضای سازه‌ای غیرخطی، ثبت واکنش‌های هندسی غیرخطی، تحلیل فشار بیش‌ازحد، تحلیل تاریخچه زمانی، انتخاب حرکات زمین و تعیین مقدار جزئیات برای اینکه نتایج قابل‌قبولی کسب شود. از اعضای متخصص این کمیته در زمینه آنالیز لرزه‌ای و طراحی می‌توان از افراد زیر نام برد:</p><ul><li>Ibrahim Almufti، معاون شرکت خدمات مهندسی بریتانیایی و چند ملیتی Arup</li><li>Finley Charney، استاد دانشگاه ایالتی و موسسه پلی‌تکنیک ویرجینیا (Virginia Tech)</li><li>Amir Gilani، متخصص سازه در شرکت بین‌المللی Miyamoto</li><li>Walterio A.Lopez، رئیس شرکت مهندسی ژئوتکنیک و سازه (Rytherford &amp; Chekene)</li><li>Weichange Pang، دانشیار دانشگاه کلمسون (Clemson University)</li><li>Rafael Sabelli، رئیس بخش طراحی لرزه‌ای در Walter P Moore</li><li>James Dabiel Dolan، استاد دانشگاه ایالتی واشنگتن (Washington State University)</li></ul><p>در این توافق عمومی 8 موضوع اصلی به‌صورت زیر خلاصه و دسته‌بندی شدند:</p><ol><li>زمان انجام آنالیز غیرخطی</li><li>چالش‌ها</li><li>توجیه مالکان</li><li>چالش‌های موجود در صنعت نرم‌افزاری سازه</li><li>سنجش اعتبار آنالیز غیرخطی</li><li>نیاز به دستورالعمل‌های بیشتر</li><li>تحلیل فشار بیش‌ازحد</li><li>آینده</li></ol><h4>۱- زمان انجام آنالیز غیرخطی</h4><p>همه افراد حاضر در این جلسه متفقاً اعلام کردند که آنالیز غیرخطی نباید در شرایطی استفاده شود که سازه نامتقارن است و یا فرضیات استاندارد آنالیز خطی به‌هیچ‌وجه قابل‌قبول نیست.</p><h4>۲- چالش‌ها</h4><p>نکته اصلی که در این گفت‌وگوها مورد تأکید قرار گرفت این بود که لازم است نتایج حاصل از آنالیز پیشرفته مورد تفسیر قرار بگیرند و این خود مستلزم داشتن تجربه در این زمینه و بررسی دقیق نتایج است. هزینه اضافه‌شده، زمان احتمالی برای بررسی دقیق نتایج و همچنین هزینه‌های مرتبط با روش‌های غیرخطی ممکن است مانع از انجام این آنالیز شوند {گیلانی}. این موضوع سبب می‌شود تا نگرانی در خصوص تعیین زمانی که آنالیز پیشرفته واقعاً نیاز است برجسته شود، به‌ویژه با در نظر گرفتن زمان پردازش، زمان موردنیاز برای تفسیر نتایج و هزینه انجام این آنالیز. چالش دومی که شناسایی شد، مقیاس‌گذاری برای حرکات زمین بود. همه این چالش‌ها در بررسی‌های 2012 شناسایی شدند، اما این دو مورد به‌عنوان چالش‌برانگیزترین موضوعات از جانب این اعضا معرفی شدند.</p><h4>۳- توجیه مالکان</h4><p>یکی از ابتدایی‌ترین نکات قبل از اینکه یک مهندس فرآیند آنالیز لرزه‌ای غیرخطی را آغاز کند، توجیه مالک یا مالکان است به‌خصوص در مواردی که این آنالیز قابل‌اطمینان نیست. هر یک از این اعضا دیدگاه متفاوتی نسبت به تجربه‌ها و درک خود از این موضوع داشتند. Almufti و Pang اشاره کردند که خسارت‌های مالی و خرابی‌های پس از یک زمین‌لرزه می‌تواند انگیزه‌ای برای مالکان محسوب شود. Lopez اشاره کرد که آنالیز غیرخطی می‌تواند سبب صرفه‌جویی چشم‌گیری در مصالح، زمان‌بندی و غیره شود. Charney ذکر کرد که احتمالاً توجیه مالک در شرایطی که بتوان همان ساختمان یا مشابه آن را با همه استانداردهای موردنیاز طراحی کرد، لزومی نخواهد داشت. Sabeli و Gilani اشاره کردند در شرایط خاصی که روش خطی قابل‌اطمینان نیست می‌توان از این موضوع به‌عنوان عامل محرکی برای انجام آنالیز غیرخطی و توجیه مالک استفاده کرد. Sabeli همچنین اضافه کرد که می‌توان از عوامل اقتصادی و نوآوری در طراحی در مورد سیستم‌های غیرخطی بهره گرفت. به‌طورکلی، همه اعضا بر سر این موضوع که روش آنالیز غیرخطی وقت‌گیر، همراه با محاسبات بسیار پیچیده و مستلزم صرف هزینه اضافی برای بررسی دقیق است، اتفاق‌نظر داشتند.</p><h4>۴- چالش ضعف نرم‌افزار سازه</h4><p>نظر این جمع در خصوص این موضوع این بود که یک نرم‌افزار باید دارای ابزاری برای مدیریت مؤثر داده‌ها، پس پردازش آن‌ها و کاهش زمان اجرای آنالیز تاریخچه زمانی غیرخطی باشد.</p><h4>۵- سنجش اعتبار آنالیز غیرخطی</h4><p>این مرحله را هر مهندس باید برای تضمین ساختمان در طول آنالیز غیرخطی طی کند. متأسفانه، هیچ دستورالعمل استانداردی در این راستا وجود ندارد، تنها مجموعه‌ای از قوانین کلی که حاصل تجربه و اصول آنالیز سازه‌ای است در اختیار قرار دارد. گفته‌های اعضای حاضر در این جلسه در این باره: مشاهده نتایج در حالت‌های مختلف، مدت‌زمان لرزش{Pang و Charney}، مطالعه میزان حساسیت به‌طور مداوم در مراحل مختلف زمانی، تغییرات در تعاریف پدیده‌شناسی، مشخصات مفصل‌ها {Gilani}از طریق مقایسه تحلیلی و نتایج تجربی، تطبیق شرایط اولیه مانند بار مرده و زنده در ستون‌ها {Lopez}. گیلانی اشاره کرد که این چالش به دلیل سختی این چنین روش اعتبار سنجی است که دستورالعمل‌های آن نیازمند بازنگری دقیق طرح بر اساس آنالیز غیرخطی هستند.</p><p>۶- دستورالعمل‌های بیشتر</p><p>یکی دیگر از موضوعاتی که در این گفت‌وگو بررسی شد، نیاز به مدیریت داده‌ها با توجه به میزان داده‌های زیاد تولید شده در یک آنالیز پیشرفته بود. چیزی که اهمیت دارد تشخیص این نیاز است چراکه این داده‌ها دست‌به‌دست منتقل می‌شوند و نیاز به تفسیر آن همواره وجود دارد. علاوه بر این، دستورالعمل‌های بیشتری برای اینکه مدل‌سازی قابل‌اطمینان باشد نیاز بود، فرض کنید که نتایج مدل‌سازی قابل‌اطمینان هستند، درحالی‌که اسناد معین ASCE 7/41 و FEMA P – 695 نیز در انتخاب و مقیاس‌گذاری حرکات زمین کمک‌کننده هستند {Pang}.</p><h4>۷- آنالیز فشار بیش‌ازحد</h4><p>چه شما آنالیز فشار بیش‌ازحد را انجام دهید و چه انجام ندهید باز هم این موضوع قابل‌بررسی است. تصور کلی اعضای این جلسه این بود که تحلیل فشار بیش‌ازحد نباید به‌تنهایی برای اندازه‌گیری استفاده شود و انجام آن درصورتی‌که آنالیز تاریخچه زمانی غیرخطی انجام شده باشد لزومی ندارد. علاوه بر این، انجام آنالیز فشار بیش‌ازحد برای ساختمان‌های چند حالته مناسب نیست {Almufti}.</p><h4>۸- آینده</h4><p>با توجه به بحث اخیر و آرای گرفته‌شده نیاز به آموزش بیشتر در خصوص مباحث پیشرفته مانند آنالیز غیرخطی اصلاً اغراق‌آمیز نیست. آموزش، کارگاه‌های آموزشی، واحدهای آموزشی مداوم و انواع دیگر توسعه حرفه‌ای در این زمینه دارای اهمیت هستند. بااینکه در این جلسه مباحث مفیدی انجام شد و تبادل اطلاعات در خصوص تجربه‌های آنالیز پیشرفته در بین اعضا صورت گرفت، اما هنوز هم اقدامات بیشتری باید برای ساده‌تر کردن این روند و آموزش مهندس‌های آینده در رابطه با آنالیز غیرخطی پیشرفته انجام شود.</p><p><a href="https://www.structuremag.org/?p=9648" target="_blank" rel="nofollow">منبع</a></p><p style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;">ترجمه شده توسط تیم مترجمین ۸۰۸</p><p style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;">اگر دوست دارید به تیم مترجمین ۸۰۸ 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 style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif;">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> Tue, 30 Nov 2021 07:50:20 +0000 baharehbl328 8709 at https://civil808.com https://civil808.com/article/8709/%D9%85%D9%82%D8%A7%D9%84%D9%87-%D8%AA%D8%AD%D9%84%DB%8C%D9%84%DB%8C-%DA%86%D8%A7%D9%84%D8%B4-%D9%87%D8%A7%DB%8C-%D8%A2%D9%86%D8%A7%D9%84%DB%8C%D8%B2-%D9%84%D8%B1%D8%B2%D9%87-%D8%A7%DB%8C-%D8%BA%DB%8C%D8%B1-%D8%AE%D8%B7%DB%8C#comments ایبوک ۲۴۰: رفتار غیر خطی و تحلیل خمیری سازه‌ ها (ویژه آزمون کارشناسی ‌ارشد و دکتری) https://civil808.com/publication/24834/%D8%A7%DB%8C%D8%A8%D9%88%DA%A9-%DB%B2%DB%B4%DB%B0-%D8%B1%D9%81%D8%AA%D8%A7%D8%B1-%D8%BA%DB%8C%D8%B1-%D8%AE%D8%B7%DB%8C-%D9%88-%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D8%AE%D9%85%DB%8C%D8%B1%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87%E2%80%8C-%D9%87%D8%A7-%D9%88%DB%8C%DA%98%D9%87-%D8%A2%D8%B2%D9%85%D9%88%D9%86-%DA%A9%D8%A7%D8%B1%D8%B4%D9%86%D8%A7%D8%B3%DB%8C-%E2%80%8C%D8%A7%D8%B1%D8%B4%D8%AF-%D9%88-%D8%AF%DA%A9%D8%AA%D8%B1%DB%8C <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/styles/808/public/field/image/node_24834.jpg?itok=eH6M5Acx" width="960" height="540" alt="ایبوک ۲۴۰: رفتار غیر خطی و تحلیل خمیری سازه‌ ها (ویژه آزمون کارشناسی ‌ارشد و دکتری)" title="ایبوک ۲۴۰: رفتار غیر خطی و تحلیل خمیری سازه‌ ها (ویژه آزمون کارشناسی ‌ارشد و دکتری)" 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>اگر سازه به طور استاتیکی معین باشد، نیروهای محوری را می‌توان بدون مطالعه خواص مصالح از معادلات تعادل به‌دست آورد. سپس با داشتن نیروها می‌توان تنش‌ها را در هر نقطه سازه محاسبه نمود. بالاخره با استفاده از نمودار تنش-کرنش، کرنش در هر نقطه و از روی آن تغییر طول هر عضو به‌دست می‌آید. این روش حل برای سازه‌های معین کاملاً آسان است.</p><p>تحلیل در یک سازه نامعین بسیار پیچیده‌تر می‌شود زیرا نیروها را نمی‌توان بدون یافتن تغییر مکان‌ها پیدا کرد و خود تغییر مکان‌ها بستگی به نیروها و رابطه تنش-کرنش دارند. برای چنین سازه‌هایی روش آزمون و خطا یا روش تقریبات متوالی را می‌توان به‌کار برد.</p></div></div></div> Sat, 18 Sep 2021 07:11:38 +0000 rezasheikhi 24834 at https://civil808.com https://civil808.com/publication/24834/%D8%A7%DB%8C%D8%A8%D9%88%DA%A9-%DB%B2%DB%B4%DB%B0-%D8%B1%D9%81%D8%AA%D8%A7%D8%B1-%D8%BA%DB%8C%D8%B1-%D8%AE%D8%B7%DB%8C-%D9%88-%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D8%AE%D9%85%DB%8C%D8%B1%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87%E2%80%8C-%D9%87%D8%A7-%D9%88%DB%8C%DA%98%D9%87-%D8%A2%D8%B2%D9%85%D9%88%D9%86-%DA%A9%D8%A7%D8%B1%D8%B4%D9%86%D8%A7%D8%B3%DB%8C-%E2%80%8C%D8%A7%D8%B1%D8%B4%D8%AF-%D9%88-%D8%AF%DA%A9%D8%AA%D8%B1%DB%8C#comments کتاب راهنمای تحلیل غیرخطی به منظور ارزیابی و بهسازی لرزه ای سازه ها https://civil808.com/shop/products/faroughi-behsazi/24488/%DA%A9%D8%AA%D8%A7%D8%A8-%D8%B1%D8%A7%D9%87%D9%86%D9%85%D8%A7%DB%8C-%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D8%BA%DB%8C%D8%B1%D8%AE%D8%B7%DB%8C-%D8%A8%D9%87-%D9%85%D9%86%D8%B8%D9%88%D8%B1-%D8%A7%D8%B1%D8%B2%DB%8C%D8%A7%D8%A8%DB%8C-%D9%88-%D8%A8%D9%87%D8%B3%D8%A7%D8%B2%DB%8C-%D9%84%D8%B1%D8%B2%D9%87-%D8%A7%DB%8C <div class="product-info model"><span class="product-info-label">مدل:</span> <span class="product-info-value">Faroughi-Behsazi</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 تحلیل غیرخطی به منظور ارزیابی و بهسازی لرزه ای سازه ها</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/3727" class="user_pic" target="_blank"><img src="https://civil808.com/sites/default/files/styles/userprofilrfront/public/pictures/picture-3727-1436369627.jpg?itok=_EFFkUaf" width="100" height="100" alt="علیرضا فاروقی" title="علیرضا فاروقی" /></a><a href="/user/3727" class="teacher-name" target="_blank">علیرضا فاروقی</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 dir="rtl">ناشر: انتشارات سیمای دانش<br />نویسنده: دکتر علیرضا فاروقی</p><p dir="rtl">قطع کتاب: وزیری</p><p dir="rtl">نوبت چاپ: اول</p><p dir="rtl">تاریخ چاپ: ۱۳۹۹</p><p dir="rtl">شابک: ۹۷۸۶۰۰۱۲۰۵۰۷۱</p><p dir="rtl">تعداد صفحات: ۲۲۰</p><p dir="rtl">زبان کتاب: فارسی</p> </div></div></div><div class="product-info list-price"><span class="uc-price-label">قیمت:</span> <span class="uc-price">125,000 تومان</span></div><div class="product-info display-price uc-product-24488"><span class="uc-price">125,000 تومان</span></div><div class="add-to-cart"><form action="/taxonomy/term/3045/feed" method="post" id="uc-product-add-to-cart-form-24488" accept-charset="UTF-8"><div><input type="hidden" name="qty" value="1" /> <input type="hidden" name="form_build_id" value="form-2xxHNCLgO2_P46pDaEoYkQ3qMjq1Thm4FbpX0TmeUWU" /> <input type="hidden" name="form_id" value="uc_product_add_to_cart_form_24488" /> <div class="form-actions form-wrapper" id="edit-actions--2"><input class="node-add-to-cart form-submit" type="submit" id="edit-submit-24488" 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">زلزله</div><div class="field-item odd">سیمای دانش</div><div class="field-item even">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_24488_0.jpg?itok=5IR5DaC8" title="" class="colorbox" rel="uc_image_0"><img src="https://civil808.com/sites/default/files/styles/uc_product/public/field/image/node_24488_0.jpg?itok=QQRae3rz" alt="کتاب راهنمای تحلیل غیرخطی به منظور ارزیابی و بهسازی لرزه ای سازه ها" 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/3045/%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D8%BA%DB%8C%D8%B1-%D8%AE%D8%B7%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87%D8%8C-nonlinear-structural-analysis">تحلیل غیر خطی سازه، Nonlinear Structural Analysis</a></div><div class="field-item odd"><a href="/pedia/tag/2896/%D8%A8%D9%87%D8%B3%D8%A7%D8%B2%DB%8C-%D9%84%D8%B1%D8%B2%D9%87-%D8%A7%DB%8C%D8%8C-seismic-rehabilitation">بهسازی لرزه ای، Seismic Rehabilitation</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"> <h4 class="relative_nodes">مطالب مرتبط:</h4><ul><li><a href="https://civil808.com/shop/products/s36-24/23980/%D9%81%DB%8C%D9%84%D9%85-%D8%A2%D9%85%D9%88%D8%B2%D8%B4%DB%8C-%D8%A8%D8%B1%D8%B1%D8%B3%DB%8C-%D9%85%D9%87%D9%85%D8%AA%D8%B1%DB%8C%D9%86-%D8%AA%D8%BA%DB%8C%DB%8C%D8%B1%D8%A7%D8%AA-%D9%85%D8%A8%D8%AD%D8%AB-%D9%86%D9%87%D9%85-%D9%88%DB%8C%D8%B1%D8%A7%DB%8C%D8%B4-%D9%BE%D9%86%D8%AC%D9%85-%DB%B9%DB%B9-%D9%88-%DA%A9%D8%A7%D8%B1%D8%A8%D8%B1%D8%AF-%D9%86%D8%B1%D9%85" target="_blank" rel="nofollow">فیلم آموزشی بررسی مهمترین تغییرات مبحث نهم ویرایش پنجم (۹۹) و کاربرد نرم افزاری آن</a></li><li><a href="https://civil808.com/shop/products/s36-24/23980/%D9%81%DB%8C%D9%84%D9%85-%D8%A2%D9%85%D9%88%D8%B2%D8%B4%DB%8C-%D8%A8%D8%B1%D8%B1%D8%B3%DB%8C-%D9%85%D9%87%D9%85%D8%AA%D8%B1%DB%8C%D9%86-%D8%AA%D8%BA%DB%8C%DB%8C%D8%B1%D8%A7%D8%AA-%D9%85%D8%A8%D8%AD%D8%AB-%D9%86%D9%87%D9%85-%D9%88%DB%8C%D8%B1%D8%A7%DB%8C%D8%B4-%D9%BE%D9%86%D8%AC%D9%85-%DB%B9%DB%B9-%D9%88-%DA%A9%D8%A7%D8%B1%D8%A8%D8%B1%D8%AF-%D9%86%D8%B1%D9%85" target="_blank" rel="nofollow">نرم افزارهای سازه و پی Checker Vr.15.5.2</a></li><li><a href="https://civil808.com/shop/products/performance/8129/performance-%D9%86%D8%B1%D9%85-%D8%A7%D9%81%D8%B2%D8%A7%D8%B1-%D9%87%D8%A7%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87-%D9%88-%D9%BE%DB%8C%D8%8C-%D9%86%D8%B3%D8%AE%D9%87-561" target="_blank" rel="nofollow">Performance نرم افزار های سازه و پی، نسخه 5.6.1</a></li></ul> </div></div></div> Sat, 27 Mar 2021 09:32:00 +0000 faroughi 24488 at https://civil808.com https://civil808.com/shop/products/faroughi-behsazi/24488/%DA%A9%D8%AA%D8%A7%D8%A8-%D8%B1%D8%A7%D9%87%D9%86%D9%85%D8%A7%DB%8C-%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D8%BA%DB%8C%D8%B1%D8%AE%D8%B7%DB%8C-%D8%A8%D9%87-%D9%85%D9%86%D8%B8%D9%88%D8%B1-%D8%A7%D8%B1%D8%B2%DB%8C%D8%A7%D8%A8%DB%8C-%D9%88-%D8%A8%D9%87%D8%B3%D8%A7%D8%B2%DB%8C-%D9%84%D8%B1%D8%B2%D9%87-%D8%A7%DB%8C#comments وبینار آشنایی با بهسازی لرزه‌ای، تحلیل‌های غیرخطی و طراحی عملکردی سازه‌های فولادی و بتنی (محاسبات و اجرا) https://civil808.com/news/24481/%D9%88%D8%A8%DB%8C%D9%86%D8%A7%D8%B1-%D8%A2%D8%B4%D9%86%D8%A7%DB%8C%DB%8C-%D8%A8%D8%A7-%D8%A8%D9%87%D8%B3%D8%A7%D8%B2%DB%8C-%D9%84%D8%B1%D8%B2%D9%87%E2%80%8C%D8%A7%DB%8C%D8%8C-%D8%AA%D8%AD%D9%84%DB%8C%D9%84%E2%80%8C%D9%87%D8%A7%DB%8C-%D8%BA%DB%8C%D8%B1%D8%AE%D8%B7%DB%8C-%D9%88-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D8%B9%D9%85%D9%84%DA%A9%D8%B1%D8%AF%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87%E2%80%8C%D9%87%D8%A7%DB%8C-%D9%81%D9%88%D9%84%D8%A7%D8%AF%DB%8C-%D9%88-%D8%A8%D8%AA%D9%86%DB%8C <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/styles/large/public/field/image/node_24481.jpg?itok=aAZYXV0u" width="400" height="400" alt="وبینار آشنایی با بهسازی لرزه‌ای، تحلیل‌های غیرخطی و طراحی عملکردی سازه‌های فولادی و بتنی (محاسبات و اجرا) " title="وبینار آشنایی با بهسازی لرزه‌ای، تحلیل‌های غیرخطی و طراحی عملکردی سازه‌های فولادی و بتنی (محاسبات و اجرا) " 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><strong>برگزار کننده:</strong>&nbsp;جامعه مهندسان مشاور ایران&nbsp;</p><p><strong>تاریخ برگزاری:&nbsp;</strong>۲۸ آبان ۹۹</p><p><strong>زمان برگزاری:</strong>&nbsp;۱۶ تا ۱۸</p><p><a href="https://webinar.is-ac.ir/ch/rehabilition" rel="nofollow"><strong>سایت رویداد</strong></a></p></div></div></div> Wed, 11 Nov 2020 08:20:48 +0000 baharehbl328 24481 at https://civil808.com https://civil808.com/news/24481/%D9%88%D8%A8%DB%8C%D9%86%D8%A7%D8%B1-%D8%A2%D8%B4%D9%86%D8%A7%DB%8C%DB%8C-%D8%A8%D8%A7-%D8%A8%D9%87%D8%B3%D8%A7%D8%B2%DB%8C-%D9%84%D8%B1%D8%B2%D9%87%E2%80%8C%D8%A7%DB%8C%D8%8C-%D8%AA%D8%AD%D9%84%DB%8C%D9%84%E2%80%8C%D9%87%D8%A7%DB%8C-%D8%BA%DB%8C%D8%B1%D8%AE%D8%B7%DB%8C-%D9%88-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D8%B9%D9%85%D9%84%DA%A9%D8%B1%D8%AF%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87%E2%80%8C%D9%87%D8%A7%DB%8C-%D9%81%D9%88%D9%84%D8%A7%D8%AF%DB%8C-%D9%88-%D8%A8%D8%AA%D9%86%DB%8C#comments بارگذاری خرابی پیش رونده https://civil808.com/question/24070/%D8%A8%D8%A7%D8%B1%DA%AF%D8%B0%D8%A7%D8%B1%DB%8C-%D8%AE%D8%B1%D8%A7%D8%A8%DB%8C-%D9%BE%DB%8C%D8%B4-%D8%B1%D9%88%D9%86%D8%AF%D9%87 <div class="field field-name-title field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><h2>بارگذاری خرابی پیش رونده</h2></div></div></div><div class="field field-name-post-date field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even">25 تير 1399 - 13:31</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 social-share" addthis:title="بارگذاری خرابی پیش رونده - 808 شبکه اجتماعی مهندسان" addthis:url="https://civil808.com/question/24070/%D8%A8%D8%A7%D8%B1%DA%AF%D8%B0%D8%A7%D8%B1%DB%8C-%D8%AE%D8%B1%D8%A7%D8%A8%DB%8C-%D9%BE%DB%8C%D8%B4-%D8%B1%D9%88%D9%86%D8%AF%D9%87"><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-ds-user-picture field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><a href="/user/35085/amincivilpg"><img src="https://civil808.com/sites/default/files/pictures/default.png" alt="عکس‌های amin.civil.pg" title="عکس‌های amin.civil.pg" /></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">با سلام خدمت مهندسین عزیز من سازم رو در سپ مدلسازی کردم و تحلیل پوش آور رو هم روش انجام دادم. حالا برای خرابی پیش رونده می خوام طبق آیین نامه های خرابی پیش رونده به روش مسیر بار جایگزین بارگذاریش رو انجام و ترکیب بار رو وارد کنم. در این زمینه یک سوال برام پیش اومده سوال من اینه که در آیین نامه ی خرابی پی رونده اومده که باید یک ترکیب بار ثقلی برای بخش هایی که ستون درش حذف شده اختصاص داده بشه و یک ترکیب بار ثقلی برای سایر بخش. حالا من چطور به نرم افزار سپ بگم طی این ترکیب بار بیا این بار ها رو فرضا به این دهانه های مجاور ستون حذف شده اختصاص بده و به اون دهانه ها یک بار دیگه بده؟؟؟ اگر کسی در این زمینه من رو راهنمایی کنه ممنون میشم</div></div></div><div class="field field-name-author field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even">amin.civil.pg</div></div></div><div class="field field-name-field-experts field-type-taxonomy-term-reference field-label-hidden"><div class="field-items"><div class="field-item even"><a href="/pedia/tag/7176/%D9%86%D8%B1%D9%85-%D8%A7%D9%81%D8%B2%D8%A7%D8%B1-%D8%B3%D9%BE%D8%8C-sap">نرم افزار سپ، SAP</a></div><div class="field-item odd"><a href="/pedia/tag/3181/%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D9%BE%D9%88%D8%B4-%D8%A2%D9%88%D8%B1%D8%8C-pushover-analysis">تحلیل پوش آور، Pushover analysis</a></div><div class="field-item even"><a href="/pedia/tag/3045/%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D8%BA%DB%8C%D8%B1-%D8%AE%D8%B7%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87%D8%8C-nonlinear-structural-analysis">تحلیل غیر خطی سازه، Nonlinear Structural Analysis</a></div></div></div><div class="field field-name-question-statistic field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><div class="statistics"><div class="answer_link"><a href="#answer-question">ثبت پاسخ</a></div><div>بازدید: 53</div></div></div></div></div><div class="field field-name-field-vote-ud field-type-vud-field field-label-hidden"><div class="field-items"><div class="field-item even"><div class="vud-widget vud-widget-thumbs" id="widget-node-24070"> <div class="up-score clear-block"> <a href="/vote/node/24070/1/vote/thumbs/G0ASAbVKa_K7jDonPaqKj8tpDQYPeVvwSB_p_Z2y9CY/nojs" rel="nofollow" class="vud-link-up use-ajax" title="Vote up!"> <div class="vote-thumb up-inactive" title="Vote up!"></div> <div class="element-invisible">Vote up!</div> </a> </div> <div class="down-score clear-block"> <a href="/vote/node/24070/-1/vote/thumbs/jJlqJ-4pMZ0Dkdn1OeGHcJfht-yotc1jy92MF5b7i4E/nojs" rel="nofollow" class="vud-link-down use-ajax" title="Vote down!"> <div class="vote-thumb down-inactive" title="Vote down!"></div> <div class="element-invisible">Vote down!</div> </a> </div> <p class="vote-current-score">امتیازها: <strong>-2</strong></p> </div> </div></div></div> Wed, 15 Jul 2020 09:01:40 +0000 amin.civil.pg 24070 at https://civil808.com https://civil808.com/question/24070/%D8%A8%D8%A7%D8%B1%DA%AF%D8%B0%D8%A7%D8%B1%DB%8C-%D8%AE%D8%B1%D8%A7%D8%A8%DB%8C-%D9%BE%DB%8C%D8%B4-%D8%B1%D9%88%D9%86%D8%AF%D9%87#comments