808 شبکه اجتماعی مهندسان - طراحی لرزه ای ساختمان، Seismic Design of Buildings https://civil808.com/pedia/tag/2976/%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D9%84%D8%B1%D8%B2%D9%87-%D8%A7%DB%8C-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86%D8%8C-seismic-design-buildings شدت لرزش زمین در یک موقعیت خاص می‌تواند کم، متوسط یا زیاد باشد. به طور نسبی در کشورهای زلزله‌خیز، زمین لرزه با لرزش کم در اغلب ماه‌های سال، لرزش متوسط گاه به گاه ولی لرزش زیاد به ندرت رخ می‌دهد. برای مثال به طور متوسط سالانه حدود ۸۰۰ زمین لرزه به بزرگی ۵٫۹- ۵٫۰ ریشتر اتفاق می‌افتد. درحالی‌که زمین لرزه‌هایی به بزرگی ۷٫۹- ۷٫۰ ریشتر فقط ۱۸ بار در سال رخ می‌دهد. بنابراین لازم نیست ساختمان‌هایی را ساخت که در برابر زمین‌لرزه‌های شدید که فقط هر ۵۰۰ سال یکبار یا حتی ۲۰۰۰ سال یکبار در یک منطقه رخ می‌دهد مقاومت کنند، درحالیکه ممکن است عمر خود ساختمان ۵۰ یا ۱۰۰ سال بیشتر نباشد.چون برای فراهم کردن ایمنی اضافی در برابر زلزله در ساختمان‌ها بودجه نیاز است یک تضاد پیش می‌آید: آیا ما باید طراحی ساختمان برای اثرات زمین‌لرزه را کنار بگذاریم، یا اینکه باید ساختمان را در برابر زلزله مقاوم‌سازی کنیم تا طی زمین‌لرزه‌های شدید آسیبی به آن وارد نشود؟واضح است که روش اول باعث ایجاد فاجعه می‌شود و روش دوم بسیار پر‌هزینه است، بنابر این فلسفه طراحی باید به طور متعادل بین این دو حد قرار گیرد.طراحی لرزه‌ای سازه‌ها یکی از مهم‌ترین موضوعات مهندسی عمران و گرایش‌های سازه و زلزله است. به طوری که به دلیل اهمیت بیش از احد آن فصول جداگانه‌ای در مبحث ۹ و ۱۰ مقررات ملی ساختمان برای آن در نظر گرفته شده است.اما اهداف کلی طراحی لرزه‌ای سازه‌ها به شرح ذیل است:طراحی سازه‌ها برا ی داشتن یک رفتار الاستیک در هنگام رخداد زلزله بدون خسارت‌های شدید.افزایش ظرفیت جذب و استهلاک سازه در هنگام رخداد زلزله و استفاده از انرژی استهلاک شده سازهافزایش تشکیل تعداد مفاصل پلاستیک در سازه برای افزایش ظرفیت جذب و استهلاک سازهتوانایی سازه در تغییر شکل‌های غیر خطی و غیر الاستیک ناشی از زلزله و مقاوت کافی در برابر آن.افزایش ظرفیت دورانی سازه و به طبع آن افزایش شکل‌پذیری سازه.افزایش مقدار ضریب R برای ایجاد یک سازه شکل‌پذیر و استفاده از سازه‌های با شکل‌پذیری زیاد بر اساس نیاز.و...برای بر طرف کردن هر هدفی، نیازها باید برآورده شوند. می‌توان ادعا کرد ظرفیت‌های اصلی سازه‌ها برای استقامت آن‌ها در برابر بار‌های لرزه‌ای، سه عامل سختی، مقاومت و شکل‌پذیری است.همه موارد بیان شده در آیین‌نامه‌ها مثل» استفاده از خاموت‌گذاری ویژه، افزایش فواصل آرماتورهای عرضی و طولی، استفاده از سنجاقی، محصور‌شدگی هسته بتنی، رعایت در فواصل تشکیل مفصل پلاستیک، رعایت ضابطه تیر ضعیف - ستون قوی و ... مصداق بارز افزایش ظرفیت دورانی و افزایش سطح انرژی و افزایش شکل‌پذیری در سازه‌هاست. fa میراگر پیستونی https://civil808.com/question/25225/%D9%85%DB%8C%D8%B1%D8%A7%DA%AF%D8%B1-%D9%BE%DB%8C%D8%B3%D8%AA%D9%88%D9%86%DB%8C <div class="field field-name-title field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><h2>میراگر پیستونی</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">18 آبان 1401 - 10:32</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="میراگر پیستونی - 808 شبکه اجتماعی مهندسان" addthis:url="https://civil808.com/question/25225/%D9%85%DB%8C%D8%B1%D8%A7%DA%AF%D8%B1-%D9%BE%DB%8C%D8%B3%D8%AA%D9%88%D9%86%DB%8C"><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/47403/s-asadi"><img src="https://civil808.com/sites/default/files/pictures/default.png" alt="عکس‌های s. asadi" title="عکس‌های s. asadi" /></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">سلام وقت بخیر میراگرهای پیستونی جزو کدوم میراگرها محسوب میشن؟ </div></div></div><div class="field field-name-author field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even">s. asadi</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/2650/%D8%B3%D8%A7%D8%B2%D9%87-%D9%87%D8%A7%DB%8C-%D9%81%D9%88%D9%84%D8%A7%D8%AF%DB%8C%D8%8C-steel-structure">سازه های فولادی، Steel Structure</a></div><div class="field-item odd"><a href="/pedia/tag/2662/%D8%B9%D9%85%D8%B1%D8%A7%D9%86-%D8%B3%D8%A7%D8%B2%D9%87-%D9%87%D8%A7%DB%8C-%D9%87%DB%8C%D8%AF%D8%B1%D9%88%D9%84%DB%8C%DA%A9%DB%8C%D8%8C-hydraulic-structures-engineering">عمران-سازه های هیدرولیکی، Hydraulic Structures Engineering</a></div><div class="field-item even"><a href="/pedia/tag/4797/%D9%85%DB%8C%D8%B1%D8%A7%DA%AF%D8%B1-%D8%A7%D8%B5%D8%B7%DA%A9%D8%A7%DA%A9%DB%8C%D8%8C-friction-damper">میراگر اصطکاکی، Friction Damper</a></div><div class="field-item odd"><a href="/pedia/tag/2976/%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D9%84%D8%B1%D8%B2%D9%87-%D8%A7%DB%8C-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86%D8%8C-seismic-design-buildings">طراحی لرزه ای ساختمان، Seismic Design of Buildings</a></div><div class="field-item even"><a href="/pedia/tag/3664/%D9%85%DB%8C%D8%B1%D8%A7%DA%AF%D8%B1-%D8%AA%D8%B3%D9%84%DB%8C%D9%85%DB%8C-tadas">میراگر تسلیمی TADAS</a></div><div class="field-item odd"><a href="/pedia/tag/3387/%D9%85%DB%8C%D8%B1%D8%A7%DA%AF%D8%B1-%D9%85%D8%A7%DB%8C%D8%B9-%D8%AA%D9%86%D8%B8%DB%8C%D9%85-%D8%B4%D8%AF%D9%87%D8%8C-tuned-liquid-damper">میراگر مایع تنظیم شده، Tuned Liquid Damper</a></div><div class="field-item even"><a href="/pedia/tag/4669/%D9%85%DB%8C%D8%B1%D8%A7%DA%AF%D8%B1-%D8%AC%D8%B1%D9%85%DB%8C-%D8%AA%D9%86%D8%B8%DB%8C%D9%85-%D8%B4%D9%88%D9%86%D8%AF%D9%87%D8%8C-tuned-mass-damper">میراگر جرمی تنظیم شونده، Tuned Mass Damper</a></div><div class="field-item odd"><a href="/pedia/tag/4796/%D9%85%DB%8C%D8%B1%D8%A7%DA%AF%D8%B1%D9%87%D8%A7%DB%8C-%D9%84%D8%B1%D8%B2%D9%87%E2%80%8C-%D8%A7%DB%8C%D8%8C-seismic-dampers">میراگرهای لرزه‌ ای، Seismic Dampers</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: 40</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-25225"> <div class="up-score clear-block"> <a href="/vote/node/25225/1/vote/thumbs/zett-nNPrdGrhR3WSafEBV0BRTWfruZiiFPzpRFj69k/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/25225/-1/vote/thumbs/gvds7jc2bcvDWFyphitllZiLOeovZpNtBYEPMNM40go/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>1</strong></p> </div> </div></div></div> Wed, 09 Nov 2022 07:02:53 +0000 s. asadi 25225 at https://civil808.com https://civil808.com/question/25225/%D9%85%DB%8C%D8%B1%D8%A7%DA%AF%D8%B1-%D9%BE%DB%8C%D8%B3%D8%AA%D9%88%D9%86%DB%8C#comments مشکل دوره تناوب زیاد https://civil808.com/question/25200/%D9%85%D8%B4%DA%A9%D9%84-%D8%AF%D9%88%D8%B1%D9%87-%D8%AA%D9%86%D8%A7%D9%88%D8%A8-%D8%B2%DB%8C%D8%A7%D8%AF <div class="field field-name-title field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><h2>مشکل دوره تناوب زیاد</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">11 مهر 1401 - 17:43</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="مشکل دوره تناوب زیاد - 808 شبکه اجتماعی مهندسان" addthis:url="https://civil808.com/question/25200/%D9%85%D8%B4%DA%A9%D9%84-%D8%AF%D9%88%D8%B1%D9%87-%D8%AA%D9%86%D8%A7%D9%88%D8%A8-%D8%B2%DB%8C%D8%A7%D8%AF"><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/52669/arefkakoli"><img src="https://civil808.com/sites/default/files/pictures/default.png" alt="عکس‌های arefkakoli" title="عکس‌های arefkakoli" /></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 و احترام بنده سازه 9 طبقه با دیواربرشی طراحی کردم برای کنترل زمان تناوب تحلیلی مشکلی وجود دارد 4مود(mode) اول مقدار پریود بسیار زیاد می باشد مثلا 6300000 هیچگونه وارنینگ و اروری نیز نمیدهد .مشکل گویا در طبقه بام هست چون طبقه بام را که حذف کردم پریود مناسب بدست آمد... جالب این است سقف دال است و وقتی سقف بام را تغییر به تیرچه میکنم مشکل پریود حل میشود! ممنون اگر پاسخگو باشید</div></div></div><div class="field field-name-author field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even">arefkakoli</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"><span class="file"><img class="file-icon" alt="Image icon" title="image/png" src="/modules/file/icons/image-x-generic.png" /> <a href="https://civil808.com/sites/default/files/1_80.png" type="image/png; length=24912">1.png</a></span></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: 35</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-25200"> <div class="up-score clear-block"> <a href="/vote/node/25200/1/vote/thumbs/lnFvfTi7SMk-pE6YQhKlVowWmMLpuq2hRo_qqq2XT18/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/25200/-1/vote/thumbs/uejH5CLvNWEq1yBARomMwskuUWrERLRuaEKApHlrV3o/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>3</strong></p> </div> </div></div></div> Mon, 03 Oct 2022 14:13:53 +0000 arefkakoli 25200 at https://civil808.com https://civil808.com/question/25200/%D9%85%D8%B4%DA%A9%D9%84-%D8%AF%D9%88%D8%B1%D9%87-%D8%AA%D9%86%D8%A7%D9%88%D8%A8-%D8%B2%DB%8C%D8%A7%D8%AF#comments مقاله تحلیلی: طراحی لرزه‌ای سازه‌های غیر ساختمانی https://civil808.com/article/15118/%D9%85%D9%82%D8%A7%D9%84%D9%87-%D8%AA%D8%AD%D9%84%DB%8C%D9%84%DB%8C-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D9%84%D8%B1%D8%B2%D9%87%E2%80%8C%D8%A7%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87%E2%80%8C%D9%87%D8%A7%DB%8C-%D8%BA%DB%8C%D8%B1-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86%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"><h3>مقدمه‌ای بر طراحی در آیین نامه ASCE 7-16</h3><p>موضوع این آیین نامه بارهای طراحی حداقل و معیارهای مرتبط با ساختمان‌ها و دیگر سازه‌ها است. در این مقاله طراحی لرزه‌ای سازه‌های دیگر که معمولاً به عنوان سازه‌های غیر ساختمانی شناخته می‌شوند، معرفی می‌گردد.</p><h3>انواع سازه‌های غیر ساختمانی</h3><p>طراحی لرزه ای سازه‌های غیر ساختمانی به دو دسته مختلف تقسیم می‌شود: طراحی لرزه‌ای مشابه ساختمان‌ها و طراحی لرزه‌ای غیرمشابه به ساختمان‌ها.</p><p>سازه‌های غیر ساختمانی مشابه ساختمان‌ها به گونه‌ای طراحی و ساخته می‌شوند که سیستم سازه‌ای آن‌ها مشابه ساختمان‌ها باشد. سازه‌های غیر ساختمانی مشابه ساختمان‌ها، واکنشی دینامیکی مشابه ساختمان‌ها دارند. یک سازه معمول غیر ساختمانی مشابه ساختمان‌ها در شکل 1 نشان داده شده است.</p><p><img 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" alt=""/></p><p>در بخش 15.5 از ASCE 7-16، الزامات ویژه‌ای برای سازه‌های خاص غیر ساختمانی که مشابه ساختمان‌ها هستند، ارائه شده است:</p><ul><li>پایپ راک‌ها (15.5.2)</li><li>قفسه‌های ذخیره سازی (15.5.3)</li><li>تأسیسات تولید انرژی الکتریکی (15.5.4)</li><li>برج‌های سازه‌ای مخازن (15.5.5)</li><li>اسکله‌ها و لنگرگاه‌ها (15.5.6)</li></ul><p>علاوه بر این در بخش 11.1.3 اجازه داده شده است که ساختمان‌های صنعتی به عنوان سازه‌های غیر ساختمانی در نظر گرفته شوند و طراحی لرزه‌ای آن‌ها با توجه به شرایط خاص آن‌ها صورت بگیرد. بسیاری از ساختمان‌های صنعتی به دلیل شکل هندسی و سیستم قاب بندی آن‌ها، متفاوت از سازه‌های معمول در نظر گرفته می‌شوند. این ساختمان‌ها در فصل 12 مورد بررسی قرار گرفته‌اند. محدودیت این ساختمان‌ها در مورد اشغال و سکونت، سبب شده که خطرهای مرتبط با عملکرد این سازه‌ها در رویدادهای لرزه‌ای کاهش یابد؛ بنابراین، زمانی که استفاده از این ساختمان‌ها به نگه داری و عملیات نظارتی محدود می‌شود، ممکن است بتوان این سازه‌ها را طبق ضوابط مندرج در بخش 15.5 (سازه‌های غیر ساختمانی مشابه ساختمان‌ها) طراحی کرد. نمونه‌ای از این سازه‌ها، ساختمان‌های دیگ بخار، آشیانه هواپیما، کارخانه فولاد، تأسیسات ذوب آلومینیوم و دیگر تأسیسات تولید کننده اتوماتیک هستند.</p><p>سازه‌های غیر ساختمانی که مشابه ساختمان‌های نیستند، به گونه‌ای طراحی و ساخته می‌شوند که سیستم سازه‌ای آن‌ها بسیار متفاوت از سیستم مشابه در ساختمان‌ها خواهد بود. پاسخ دینامیکی در این قبیل از سازه‌ها نیز شباهتی به پاسخ دینامیکی در ساختمان‌ها ندارد.</p><p><img 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" alt=""/></p><p>یک سازه معمول غیر ساختمانی که شباهتی به ساختمان‌ها ندارد در شکل 2 نشان داده شده است. در بخش‌های 15.6 و 15.7 ضوابط ویژه‌ای برای این قبیل سازه‌های خاص ارائه شده است:</p><ul><li>سازه‌های نگه دارنده خاک (15.6.1)</li><li>دود گیرها و دودکش‌ها (15.6.2)</li><li>سازه‌های تفریحی (15.6.3)</li><li>سازه‌های هیدرولیکی خاص (15.6.4)</li><li>سیستم‌های مهار ثانویه (15.6.5)</li><li>برج‌های مخابراتی (15.6.6)</li><li>سازه‌های نگه دارنده ساخته شده از لوله‌های فولادی برای توربین‌های بادی ساخته شده در سواحل (15.6.7)</li><li>دیوارها یا پرچین‌های طره‌ای که توسط زمین پشتیبانی می‌شوند (15.6.8)</li><li>مخازن (15.7)</li></ul><h3>ملاحظات متفاوت در طراحی لرزه‌ای سازه‌های غیر ساختمانی</h3><p>تفاوت اصلی بین سازه‌های ساختمانی و سازه‌های غیر ساختمانی در موارد استفاده از این سازه‌ها است. همان طور که در بالا گفته شد، محدودیت استفاده از سازه‌های غیر ساختمانی سبب کاهش خطرات مرتبط با عملکرد آن‌ها در رویدادهای لرزه‌ای می‌شود. سازه‌های غیر ساختمانی برای مقابله با نیروهای لرزه‌ای بزرگ‌تری طراحی می‌شوند، چرا که سازه‌های غیر ساختمانی المان‌هایی (دیافراگم‌ها، المان‌های غیر سازه‌ای) را که معمولاً سبب افزایش میرایی و شکل پذیری در ساختمان‌های می‌شود، در بر نمی‌گیرد. به همین دلیل، بخش 15.4.4 اجازه می‌دهد که دوره تناوب اصلی سازه‌های غیر ساختمانی با استفاده از مشخصات سازه‌ای و خصوصیات تغییر شکل این سیستم‌های سازه‌ای و بدون در نظر گرفتن محدودیت‌های بخش 12.8.2 محاسبه شود.</p><h3>تعیین پارامترهای اصلی لرزه‌ای</h3><p>پارامترهای لرزه‌ای که در طراحی سازه‌های غیر ساختمانی استفاده می‌شوند، مشابه همین پارامترها در طراحی ساختمان‌ها (با چند مورد استثناء) هستند. این پارامترها در ادامه مورد بحث قرار خواهند گرفت.</p><h3>دوره بازگشت، خطر و MCER</h3><p>ASCE 7-16 از بیشترین مقدار مجاز ممکن برای لحاظ کردن حرکات زمین (MCER) استفاده می‌کند. MCER از شکل‌های مختلفی از منحنی‌های خطر برای تنظیم خطر یکنواخت حرکت زمین (2 درصد در 50 سال) استفاده می‌کند، به طوری که انتظار می‌رود این روش منتج به یک فرکانس یکنواخت سالانه برای فرو ریزی یا سطح خطر برای استفاده در طراحی شود. سطح خطر مورد نظر در ASCE 7-16 مطابق با احتمال 1 درصد فرو ریزی در 50 سال است. لحاظ کردن حرکت زمین در طراحی طبق آیین نامه ASCE 7-16 با فرض مقدار دو سوم از MCER صورت می‌گیرد.</p><h3>مقادیر Ss، S1 و TL</h3><p>Ss نشان دهنده MCER، 5 درصد میرایی و طیف پاسخ شتاب در دوره‌های کوتاه (قسمت‌هایی با شتاب ثابت در طیف پاسخ) است. S1 نشان دهنده MCER، 5 درصد میرایی و طیف پاسخ شتاب در یک دوره یک ثانیه‌ای (قسمت‌هایی با سرعت ثابت در طیف پاسخ) است. TL نشان دهنده دوره انتقال طولانی است که قسمتی با سرعت ثابت را از قسمتی با تغییر مکان ثابت در طیف پاسخ جدا می‌کند. TL دارای مقادیر مختلفی از 4 تا 16 ثانیه است. TL اثر قابل توجهی بر شدت نیروی همرفتی و ارتفاع موج نامنظم (sloshing wave height) در تانک‌های ذخیره مایعاتی که بالاتر از سطح زمین قرار دارند، خواهد داشت.</p><h3>انواع خاک</h3><p>شرایط خاک می‌تواند سبب تقویت حرکت لرزه‌ای زمین شود. ASCE 7-16 خاک‌ها در شش دسته مختلف از A تا F قرار می‌دهد. اگر نوع خاک نامشخص باشد، نوع آن باید D فرض شود (بخش 11.4.2 از ASCE 7) که کمترین مقدار Fa برابر با 1.2 در این دسته قرار دارد. در مواقعی که با شرایط زیر روبرو باشیم، لازم است که یک آنالیز ویژه پاسخ در محل انجام شود.</p><ul><li>سازه‌هایی که روی خاک‌های دسته E قرار دارند و Ss بزرگ‌تر از یا مساوی 1 است.</li><li>سازه‌هایی که روی خاک‌های دسته D قرار دارند و S1 بزرگ‌تر از یا مساوی 0.2 است.</li></ul><p>برای اینکه انواع خاک در نظر گرفته شود، Ss و S1 به ترتیب به وسیله Fa و Fv تعدیل می‌شوند. مقادیر Fa و Fv در جدول 1-11.4 و 2-11.4 ارائه شده‌اند.</p><h3>SDS، SD1 و طراحی طیف پاسخ</h3><p>طیف پاسخ طرح با SDS و SD1 تعریف می‌شود و مبتنی بر میرایی 5 درصدی است. مایعات میرایی کمتر و در نتیجه نیروی لرزه‌ای بیشتری دارند. در اغلب سازه‌های غیر ساختمانی، کاربرد SD1 و SDS یکسان است. در تانک‌های ذخیره مایعاتی که بالاتر از سطح زمین قرار دارند، مقادیر طیف پاسخ در قسمتی با سرعت ثابت و قسمتی با تغییر مکان ثابت در عدد 1.5 ضرب می‌شود تا مقدار میرایی به 0.5 درصد تبدیل شود.</p><h3>دسته بندی ریسک</h3><p>دسته بندی ریسک برای سازه‌های غیر ساختمانی در بخش 1.5 و جدول 1-1.5 از ASCE 7-16 مشخص شده است. بر خلاف اغلب ساختمان‌ها، اکثر سازه‌های پتروشیمی در گروه III و IV قرار می‌گیرند، مگر اینکه از ضوابط بخش 1.5.3 برای تعیین دسته مورد نظر استفاده شود. در بسیاری از سازه‌های پتروشیمی مقادیر زیادی از مواد خطرناک نگه داری می‌شود، بنابراین در طراحی آن‌ها به رویکردی محافظه کارانه تر نیاز است. طبقه بندی ریسک بر ضریب اهمیتی که در طراحی سازه استفاده می‌شود و همچنین بعضی از جزئیات و طراحی اثرگذار خواهد بود. از جدول 2-1.5 برای تعیین ضریب اهمیت (IE) طبق گروه مورد نظر در دسته بندی ریسک استفاده می‌شود.</p><h3>دسته بندی طراحی لرزه‌ای</h3><p>در ASCE 7-16، دسته بندی طراحی لرزه‌ای (SDC) تابعی از دسته بندی ریسک و SDS و SD1 است. دسته بندی طراحی لرزه‌ای در جدول‌های 1-11.6 و 2-11.6 برای سازه‌های غیر ساختمانی ارائه شده است.&nbsp;</p><p>SDC موجب نیاز به الزامات خاصی به خصوص در مورد فونداسیون‌ها می‌شود. ASCE 7-16 یک استثنا برای تعیین SDC دارد. این استثنا در صورتی که سازه تابعی از SDS باشد و همچنین معیارهای بخش 11.6 رعایت شده باشد، اجازه می‌دهد که SDC از جدول 1-11.6 آیین نامه ASCE 7-16 تعیین شود. از این استثنا فقط می‌توان برای سازه‌های غیر ساختمانی مشابه ساختمان‌ها استفاده کرد.</p><h3>R، Ωo و Cd</h3><p>&nbsp;این مقادیر برای سازه‌های ساختمانی در جدول 1-12.2، برای سازه‌های غیر ساختمانی مشابه ساختمان‌ها در جدول 1-15.4 و برای سازه‌های غیر ساختمانی غیرمشابه به ساختمان‌ها در جدول 2- 15.4 ارائه شده است. بخش 15.4.1 از فصل 15 این اجازه را می‌دهد که سیستم‌های مندرج در جدول 1-12.2 یا 1-15.4 برای سازه‌های غیر ساختمانی مشابه ساختمان‌ها انتخاب شوند.</p><h3>ضریب اصلاح پاسخ (R)</h3><p>ضریب اصلاح پاسخ نشان دهنده ظرفیت کلی تغییر شکل و اضافه مقاومت ذاتی المان‌های سازه‌ای است. بارهای لرزه‌ای طراحی به واسطه R کاهش می‌یابند. کاهش سطح مقاومت منجر به رفتار خطی و جذب انرژی در تغییر مکان بیشتر از تسلیم اولیه می‌شود؛ به عبارت دیگر، آسیب و نه فرو ریزش مجاز اعلام می‌شود.</p><p>بسیاری از سازه‌های غیر ساختمانی با استفاده از روش مبتنی بر طراحی تنش مجاز (ASD) طراحی می‌شوند. در بسیاری از استانداردهای ASD، Rw به جای R استفاده می‌شود. در این موارد Rw برابر با 1.4 R است.</p><h3>ضریب اضافه مقاومت Ωo</h3><p>بار لرزه‌ای به همراه ضریب اضافه مقاومت برای لحاظ شرایطی همچون شکست یک المان ترد و شکننده استفاده می‌شود که موجب از دست رفتن کامل مقاومت سیستم در برابر نیروهای لرزه‌ای یا بی‌ثباتی و فروپاشی خواهد شد. ترکیب خاصی از بار لرزه‌ای (اثر بار لرزه‌ای که شامل ضریب اضافه مقاومت می‌شود) در بخش 12.4.3 از ASCE 7-16 مشخص شده است. اسناد متعددی از جمله 2016 IBC، ASCE 7-16، ضوابط لرزه‌ای 2016 AISC و ACI 318-14 به تعریف المان‌هایی می‌پردازند که باید با ترکیب خاصی از بار لرزه‌ای طراحی شوند. این المان‌ها به طرحی نیاز دارند که با استفاده از ترکیبات خاصی از بار لرزه‌ای تهیه شوند و همچنین لازم است که این ترکیبات خاص برای طراحی سازه‌های غیر ساختمانی مشابه ساختمان‌ها نیز استفاده شوند. در سازه‌های غیر ساختمانی که مشابه ساختمان‌ها نیستند، تعداد اندکی از المان‌ها که به پوسته تانک‌ها و منابع ذخیره متصل هستند نیاز به لحاظ کردن ضریب اضافه مقاومت در طراحی دارند.</p><h3>ضریب بزرگنمایی تغییر شکل، Cd</h3><p>تغییر شکل الاستیک با استفاده از نیروهای لرزه‌ای کاهش یافته (1/R) محاسبه می‌شود و سپس در ضریب بزرگنمایی تغییر شکل ضرب می‌شود تا تغییر شکلی که انتظار می‌رود در پاسخ به حرکت منظور شده زمین در طراحی حاصل شود. توجه داشته باشید که نیروهای طراحی کاهش یافته در سطح مقاومت هستند. همان‌طور که در بالا گفته شد، بسیاری از سازه‌های غیر ساختمانی که شبیه به ساختمان‌ها نیستند، به روش ASD طراحی می‌شوند؛ بنابراین هر گونه تغییر شکل الاستیک مبتنی بر بارهای سطح ASD، باید با استفاده از ضریب 1.4 علاوه بر Cd افزایش یابد.</p><h3>ضریب افزونگی (ρ)</h3><p>ضریب افزونگی ضریبی است که برای جبران در سازه‌هایی استفاده می‌شود که فاقد چندین مسیر بار در سیستم‌های مقاوم جانبی هستند. قوانین و استثنائات مربوطه در بخش 12.3.4 درج شده‌اند. مقدار این ضریب بین 1 تا 1.3 است. این ضریب برای همه سازه‌های دسته B و C در SDC و سازه‌های دیگر که در بخش 12.3.4.1 اشاره شده، برابر با یک است. در پایپ راک‌های معمولی این ضریب معمولاً 1 یا 1.3 در راستای طولی (قاب مهاربندی شده) و 1.3 در راستای عرضی (قاب خمشی) در دسته D تا F از SDC می‌باشد. برای سازه‌های غیر ساختمانی که مشابه ساختمان‌ها نیستند، این مقدار برابر با 1 است (به جز موارد لیست شده در بخش‌های 15.6 و 12.3.4.1 در ASCE 7-10).</p><p><a href="http://www.structuremag.org/?p=11265" 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&nbsp;<span style="box-sizing: border-box; text-align: right; font-family: irans, sans-serif; font-size: 13px;">۱۰۰۰&nbsp;</span>تومان می توانند اقدام به دریافت این فایل کنند.</p></blockquote></div></div></div> Thu, 09 Jun 2022 07:06:41 +0000 baharehbl328 15118 at https://civil808.com https://civil808.com/article/15118/%D9%85%D9%82%D8%A7%D9%84%D9%87-%D8%AA%D8%AD%D9%84%DB%8C%D9%84%DB%8C-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D9%84%D8%B1%D8%B2%D9%87%E2%80%8C%D8%A7%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87%E2%80%8C%D9%87%D8%A7%DB%8C-%D8%BA%DB%8C%D8%B1-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86%DB%8C#comments مقاله تحلیلی:‌ طراحی لرزه‌ای دیوار حائل https://civil808.com/article/17376/%D9%85%D9%82%D8%A7%D9%84%D9%87-%D8%AA%D8%AD%D9%84%DB%8C%D9%84%DB%8C%E2%80%8C-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D9%84%D8%B1%D8%B2%D9%87%E2%80%8C%D8%A7%DB%8C-%D8%AF%DB%8C%D9%88%D8%A7%D8%B1-%D8%AD%D8%A7%D8%A6%D9%84 <div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even"><p>طراحی لرزه‌ای دیوار حائل مسئله‌ی پیچیده‌ای است. بدین منظور باید فرضیاتی مبتنی بر استاتیک و حساب دیفرانسیل در نظر گرفته شود تا بتوان مسائل نامعین را حل کرد.</p><p>محاسبه‌ی هر گونه فشار استاتیکی و دینامیکی وارد بر دیوار حائل، مستلزم بررسی بیشتر است. گزارش‌های سایت تنها حداکثر شتاب زمین را در اختیار قرار می‌دهند. استفاده از این اطلاعات بستگی به تصمیم طراح دارد.</p><h3>&nbsp;طراحی لرزه‌ای دیوار حائل چه زمانی مورد نیاز است؟</h3><p>آیین‌نامه ‌یا استانداردی که طراح از آن پیروی می‌کند نقش مهمی در تصمیم‌گیری دارد چه طراحی لرزه‌ای دیوار حائل نیاز باشد، چه نباشد.</p><p>بدین دلیل، صرف‌نظر از دیوارهای ساحلی که روانگرایی محتمل است و دیوارهایی که به‌طور نامطلوب برای بارهای استاتیکی طراحی شدند، اگر دیوار به‌خوبی طراحی شود،‌ احتمال آسیب یا تخریب دیوار حائل تقریباً از بین می‌رود.</p><p>علاوه بر این، چون دیوارهای حائل در فضای مسکونی قرار ندارند، جان افراد را به خطر نمی‌اندازند. اگر دیوارهای حائل نقش تکیه‌گاه ساختمان‌ها را داشته باشند، بحث ایمنی مطرح می‌شود.</p><p>هرچند در بخش 1613 از آیین‌نامه‌ی بین‌المللی ساختمان 2009 (IBC)‌ گفته شده که هر سازه و بخش وابسته به آن (شامل اعضای غیر سازه‌ای که به‌طور دائمی به سازه متصل هستند)، تکیه‌گاه‌ها و اتصالات، باید به‌گونه‌ای طراحی و ساخته شوند که بتوانند در برابر اثرات ناشی از حرکات زلزله مطابق با ASCE 7 مقاومت کنند. بدیهی است که طبق این بخش تمام سازه‌ها باید در نظر گرفتن بارهای زلزله طراحی شوند.</p><h3>آنالیز فشار زمین به روش مونونوب- اوكابه</h3><p>معادله‌ی Mononobe-Okabe اصلاح شده‌ی معادله‌ی کولمب است که در ان نیروهای لرزه‌ای لحاظ می‌شوند. این فرمول در محاسبه‌ی فشار جانبی زمین که بر دیوارهای حائل وارد می‌شود، کاربرد دارد. از این فرمول نمی‌توان برای محاسبه‌ی نیروی داخلی خاک پرکننده‌ی اثرگذار بر دیوارهای حائل حین زلزله استفاده کرد.</p><p>فرمول مونونوب- اوكابه مشکل معادله‌ی کولمب را با در نظر گرفتن شتاب افقی و عمودی زمین و ارائه‌ی ضرایب لرزه‌ای برای فشار غیرفعال خاک (<em>K<sub>PE</sub></em>) و فشار محرک آن (<em>K<sub>AE</sub></em>) حل می‌کند.</p><p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAe0AAABZCAYAAAATmHwsAAAUM0lEQVR4Ae3d63ErxRYFYFIgBlIgB0IgBlIgAzIgAyLgP1UkQAJkQA7n1ufLqrtP35Ety7I0I61dNadf+9WrR72mR7bPN18qRaAIFIEiUASKwCEQ+OYQWTbJIlAEikARKAJF4EtJuzdBESgCRaAIFIGDIFDSPshCNc0iUASKQBEoAiXt3gNFoAgUgSJQBA6CQEn7IAvVNItAESgCRaAIlLR7DxSBIlAEikAROAgCJe2DLFTTLAJFoAgUgSJQ0u49UASKQBEoAkXgIAiUtA+yUE2zCBSBIlAEikBJu/dAESgCRaAIFIGDIFDSPshCNc0iUASKQBEoAiXt3gNFoAgUgSJQBA6CQEn7IAvVNItAESgCRaAIlLR7DxSBIlAEikAROAgCJe2DLFTTfC4E/v777y+//fbbc026sy0CReBNBErab0JUhSJwewR++umnL3/++eftAzdiESgCu0agpL3r5WlyH0Hgn3/++fL7779/+eWXXw51apU30q4UgSJQBFYEStorIm0/DAJOqt9+++0LaSvXkytyvOYraP49IPz1118XY+ghQ15ejxPlmvfFzmtYBIrA4REoaR9+CZ9zAsg2xHYKgUl4Tq5TH7H++OOPX/Wd8pN+9qdInv/vv//+y88///zyoBCbc8q8DWC75R9pG6sUgSJQBEravQcOiYATrRPpW0IH4SHpeWJF2OfYT//sf/jhh9n1UtfvJB9/yPvc07bc+DQfdq4t+fXXXzcJfUu3fUWgCDwuAiXtx13bh5gZIkRY83vpWc84knQSNjYJM4ToJGyMGEfaq8Q+r6ijH71TpM3X1P3uu+/OOsGLR5dkHnxtnbaNRzf5tCwCReD5EChpP9+aH2rGSMzlROo0SxBxXhcb045e2vRCwgjVhXRJ2i+Nf/9BlPn+22kXyYc8lWz0Ic7Y80+++eabl7H0J09jsc1YSrbyyTw8mCDmvCr/N62vilOn8K+U2igCReChEShpP/TyHn9ySA0Rh+TMSB9yi0RHOySZsa0yxJkxZIloc0Jfx+Nzi7TZIO3Y0JFvJLYZT5n5yD2nbDavkbaHk0oRKALPjUBJ+7nXf9ezz8kY8TnhhlSdOBFdRDu6CFN9jkcvZYgzbfohRHbTX3SUUy/9ax8/+s4RxC1WiJuN/M13S/p6fAuV9hWB50JgV6Rtw3NqcWXj2+p7riV63tnm1Ipk50k4r6Pz3fN8Ha2OBE8RHzTX77S12YXM3XNia09ZCTpjsY1d+s8p2SBusVLfsvMwUdLeQqZ9ReC5ENgVaduYbMi+34uo26xC4ulv+fgIINMQ6Vx/90TaTquToBH5fHV+CiUEOU/jfOS+Ezf1ab/GyljyPCdubFKK6yHDPOc8Mp5SPq+NR69lEXgmBHxufC6vIfYU/k6JOB7m7y27Im2bH9LOZmqTAlLa9war8R8HAfeaV9H3vrfOIXqbCWKvFIEi8DUCDnTXIlKE/ZovpO1h/96yK9J2mgBKnmjO2dDuDWDjHxcBhL3306vPQt4qHBfpZl4EPgcBnw0HvWuIveCtk3ZJe0HayccCuD7z+zvAJ86pshvlsjhtFoEiUAR2iACuuOThez1Vr6S9tk29pL3cAH6gB1B5etobcZ4i+Pb/90GrOBSHR7sHli2qzR0i8NZr7VMprwfDlaS13c/z9L3anPL9mf3Xea9whQzzfbbXgcQTzfoklDBeo0/wvObc2iyi37IIFIEiUAQeEwGHu3kCRrIrH0wuUTfOJnwDGX4mQQctutGbvGNcO7Gin9LYqp+xj5S7Ie2ViD3lOHmvPygEvLxGnxO3EHxE5iKmL6WxAH2q3NspP7m3LAJF4HMQsLfktNXP/+dg/FleX9vvZ0zr6yIIOnXtkLb7ICQ9+9UnCdOZ/DFt+NZeY/DxUdkNaftdVdcUgExQjeXpyNgUYAIpv34zx1ovAkWgCLyFgA02f+xm3V/esu34fRE4l7StcYgWZ8wTeEgb56wPbeGhSdqZ8cpTbNMX4o7uNcqvme8aHi/wMYEMOJm403YApJfTtA9X+gGThVD2p84vWISaFIEnR8B+Yi/xds/bvMpxEMANl8j61jU+Jp+oRyZXRcc9g8zTDrGnz/g15X/ZXNPrJ/jKd94BRhnSRuT5kAE1/Z+QRl0+AQLzg9x76TEX/NQa22f8Trzy2pvtYyLZWd0agUOQtidfJ+ucwoHkQ5dT96zT1a4UgUsRcP9c+uR+bkxvkOYDaOu3/8l7a2Wt82CGpLP2s//cNa1eEbgFAocgbR8gm5qSIO9scl6Fp54yp+5bANgYj4dANu7PnFnu5c+MUd9vI2AdQtpKD2u5etJ+G79q3B6BQ5D27WFpxGdG4Bak3QfLfdxhk7T3kVGzKAKvI1DSfh2fjj4hArcg7c9+/f6Ey3bRlEvaF8FWozsiUNK+I/gNvU8EPpu08xp2n7N/rqxK2s+13o8w25L2I6xi53BVBEraV4Xzqs7y/fO1nJa0r4Vk/dwKgZL2rZBunMMgcAvSnr8JcRhg7pwowr72zwKUtO+8qA3/bgRK2u+GrAaPjsAtSPvaJ8ZHXxPz8/vT1/6J7pL2M9w5jzXHkvZjrWdncwUEPpu0/RDaa6T9kR9SQ2rnEpu/cyDWufqgpXurtwRiTazeGxfG037r1ihpb6HSvj0jUNLe8+o0t7sgcBTSRkoh3BDU/FvKr4FHf/6dbX/vYP3Pebbs30Pa7yXZGU9+/gAN0s2fhZzjb9XFZseenz/++GPzQamk/RaSHd8bAiXtva1I87k7Arcg7RBkTpPIJYSoTkLEdPVpR5BS/sa+E3NyRlDpn7qppxQrBM9XYiSv6CUHMaITMla68p/08BlZX2XHD135Td3YzBLh0iXmlvrUea0Oh8TwcKIuh+Qe25J2kGh5FARK2jtbKZvLurHsLMVdpROCu2ZSIcBr+py+EFoEuWgjFnNBjv6yH0Eyxv3wFZ30I88QLj356kOGyI2vKcZXEYvPmYt7b7b5Ep+uUj5yiT+56pfL7JfHvIe1c+plG/s1p7TFjX5iZ+yckr0Y4ipnLnKdDybGzatSBI6CQEl7ZytlU+kmct6i2Ixt6tcWG/ln+E2e/EfUEaU1z7qHnOlMUkn/Sorxl5y1EbC2axIgn/oQLknsl8aXL1/9dDZyY0tXzJxWE49NcpJ7+vmkG+Ej7Zx6jWX9kqeSH/H40uaL/SqnbKdfOsEi9vrMJWI8uKevZRHYMwIl7Tuvjg0jG9p6gvpoanxng56ni4/6PddezGvGdYJyRdZTU/pfK0M8ySvYT5sQxuy7Zp3/iDVCIsgs5BEipDNJJf0ht/hgi4zMxbzYqNNzraSdcfYwDIEnXvzyAW+++eBbjjP/5DT75zhfOfnnBBz//CbHlPykTm/WY6c8ZWtsPois9vEfX3LVVykCR0GgpH2nlbKB2QhtGl4xZsNVviU2z0lep/RtqDYwm6bN66NicwvZveULESGEc+YTX+a05V8fnMwDVjkpnYNBfCvlwp4v2CArc4LRjGv8FF6n5qP/1NjMQX36lo92iNfc5Cav5GtcOzkjLFck9imDT8bNZ4pX2Xnlnnsv41NXzNw70cvJV24zV7HpsFnXXd7GY/vWwxa/4ubenWuTPF8rzcH8Zk7RX7GjK+dKETgKAiXtO60Uws4JxyY2N+G3UrKp2ZDekvgUZ93I37LdGrfBnUOUNnSb5nvl1AYKn/gzJ+1LRO7xY6MOPmu+8ljxpa/ftSX0V5stPX0zfzmwSy7iaCvllbH000Ni0wc9BBe7NW58p5+9e4I+20j8pD31xCfJl25yUqZf3b02Y2rnXleecw+xp/tewpajh4eZT+ajhNv0eeqemzatF4E9IVDSvnA1bDw2qLnp2QzWPu5XXRsK0o7YcLOppS9lNsdsdGln49FODnRSj72N2aYpryna8amMv+gkztRhQ2/OM/Vpb2Nc4/Ebn6mvuW5toHSc1KJrLiHe5PqeUoxJKLGdOdOBW8Tc2IhtbEvoT5stnfSd8pHxc0r5ZB5bWJ/jY+qYo/twruMcf2+dr9w777X9iL6Yp/C1fsEsMeheA7/4a1kEPhuBkvY7Ebap+aAjXVc2apuBJ3xjeU3Itc2Lntd9yIcgnZCEDcPY1sZhk4lPtnTECYmp8y0mf/zQj4jtkiMdIn96ruSvnJt1cmaTuPynbmMUxzzosHdFZg7pi09x5aPkR1zzCg4eXtSz4WvTjY48gnl8K/NAEL2UIfvMW77yg+0UWMYvndSnDp/GpiSOvFxpT521/pGHjulLrMxv9l9Sh8e8By7xsdrA9NbivoHLKrk/1n7ruaW/6rVdBPaCQEn7nSuRzZmZDcJmp0QE2UBDlHRs0CGAnKYRHCKyYbiQ4ZbQZ28zjS29EGQ2IrHlEGKKL3FzZQPlJ8RDn23GYiemOfDPnm8S0lbXbw6EnzmHWTfOP116xHh8KoODXIKL+ATe5jt1tjZZMaIzy8xNn5xJdF8a//7DZ8an7qpjbEpiyXHmOXXWeuLAodf9MLAu1m/rflrXrO0isBcEttliL9ntMA+bbMgn6dmEQzL6bASIAenRRTzIKKQ+fSB946uwc/HNNidDG8zUn7HFnHmsPrXpuyKIZt20QmAhoejKO7p8TAIzFpl1ffRm/tMuNtGL//RPW/jB4hKZOcllzUFfcDGW+owlt9Uu4/S3bDKeMg9CaR+5hMe13hrcCwfrud5z98qlcYvAOQj8b6c9R7s6LycjG/w8reVE7MMfgka4CNSY/kmOiIe9S3/IfMIrBl/ZGEMISv0hZ5sOXaLfeMamv9QTM7nmVB0f9BAcPTrqTsNyVNdH5jyjl7H5gEI3JMin/IzDZZ331gZqLi75sZt5viRy5j9O8WLGT/CMubZxknwzpjQ3c846Wt8p7Fefczx1fs7Ri/6eS+uyruGe893Kbeue29JrXxHYCwIl7XeuhE3fB90Gno1bqa3fRpZ+JKXPNTfqvBJmk9fEaxo2d4S6xhJff+yMR8QzlvjpX0u5sOMrucQfXXMw7gqRZS5KknF20VcSOrHTNhf6+uUmx/h5Mfj3H/YzD93RZyPfS2XiuRVbfsFNfa6XmJlvyjVPPrf8rvnK4zW94LnafUY762aumftrceRt/lnb1+Zxys/WGp/S/Wj/1md19Wk+1qRSBI6CQEn7KCt1sDxthiux7XUKSGgSkNxX0r5W7gjiNZJAnufgRu+jOeatgTcYr+Vk7jCKHrspTtsh8tm/VTe3cx4QEO5bOW35Tx/7vJnxwCe/rYeTknYQa3kUBEraR1mpA+ZpozyHgO45NWS9ksNnkjZMEg955Q2NkoidNxbq9LURT7CMXXBLmz4Cja+Mx1/aKeOTzSTSLX1EHR1xkkt8GVvt6IiReeSkrt+lH7nSkXP809MfiR96cj3nYYXv4MwudTkmDv9TL/FaFoE9I1DS3vPqNLe7IGAjP4cYLkmO3xCIOkJBUL5zJ/rETx1ZhtiS00pqyVc/feWU+Jt9yMsDAbJEhFNWffnKT79r/lDftONz+qIrZ3HUjcmPP8Rp7vq108+f/gi9zIl/p2ck/pbIF270Jx76Zjvx3/LX8SKwFwRK2ntZieaxGwRCNp+REBLLSQ+JIRXEiUwIAhN/rbMLac9TKQLjg/AXW2111yRc+kgLARLx+HtNX1w6dNkm3ovR+GclxJAme7aJkfqckzz1m0Nyo583DepiBwPzyPxmSc8Y4o+v2BiDfearnbjqlSJwBARK2kdYpeZ4UwRs5HOjv2bw6RcJIRFk5TRJ1MVf6+xim/HohOSQEZ08FPDlQrKpG6MjNlEPiUVnSz+xkWFsXxyMf9hHTzfCJTPGJEn90U//6sM48pd38lJ3Jd9ZijfJne3Ey/hsJ+5Lov2nCBwAgZL2ARapKd4WARt5yOTakSdhiIGskVH6kaKTcU6LqdNLHUkbJ8qcpJEkvZB4co/vtBFZbOIzY8pVPzHkGYKf+qmLz3eEHzZyMld+vFqPD7GNxb86Mp6vxzMnfebF36mHhsSlN+c3cxJr4iNHpF8pAkdBoKR9lJVqnjdDwEZ+C9I2oZwSMzmkog95zXr00j/zo+dVcPzFV0rjq9BPnHXslP5W/7SdZKs/p+HYre05p9TZIXW6keSZuaf/VGn9xGQXXKKbh4e0S9pBouVREChpH2WlmufNEPhM0p5k+5EJOW3m9fNH/FzDFpmuZPgRv/wh7pVwz/XplL0lMFtP6SXtLaTat2cEStp7Xp3mdhcErkXaSAf5TKK4FmkD5lJSuzaoSNZ1bblkfvLIyX7NZ8tfSXtFqe29I1DS3vsKNb+bI3At0s4rXye/kBrflf0gUNLez1o0k/MQKGmfh1O1ngiBa5F2IPNdb07Y6/e+0Wl5HwRK2vfBvVEvR6CkfTl2tXxQBK5N2l7LOm0rQ94PCt3hplXSPtySPX3CJe2nvwUKwIrAtUmbf79mNE/ca8y274NASfs+uDfq5QiUtC/HrpYPisBnkLbvtJ22e9Le101T0t7XejSbtxEoab+NUTWeDIHPIG0Q+hWt+ZPkTwbrLqdb0t7lsjSpVxAoab8CToeeE4HPIu3nRHPfsy5p73t9mt3/I1DS/n9M2vPkCNjI/blNl1/bqjweAl3jx1vTZ5lRSftZVrrzLAJFoAgUgcMjUNI+/BJ2AkWgCBSBIvAsCJS0n2WlO88iUASKQBE4PAIl7cMvYSdQBIpAESgCz4JASftZVrrzLAJFoAgUgcMjUNI+/BJ2AkWgCBSBIvAsCJS0n2WlO88iUASKQBE4PAIl7cMvYSdQBIpAESgCz4JASftZVrrzLAJFoAgUgcMjUNI+/BJ2AkWgCBSBIvAsCJS0n2WlO88iUASKQBE4PAIl7cMvYSdQBIpAESgCz4JASftZVrrzLAJFoAgUgcMjUNI+/BJ2AkWgCBSBIvAsCPwHbEmLCrFhp5UAAAAASUVORK5CYII=" alt=""/></p><p>مؤلفه‌ی افقی، <em>K<sub>AE</sub>Cosδ</em> است.</p><p>که در آن:</p><p><em>K<sub>AE</sub></em>: ضریب فشار جانبی محرک خاک، استاتیک+ لرزه</p><p>α: شیب دیوار حائل نسبت به افق (برای وجه عمودی 90 درجه استفاده می‌شود)</p><p>β: شیب خاک پرکننده&nbsp;</p><p>δ: زاویه‌ی اصطکاک دیوار</p><p>ϕ: زاویه‌ی اصطکاک داخلی خاک</p><p>θ: زاویه‌ای که تانژانت آن شتاب زمین است و با معادله‌ی زیر محاسبه می‌شود:</p><p><img src="data:image/png;base64,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" alt=""/></p><p>که در آن:</p><p><em>K<sub>h</sub></em>: شتاب افقی زمین است.</p><p>هنگامی که وجه دیوار عمودی باشد و δ نیز برابر با&nbsp; ∅ تقسیم بر دو در نظر گرفته شود، معادله 1 به شکل زیر تبدیل می‌شود:</p><p><img src="data:image/png;base64,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" alt=""/></p><p>نیروی کل (محرک و زلزله)&nbsp; را می‌توان توسط معادله‌ی زیر محاسبه کرد:</p><p><img src="data:image/png;base64,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" alt=""/></p><p>که در آن:</p><p>γ: چگالی خاک</p><p><em>H</em>: ارتفاع دیوار حائل</p><p>علاوه بر این، در صورتی که شتاب زمین برابر با صفر باشد، <em>K<sub>AE</sub></em> تبدیل به معادله‌ی معروف کلمب <em>K<sub>A</sub> </em>می‌شود.</p><p>ضریب فشار غیرفعال زمین KPE به‌صورت زیر بیان می‌شود:</p><p><img src="data:image/png;base64,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" alt=""/></p><p>لازم به ذکر است که ضریب غیرفعال فشار تحت شرایط لرزه‌ای کاهش می‌یابد.</p><p><em>K<sub>AE</sub></em> از دو مؤلفه‌ی استاتیکی و لرزه‌ای تشکیل می‌شود. فرض می‌شود که بخش لرزه‌ای (<em>K<sub>AE</sub></em> - <em>K<sub>A</sub></em>) یک نمودار فشار مثلثی شکل وارونه یا ذوزنقه‌ای با نیروی برآیند اعمال شده در 0.6H باشد. به‌علاوه، (<em>K<sub>A</sub></em>) معروف به توزیع مثلثی اعمال شده در (H/3) است.</p><p>علاوه بر این، موقعیت نیروی برآیند ترکیب شده می‌تواند با استفاده از معادله‌ی زیر به دست آید:</p><p><img src="data:image/png;base64,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" alt=""/></p><p>پیشنهاد می‌شود که جهت نیروی معادله‌ی کولمب برابر∅/2&nbsp; &nbsp; فرض شود (زاویه‌ی اصطکاک در وجه پشتی دیوار). به این صورت، مؤلفه‌ی افقی به‌صورت زیر محاسبه می‌شود:</p><p><img src="data:image/png;base64,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" alt=""/></p><p>ضریب ایمنی برای لغزش و واژگونی هنگام وقوع زلزله 1.1 است.</p><h3>تعیین فشار لرزه‌ای جانبی زمین (Kh)</h3><p>فشار لرزه‌ای جانبی زمین که در مقابل دیوار حائل عمل می‌کند، توسط فرمول Mononobe-Kobe و با استفاده از شتاب افقی زمین (<em>K<sub>h</sub></em>) محاسبه می‌شود.</p><p>این مقدار شتاب طراحی است و در مقایسه با شتاب‌های ممکن، شدت کم‌تری دارد. اگر از مقدار اختیاری (<em>K<sub>h</sub></em>) استفاده نشود، می‌توان یک‌سوم تا یک‌دوم شتاب بیشینه‌ی زمین را برای این کار در نظر گرفت.</p><p>نقطه‌ی شروع، تعیین شتاب بیشینه‌ی زمین طبق آیین‌نامه (مانند آیین‌نامه‌ی بین‌المللی ساختمان (IBC) 2009 و استاندارد آمریکایی انجمن مهندسان عمران) است که هر دو نمودارهای یکسانی دارند.</p><p style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;"><a href="https://theconstructor.org/building/natural-stone-flooring-properties-benefits-drawbacks/558463/" target="_blank" style="box-sizing: border-box; color: #00accc;" 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;">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> Wed, 29 Sep 2021 07:27:22 +0000 Azim_m 17376 at https://civil808.com https://civil808.com/article/17376/%D9%85%D9%82%D8%A7%D9%84%D9%87-%D8%AA%D8%AD%D9%84%DB%8C%D9%84%DB%8C%E2%80%8C-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D9%84%D8%B1%D8%B2%D9%87%E2%80%8C%D8%A7%DB%8C-%D8%AF%DB%8C%D9%88%D8%A7%D8%B1-%D8%AD%D8%A7%D8%A6%D9%84#comments وبینار طراحی لرزه ای پل ها بر مبنای عملکرد مطابق دستور العمل AASHTO https://civil808.com/news/24757/%D9%88%D8%A8%DB%8C%D9%86%D8%A7%D8%B1-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D9%84%D8%B1%D8%B2%D9%87-%D8%A7%DB%8C-%D9%BE%D9%84-%D9%87%D8%A7-%D8%A8%D8%B1-%D9%85%D8%A8%D9%86%D8%A7%DB%8C-%D8%B9%D9%85%D9%84%DA%A9%D8%B1%D8%AF-%D9%85%D8%B7%D8%A7%D8%A8%D9%82-%D8%AF%D8%B3%D8%AA%D9%88%D8%B1-%D8%A7%D9%84%D8%B9%D9%85%D9%84-aashto <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_24757.jpg?itok=bwsauBcz" width="400" height="400" alt="وبینار طراحی لرزه ای پل ها بر مبنای عملکرد مطابق دستور العمل AASHTO" title="وبینار طراحی لرزه ای پل ها بر مبنای عملکرد مطابق دستور العمل AASHTO" 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:&nbsp;</strong>امید افشاریان زاده</p><p><strong>تاریخ برگزاری:</strong> ۷ مرداد ۱۴۰۰</p><p><strong>زمان برگزاری:</strong> ۱۰ تا ۱۲</p><p class="article-links"><strong>برای ثبت نام و شرکت در این وبینار رایگان با این آی دی تلگرام در ارتباط باشید: Afshar599<span style="font-family: Verdana, Arial, Helvetica, sans-serif;">@</span></strong></p></div></div></div> Wed, 28 Jul 2021 05:31:52 +0000 afshar599 24757 at https://civil808.com https://civil808.com/news/24757/%D9%88%D8%A8%DB%8C%D9%86%D8%A7%D8%B1-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D9%84%D8%B1%D8%B2%D9%87-%D8%A7%DB%8C-%D9%BE%D9%84-%D9%87%D8%A7-%D8%A8%D8%B1-%D9%85%D8%A8%D9%86%D8%A7%DB%8C-%D8%B9%D9%85%D9%84%DA%A9%D8%B1%D8%AF-%D9%85%D8%B7%D8%A7%D8%A8%D9%82-%D8%AF%D8%B3%D8%AA%D9%88%D8%B1-%D8%A7%D9%84%D8%B9%D9%85%D9%84-aashto#comments اصول طراحی لرزه‌ای سازه‌های فولادی و کاربرد در نرم‌افزار ETABS https://civil808.com/shop/products/seismic-design/24052/%D8%A7%D8%B5%D9%88%D9%84-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D9%84%D8%B1%D8%B2%D9%87%E2%80%8C%D8%A7%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-%DA%A9%D8%A7%D8%B1%D8%A8%D8%B1%D8%AF-%D8%AF%D8%B1-%D9%86%D8%B1%D9%85%E2%80%8C%D8%A7%D9%81%D8%B2%D8%A7%D8%B1-etabs <div class="product-info model"><span class="product-info-label">مدل:</span> <span class="product-info-value">Seismic design</span></div><div class="field field-name-title field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><h2>اصول طراحی لرزه‌ای سازه‌های فولادی و کاربرد در نرم‌افزار ETABS</h2></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>ناشر: دکتر مهدی علیرضایی</li><li>نویسنده: مهدی علیرضایی، محمدکاظم بحرانی، علی محمدی</li><li>تعداد صفحات: ۴۸۳</li><li>سال چاپ: ۱۳۹۳</li></ul><p>----------------------</p><h4 class="relative_nodes">مطالب مرتبط</h4><ul><li><a href="https://civil808.com/shop/products/drbaji-n/11209/%D9%81%DB%8C%D9%84%D9%85-%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-%D9%87%D8%A7-%D8%AF%D8%B1-etabs-2015-%D8%A8%D8%B1-%D9%85%D8%A8%D9%86%D8%A7%DB%8C-%D9%BE%DB%8C%D9%88%D8%B3%D8%AA-%D8%AF%D9%88%D9%85-%D8%A7%D8%B3%D8%AA%D8%A7%D9%86%D8%AF%D8%A7%D8%B1%D8%AF" target="_blank">فیلم تحلیل غیرخطی سازه ها در ETABS 2015 بر مبنای پیوست دوم استاندارد ۲۸۰۰</a></li><li><a href="https://civil808.com/shop/products/pbd-vije/21736/%D9%BE%DB%8C%D8%B4%D9%86%D9%87%D8%A7%D8%AF-%D9%88%DB%8C%DA%98%D9%87-808-%D8%B4%D9%85%D8%A7%D8%B1%D9%87-11%D9%BE%DA%A9%DB%8C%D8%AC-%D9%81%DB%8C%D9%84%D9%85-%D8%A2%D9%85%D9%88%D8%B2%D8%B4%DB%8C-%D8%AF%D9%88%D8%B1%D9%87-%D8%AC%D8%A7%D9%85%D8%B9-%D8%AA%D8%A6%D9%88%D8%B1%DB%8C-%D9%88-%D9%86%D8%B1%D9%85-%D8%A7%D9%81%D8%B2%D8%A7%D8%B1%DB%8C" target="_blank">پیشنهاد ویژه 808-شماره 11:پکیج فیلم آموزشی دوره جامع تئوری و نرم افزاری اصول محاسبات بهسازی لرزه ای و طراحی عملکردی سازه ها</a></li><li><a href="https://civil808.com/shop/products/kits/baji-betoni-baji-steel-baji-divarboreshi/12792/%D8%A2%D9%85%D9%88%D8%B2%D8%B4-%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D9%88-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D9%84%D8%B1%D8%B2%D9%87-%D8%A7%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87" target="_blank">آموزش تحلیل و طراحی لرزه ای سازه های فولادی و بتنی به روش دستی</a></li><li><a href="https://civil808.com/shop/products/baji-steel/12780/%D8%A2%D9%85%D9%88%D8%B2%D8%B4-%D8%AA%D8%AD%D9%84%DB%8C%D9%84-%D9%88-%D8%B7%D8%B1%D8%A7%D8%AD%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%DB%8C-%D9%81%D9%88%D9%84%D8%A7%D8%AF%DB%8C-%D8%A8%D9%87-%D8%B1%D9%88%D8%B4-%D8%AF%D8%B3%D8%AA%DB%8C" target="_blank">آموزش تحلیل و طراحی لرزه ای سازه های فولادی به روش دستی</a></li></ul> </div></div></div><div class="product-info list-price"><span class="uc-price-label">قیمت:</span> <span class="uc-price">25,000 تومان</span></div><div class="product-info display-price uc-product-24052"><span class="uc-price">25,000 تومان</span></div><div class="field field-name-unavailable field-type-ds field-label-hidden"><div class="field-items"><div class="field-item even"><div id="unavailable">نا موجود</div></div></div></div><div class="add-to-cart"><form action="/taxonomy/term/2976/feed" method="post" id="uc-product-add-to-cart-form-24052" accept-charset="UTF-8"><div><input type="hidden" name="qty" value="1" /> <input type="hidden" name="form_build_id" value="form-och6neSmIwNux03FmAhM86KiwlNHYG4CRBaqqtiWndY" /> <input type="hidden" name="form_id" value="uc_product_add_to_cart_form_24052" /> <div class="form-actions form-wrapper" id="edit-actions"><input class="node-add-to-cart form-submit" type="submit" id="edit-submit-24052" 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">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_24052.jpg?itok=P1CAB-Z1" title="" class="colorbox" rel="uc_image_0"><img src="https://civil808.com/sites/default/files/styles/uc_product/public/field/image/node_24052.jpg?itok=nJ14Ddtb" alt="" 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/2976/%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D9%84%D8%B1%D8%B2%D9%87-%D8%A7%DB%8C-%D8%B3%D8%A7%D8%AE%D8%AA%D9%85%D8%A7%D9%86%D8%8C-seismic-design-buildings">طراحی لرزه ای ساختمان، Seismic Design of Buildings</a></div><div class="field-item odd"><a href="/pedia/tag/2650/%D8%B3%D8%A7%D8%B2%D9%87-%D9%87%D8%A7%DB%8C-%D9%81%D9%88%D9%84%D8%A7%D8%AF%DB%8C%D8%8C-steel-structure">سازه های فولادی، Steel Structure</a></div><div class="field-item even"><a href="/pedia/tag/6918/%D9%86%D8%B1%D9%85-%D8%A7%D9%81%D8%B2%D8%A7%D8%B1-%D8%A7%DB%8C%D8%AA%D8%A8%D8%B2%D8%8C-etabs">نرم افزار ایتبز، ETABS</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>مبنای ضوابط لرزه‌ای ارائه شده در کتاب آیین‌نامه AISC و ویرایش چهارم (۱۳۹۲) مبحث دهم از مقررات ملی ایران می‌باشد. با توجه به حذف روش تنش مجاز از مبحث دهم، سعی شده تاکید اصلی کتاب، بر روی روش حالات حدی باشد و از ذکر ضوابط طراح سازه‌های فولادی به روش تنش مجاز صرف نظر شده است. فصل یکم به کنترل برخی ضوابط لرزه‌ای مهم در سازه‌ها اشاره دارد. در فصل دوم، برخی از خواص مهم فولاد که در طرح لرزه‌ای تعیین‌کننده هستند تشریح شده است. در فصل سوم ضوابط طراح لرزه‌ای قاب‌های مهاربندی شده همگرا، واگرا و مهاربندهای کمانش ناپذیر و در فصل سوم اصول و ضوابط طراح لرزه‌ای قاب‌های خمشی مورد بحث قرار گرفته است. در فصل ششم، ضوابطی که در برنامه ETABS برای طرح سازه‌های فولادی به روش حالات حدی طبق آیین‌نامه AISC۳۶۰-۰۵ کنترل می‌شود، مورد بحث قرار گرفته است. این فصل ترجمه راهنمای برنامه ETABS است. در فصل هفتم نحوه معادل سازی مقاطع عمومی توسط برنامه جانبی Proper تشریح شده و در فصول هفتم تا دهم، به مثال‌هایی از نحوه طراحی و مدلسازی سازه‌های فولادی در محیط برنامه ETABS پرداخته شده است. در این نوشتار از نسخه ۹.۷.۴ برنامه ETABS استفاده شده است. رئوس مطالب بصورت زیر است: کنترل ضوابط لرزه‌ای برای سازه‌ها وارزیابی پاسخ فلسفه طراحی لرزه‌ای سازه‌ها و خواص فولاد طراحی لرزه‌ای قاب‌های مهاربندی شده شکل‌پذیر طراحی لرزه‌ای قاب‌های خمشی طراحی لرزه‌ای دیوار برشی فولادی طراحی به روش حالات حدی توسط AISC۳۶۰-۰۵ و ویرایش چهارم مبحث دهم معادل سازی مقاطع متداول ایرانی برای استفاده در طراحی به روش حالات حدی پروژه طراحی قاب مهاربندی شده همگرا به روش تنش مجاز پروژه طراحی قاب مهاربندی شده همگرای ویژه به روش حالات حدی پروژه طراحی قاب مهاربندی شده واگرا و قاب خمشی ویژه به روش حالات حدی</p> </div></div></div> Tue, 14 Jul 2020 06:03:14 +0000 لعیا زاهدی 24052 at https://civil808.com https://civil808.com/shop/products/seismic-design/24052/%D8%A7%D8%B5%D9%88%D9%84-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D9%84%D8%B1%D8%B2%D9%87%E2%80%8C%D8%A7%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-%DA%A9%D8%A7%D8%B1%D8%A8%D8%B1%D8%AF-%D8%AF%D8%B1-%D9%86%D8%B1%D9%85%E2%80%8C%D8%A7%D9%81%D8%B2%D8%A7%D8%B1-etabs#comments مقاله تحلیلی: راز ژاپنی‌ ها در مقاومت لرزه ‌ای معابد پاگودا و برج Skytree https://civil808.com/article/23965/%D9%85%D9%82%D8%A7%D9%84%D9%87-%D8%AA%D8%AD%D9%84%DB%8C%D9%84%DB%8C-%D8%B1%D8%A7%D8%B2-%DA%98%D8%A7%D9%BE%D9%86%DB%8C%E2%80%8C-%D9%87%D8%A7-%D8%AF%D8%B1-%D9%85%D9%82%D8%A7%D9%88%D9%85%D8%AA-%D9%84%D8%B1%D8%B2%D9%87-%E2%80%8C%D8%A7%DB%8C-%D9%85%D8%B9%D8%A7%D8%A8%D8%AF-%D9%BE%D8%A7%DA%AF%D9%88%D8%AF%D8%A7-%D9%88-%D8%A8%D8%B1%D8%AC-skytree <div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even"><h2>&nbsp;</h2><h2>&nbsp;</h2><h2>&nbsp;</h2><h2>&nbsp;</h2><h2>&nbsp;</h2><h2>&nbsp;</h2><h2>معابد پاگودا</h2><p><img src="/sites/default/files/pagoda_1_0.jpg"/></p><p>معابد پاگودا، برج‌های بلندی هستند که دارای سقف‌های انباشته روی هم است که از قرن ششم میلادی در ژاپن معروف شدند. این پاگوداها همراه با آیین بودائی از چین به ژاپن آمده‌اند. در چین این پاگوداها معمولاً با سنگ ساخته می‌شد اما با توجه به شرایط ‌لرزه‌ای ژاپن، پس از سال‌ها آزمایش و خطا، سازندگان متوجه شدند چگونه می‌توانند این پاگوداها را در ژاپن طوری بسازند که در اثر زلزله تخریب نشوند. طراحی و ساخت برج درخت هوایی (Skytree) توکیو با الهام از این سازه‌ها صورت گرفته است.</p><p class="article-links">&nbsp;برای مطالعه ادامه این مطلب به این&nbsp;<a href="https://behsazandishan.com/articles/Japanese-Pagoda" target="_blank">صفحه&nbsp;</a>مراجعه بفرمایید.</p><h2>برج Skytree</h2><p><img src="/sites/default/files/imagehandler.jpg" width="350" height="200"/></p><p>برج اسکای تری (Skytree) یک برج مخابراتی، رستوران و برجی برای مشاهده شهر توکیو است. این برج ۶۳۴ متر ارتفاع دارد و طراحی لرزه‌ای آن با الهام از معابد پاگودا ژاپنی و ریشه‌های درخت‌های غول‌پیکر صورت گرفته است.</p><p class="article-links">برای مطالعه ادامه این مطلب به این <a href="https://behsazandishan.com/articles/Tokyo-Skytree" target="_blank">صفحه </a>مراجعه بفرمایید.</p><p>&nbsp;<a href="https://behsazandishan.com/articles" target="_blank" style="box-sizing: border-box; color: #00accc;" rel="nofollow">منبع</a></p></div></div></div> Tue, 30 Jun 2020 06:25:08 +0000 Behsaz Andishan Tehran 23965 at https://civil808.com https://civil808.com/article/23965/%D9%85%D9%82%D8%A7%D9%84%D9%87-%D8%AA%D8%AD%D9%84%DB%8C%D9%84%DB%8C-%D8%B1%D8%A7%D8%B2-%DA%98%D8%A7%D9%BE%D9%86%DB%8C%E2%80%8C-%D9%87%D8%A7-%D8%AF%D8%B1-%D9%85%D9%82%D8%A7%D9%88%D9%85%D8%AA-%D9%84%D8%B1%D8%B2%D9%87-%E2%80%8C%D8%A7%DB%8C-%D9%85%D8%B9%D8%A7%D8%A8%D8%AF-%D9%BE%D8%A7%DA%AF%D9%88%D8%AF%D8%A7-%D9%88-%D8%A8%D8%B1%D8%AC-skytree#comments دستورالعمل طراحی لرزه ای سازه و اجزای غیرسازه ای بیمارستان‌ها براساس عملکرد https://civil808.com/news/23688/%D8%AF%D8%B3%D8%AA%D9%88%D8%B1%D8%A7%D9%84%D8%B9%D9%85%D9%84-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D9%84%D8%B1%D8%B2%D9%87-%D8%A7%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87-%D9%88-%D8%A7%D8%AC%D8%B2%D8%A7%DB%8C-%D8%BA%DB%8C%D8%B1%D8%B3%D8%A7%D8%B2%D9%87-%D8%A7%DB%8C-%D8%A8%DB%8C%D9%85%D8%A7%D8%B1%D8%B3%D8%AA%D8%A7%D9%86%E2%80%8C%D9%87%D8%A7-%D8%A8%D8%B1%D8%A7%D8%B3%D8%A7%D8%B3-%D8%B9%D9%85%D9%84%DA%A9%D8%B1%D8%AF <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_23688.jpg?itok=LqckMRhB" width="400" height="400" alt="دستورالعمل طراحی لرزه ای سازه و اجزای غیرسازه ای بیمارستان‌ها براساس عملکرد" title="دستورالعمل طراحی لرزه ای سازه و اجزای غیرسازه ای بیمارستان‌ها براساس عملکرد" 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>امور نظام فنی و اجرایی سازمان برنامه و بودجه کشور با استفاده از نظر کارنماسان برجسته مبادرت به تهیه این ضابطه نموده و آن را برای استفاده به جامعه مهندسی کشور عرضه نموده است.&nbsp;</p><p class="article-links">برای دانلود&nbsp;دستورالعمل طراحی لرزه ای سازه و اجزای غیرسازه ای بیمارستان‌ها براساس عملکرد، <a href="/sites/default/files/code0816-13981227.pdf">اینجا </a>را کلیک کنید.</p><p><a href="https://t.me/civilbest" target="_blank" rel="nofollow"><strong>منبع</strong></a></p></div></div></div> Sun, 17 May 2020 10:22:05 +0000 baharehbl328 23688 at https://civil808.com https://civil808.com/news/23688/%D8%AF%D8%B3%D8%AA%D9%88%D8%B1%D8%A7%D9%84%D8%B9%D9%85%D9%84-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D9%84%D8%B1%D8%B2%D9%87-%D8%A7%DB%8C-%D8%B3%D8%A7%D8%B2%D9%87-%D9%88-%D8%A7%D8%AC%D8%B2%D8%A7%DB%8C-%D8%BA%DB%8C%D8%B1%D8%B3%D8%A7%D8%B2%D9%87-%D8%A7%DB%8C-%D8%A8%DB%8C%D9%85%D8%A7%D8%B1%D8%B3%D8%AA%D8%A7%D9%86%E2%80%8C%D9%87%D8%A7-%D8%A8%D8%B1%D8%A7%D8%B3%D8%A7%D8%B3-%D8%B9%D9%85%D9%84%DA%A9%D8%B1%D8%AF#comments مقاله تحلیلی: کارآمدی طراحی لرزه ‌ای با آیین ‌نامه ‌ها و استانداردهای آمریکا https://civil808.com/article/23419/%D9%85%D9%82%D8%A7%D9%84%D9%87-%D8%AA%D8%AD%D9%84%DB%8C%D9%84%DB%8C-%DA%A9%D8%A7%D8%B1%D8%A2%D9%85%D8%AF%DB%8C-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D9%84%D8%B1%D8%B2%D9%87-%E2%80%8C%D8%A7%DB%8C-%D8%A8%D8%A7-%D8%A2%DB%8C%DB%8C%D9%86-%E2%80%8C%D9%86%D8%A7%D9%85%D9%87-%E2%80%8C%D9%87%D8%A7-%D9%88-%D8%A7%D8%B3%D8%AA%D8%A7%D9%86%D8%AF%D8%A7%D8%B1%D8%AF%D9%87%D8%A7%DB%8C-%D8%A2%D9%85%D8%B1%DB%8C%DA%A9%D8%A7 <div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even"><p>موسسه تحقیقات جلوگیری از فجایع (DPRI) در دانشگاه کیوتو آمارهایی را بعد از زلزله ۱۷ ژانویه سال ۱۹۹۵ که در شهر بندری کوبه ژاپن و مناطق اطراف آن اتفاق افتاد منتشر کرد (زلزله هانشین). نمودار شکل ۲ بر اساس این آمارها کشیده شده است. این شکل به‌وضوح نشان می‌دهد که آسیب‌های وارده بیشترین همبستگی را با عمر سازه داشته‌اند.</p><p><img src="/sites/default/files/2_141.jpg" width="366" height="228"/></p><p>این رابطه را تا حدود زیادی یا حتی کاملاً می‌توان به بازنگری‌های مهم آیین‌نامه ملی ساختمان ژاپن و استانداردهای مربوطه در طی ۵۰ سال گذشته نسبت داد. آیین‌نامه ملی ژاپن یعنی قانون استاندارد ساختمان در ژاپن (BSLJ)، بارهای طراحی، تنش‌های مجاز و دیگر الزامات را تعیین می‌کند. جزئیات طراحی سازه در استانداردهای منتشر شده توسط موسسه معماری ژاپن (AIJ) تعیین‌شده است. استانداردهای AIJ که به‌صورت مجزا برای هر مصالح سازه‌ای تهیه شده‌اند، تکمیل‌کننده BSLJ هستند.</p><p>زلزله توکاچی در سال ۱۹۶۸ باعث آسیب قابل‌توجهی به ساختمان‌ها و بازنگری در BSLJ به‌منظور کاهش فاصله خاموت های فولادی در ستون‌های بتن مسلح به ۴ اینچ شد. در سال ۱۹۷۱ یک بازنگری اساسی در استاندارد AIJ برای بتن مسلح و در رابطه با طراحی مقاومت نهایی تیرها و ستون‌ها در برش رخ داد که شامل الزامات سخت‌گیرانه‌تر برای آرماتورهای برشی می‌شد. این تغییرات را می‌توان با تغییرات آیین‌نامه‌ای قابل‌ملاحظه در ایالات‌متحده بعد از زلزله سال ۱۹۷۱ سانفرانسیسکو مقایسه کرد. همان‌طور که در شکل ۲ هم دیده می‌شود، سازه‌های بتن مسلح بعد از سال ۱۹۷۱ عملکرد خیلی بهتری در زلزله سال ۱۹۹۵ کوبه نسبت به قبل از سال ۱۹۷۱ خود داشتند که دلیل اصلی آن بهبود طراحی برشی ستون‌ها بوده است.</p><p>زلزله میاگی در سال ۱۹۷۸ باعث آسیب‌های قابل‌توجهی به ساختمان‌ها شد و پس‌ازآن بازنگری سال ۱۹۸۱ در BSLJ اتفاق افتاد که یک طراحی مقاوم در برابر زلزله دو مرحله‌ای را معرفی کرد. مرحله اول طراحی (که طراحی تنش مجاز از BSLJ ویرایش قبل است) باهدف حفاظت از ساختمان در برابر حذف عملکرد آن تحت حرکات زمین که انتظار می‌رود در طول عمر ساختمان چندین بار با حداکثر شتاب بین ۰.۰۸g تا ۰.۱۰g در طول عمر ساختمان اتفاق بیافتد، انجام می‌شود. مرحله دوم طراحی باهدف اطمینان از ایمنی سازه تحت حرکات زمین که انتظار می‌رود یک‌بار در طول عمر یک ساختمان اتفاق بیافتند و با حداکثر شتاب بین ۰.۳g تا ۰.۴g، انجام می‌شود. سازه‌های بعد از سال ۱۹۸۱ که با این فرآیند دو مرحله‌ای طراحی‌شده‌اند در زلزله سال ۱۹۹۵ کوبه مطابق شکل ۲ عملکرد خوبی داشته‌اند.</p><p>پس‌ازآن کاهش قابل‌توجهی در آسیب‌های سازه‌ای ناشی از زلزله ۹.۰ ریشتری توهوکو در ۱۱ مارس ۲۰۱۱ مشاهده شد. آسیب‌های سازه‌ای قابل‌توجه تنها در ساختمان‌های قدیمی‌تر که قبل از تغییرات آیین‌نامه‌ای ذکرشده در سال ۱۹۷۱ و ۱۹۸۱، ساخته‌شده بودند، اتفاق افتاد.</p><p>باوجوداینکه تعریف‌های دقیقی از حالت‌های مختلف آسیب وجود ندارد اما به نظر می‌رسد که فرآیند طراحی دو مرحله‌ای معرفی‌شده در BSLJ در سال ۱۹۸۱ می‌تواند طراحان را به اهداف عملکرد یعنی بازگشت به حالت بهره‌برداری نزدیک کند. بررسی این پتانسیل در آیین‌نامه‌ها و استانداردهای لرزه‌ای ایالات‌متحده احتمالاً سودمند خواهد بود.</p><h2>بهبودها مطلوب هستند: راه‌حل‌های ساده جواب نیستند</h2><p>سازمان زمین‌شناسی ایالات‌متحده (USGS) مقاله‌ای تحت عنوان سناریو زلزله HayWired – ما می‌توانیم در برابر زلزله پیش‌دستی کنیم، منتشر کرده است. در این سناریو اثرات یک زلزله فرضی با بزرگی ۷.۰ در گسل Hayward پیش‌بینی‌شده است. این گسل در ضلع شرقی خلیج سانفرانسیسکو است و به دلیل عبور از منطقه‌ای پرجمعیت و به‌هم‌پیوسته، جزو فعال‌ترین و خطرناک‌ترین گسل‌های ایالات‌متحده است.</p><p>مطالعات انجام‌شده برای سناریو HayWard نشان داد که:</p><p>حتی اگر تمام ساختمان‌ها در منطقه خلیج مطابق آیین‌نامه ساختمانی کنونی ساخته‌شده باشند، ۰.۴ درصد از ساختمان‌ها فرومی‌ریزند، سکونت در ۵ درصد از آن‌ها ایمن نخواهد بود و ۱۹ درصد از آن‌ها در بهره‌برداری دچار محدودیت خواهند داشت.</p><p>تنها با درصد کمی افزایش هزینه، می‌توان با آیین‌نامه‌های ساختمانی سخت‌گیرانه‌تر، ساختمان‌هایی با تاب آور بیشتر ساخت که تا ۹۵ درصد از ساکنان منطقه خلیج بعد از چنین زلزله‌ای در خانه‌ها و محل‌های کار خود باقی بمانند.</p><p>هرچند فرضیات زیادی مبنای مطالعه‌ای مانند مطالعه فوق را تشکیل می‌دهند اما نباید از اهمیت آیین‌نامه‌های ساختمانی و تأثیر بهبود آیین‌نامه‌های ساختمانی غافل شد.</p><p>بخشی از پیام فرماندار براون بعد از وتوی لایحه مجمع کالیفرنیا در سال ۱۸۵۷:</p><p>انجمن ملی فناوری و علوم ساختمانی در مراحل اولیه تدوین استاندارد سکونت آنی برای ساختمان‌ها بعد از یک فاجعه طبیعی است. این سازمان با مهندسان، دانشمندان و دیگر متخصصان مشورت می‌کند تا بتواند تغییرات لازم به‌منظور اطمینان از استفاده بلافاصله از ساختمان را بعد از یک فاجعه طبیعی در نظر بگیرد.</p><p>به‌جای تکرار این روند در سطح ایالت، بهتر است اجازه دهیم انجمن کار خود را تمام کند.</p><p>مسئولیت موسسه ملی تکنولوژی و استانداردهای امریکا (NIST) «ایجاد یک برنامه از جزئیات تحقیقات اساسی، تحقیقات کاربردی و فعالیت‌های اجرایی مورد نیاز برای تعریف یک هدف عملکردی یعنی سکونت آنی (IO) برای ساختمان‌های اقامتی و تجاری» بود. علیرغم ادعای فرماندار براون، NIST در «مراحل اولیه ایجاد یک استاندارد سکونت آنی برای ساختمان‌ها» نیست.</p><p>هرچند تحقیقات تشریح شده در گزارش NIST به زمان و منابع زیادی نیاز دارد اما اگر هدف به بازگشت عملکرد یا سکونت آنی ساختمان‌های تجاری و اقامتی بعد از زلزله طرح طبق ASCE/SEI ۷ خلاصه شود (توجه داشته باشید که این‌ها مشابه نیستند؛ سکونت آنی سخت‌گیرانه‌تر است) بادانش و اطلاعات موجود فعلی قابل‌دستیابی خواهد بود. مطمئناً این کار به تاب‌آوری جامعه کمک خواهد کرد. بااین‌حال چند نکته را باید حتماً در نظر داشت.</p><ul><li>اولاً نشان داده شده که استفاده از ضریب اهمیت&nbsp;<em>I<sub>e</sub>&nbsp;</em>برابر با ۱.۵ برای تمام ساختمان‌ها ما را به دستیابی به سطح بازگشت عملکرد یا سکونت آنی نزدیک خواهد کرد. به نظر این کافی نیست. دفتر برنامه‌ریزی و توسعه سلامت ایالت کالیفرنیا (OSHPD)، سازمان ایالتی مسئول ایمنی مراکز درمانی هم اعلام کرد که اصلاحات قابل‌توجه در مقررات طراحی لرزه‌ای IBC و ASCE/SEI ۷ برای طراحی مراکز درمانی و بهداشتی در کالیفرنیا ضروری است. استفاده از مقدار <em>I<sub>e</sub> </em>بالاتر در طراحی، دسته‌بندی خطر یک ساختمان را تغییر نمی‌دهد. دسته‌بندی خطر به همراه شدت مورد انتظار حرکت زمین‌لرزه در محل، دسته‌بندی خطر طراحی (SDC) یک ساختمان را شکل می‌دهد که جنبه‌های مهم زیادی از طراحی و جزئیات را تعیین می‌کند.&nbsp;</li><li>دوم این‌که باید درک کرد که همیشه بهبود عملکرد هزینه‌هایی در بردارد. چالش اصلی حفظ عملکرد با حداقل هزینه است. مبنای افزایش ۱ درصدی هزینه ساختمان برای افزایش ۵۰ درصدی مقامت جانبی، آن‌چنان مشخص نیست. درهرحال این افزایش تنها سازه اصلی را پوشش داده و شامل موارد غیر سازه‌ای که عملکرد ساختمان را حفظ می‌کنند، نمی‌شود.</li><li>سوم این‌که بهترین راه دستیابی به هدف ذکرشده وضع یک قانون در مجلس ایالتی است. چنین تدابیر پیشگیرانه‌ای را نمی‌توان با اجماع ملی وضع کرد و همچنین فرآیندهای تغییر در آیین‌نامه‌ها و استانداردهای ساختمانی ایالات‌متحده طولانی هستند.</li></ul><h2>ترتیب معمول</h2><p>در ایالات‌متحده یک فرآیند برای تدوین و تصویب آیین‌نامه ساختمانی وجود دارد (شکل ۳). آیین‌نامه‌های ساختمانی ایالتی و محلی که آیین‌نامه‌های قانونی برای طراحی و ساخت هستند، معمولاً مبتنی بر یک آیین‌نامه نمونه هستند. آیین‌نامه نمونه تقریباً در تمام کشور IBC است که ۷ ویرایش از آن در سال‌های ۲۰۰۰ تا ۲۰۱۸ منتشر شده است.</p><p><img src="/sites/default/files/capture_27.jpg" width="289" height="296"/></p><p>برای آیین‌نامه‌های مدل معمولاً از استانداردهایی با اجماع ملی (یا تائید شده ANSI) استفاده می‌شود: ASCE/SEI ۷ – حداقل بارها طراحی و معیارهای مربوطه برای ساختمان‌ها و دیگر سازه‌ها و استانداردهای مصالحی مانند ACI ۳۱۸ – الزامات آیین‌نامه‌ای ساختمانی برای بتن سازه‌ای، TMS ۴۰۲/۶۰۲ – الزامات آیین‌نامه‌ای ساختمانی و مشخصات مصالح بنایی سازه‌ای، AISC ۳۶۰ –برای سازه‌های فولادی و مشخصات طراحی ملی (NDS) برای ساختمان چوبی، استانداردهای مهمی هستند که از استانداردهای IBC برای بارهای طراحی روی سازه‌ها و مقررات طراحی و ساخت برای سازه‌های ساخته‌شده از مصالح مختلف اقتباس شده‌اند. ACI ۳۱۸ و TMS ۴۰۲ استاندارد هستند نه آیین‌نامه؛ هرچند در عنوان آن‌ها از عبارت آیین‌نامه استفاده شده است.</p><p>مقررات طراحی لرزه‌ای ASCE/SEI ۷ اغلب از یک سند منبع به نام مقررات لرزه‌ای پیشنهادی NEHRP برای ساختمان‌ها و دیگر سازه‌های جدید برگرفته‌شده‌اند. ارتقای مقررات لرزه‌ای اغلب بر پایه گزارش‌های آماده شده در شورای فناوری کاربردی (ATC) انجام می‌شود. این سازمان گزارش‌های خود را بعد از تحقیقات یا مطالعات و با پشتیبانی سازمان‌هایی مانند NIST یا FEMA در مورد موضوعات موردنظر (شکل ۳) آماده می‌کند. سپس این گزارش‌ها توسط FEMA، NIST یا خود ATC منتشر می‌شوند.</p><p>اگر لازم باشد یک هدف عملکردی یعنی بازگشت عملکرد یا سکونت آنی (IO) به مقررات طراحی لرزه‌ای ایالات‌متحده اضافه شود، سندی که باید این کار در آن انجام شود ASCE ۷ است.</p><h3>نتیجه‌گیری</h3><p>نمی‌توان به‌طورقطع ادعا کرد که آیین‌نامه‌ها و استانداردهای لرزه‌ای کنونی ایالات‌متحده ناقص هستند. آیین‌نامه‌ها و استانداردها تصمیمات انجمن مهندسان سازه که با در نظر گرفتن نیازهای اجتماعی ازجمله ملاحظات اقتصادی گرفته‌شده، اجرا می‌کنند. انتظار می‌رود که سازه‌های طراحی‌شده با این آیین‌نامه‌ها و استانداردها در کل بتوانند:</p><ul><li>در برابر یک زلزله کوچک بدون آسیب مقاومت کنند.</li><li>در برابر یک زلزله متوسط بدون آسیب سازه‌ای اما با آسیب‌های غیر سازه‌ای احتمالی مقاومت کنند.</li><li>در برابر یک زلزله بزرگ – با شدت برابر با قوی‌ترین زلزله تجربه شده یا پیش‌بینی‌شده در موقعیت ساختمان – بدون فروریختن و اما با احتمال آسیب‌های سازه‌ای و غیر سازه‌ای مقاومت کنند.</li></ul><p>انتظار می‌رود که آسیب سازه‌ای حتی در یک زلزله طراحی بزرگ هم در بیشتر سازه‌ها در سطحی قابل تعمیر اتفاق بیافتند. در بعضی از موارد ممکن است تعمیر سازه اقتصادی نباشد. سطح آسیب به عوامل زیادی ازجمله شدت و مدت لرزش زلزله، عمر سازه، پیکربندی سازه‌ای، نوع سیستم مقاوم جانبی، مصالح مورد استفاده و نیروی کار ساخت‌وساز بستگی دارد. آسیب وارد بر سیستم‌های غیر سازه‌ای و محتویات ساختمان ممکن است بسیار بیشتر از آسیب به سازه ساختمان باشد.</p><p style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;">&nbsp;<a href="https://www.structuremag.org/?p=13964" target="_blank" style="box-sizing: border-box; color: #00accc;" rel="nofollow">منبع</a></p><p style="box-sizing: border-box; color: #333333; font-family: irans, sans-serif; font-size: 13px;">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;">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 style="box-sizing: border-box;">دریافت فایل PDF&nbsp;<span style="box-sizing: border-box;">کامل</span>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> Thu, 23 Apr 2020 07:55:20 +0000 alikhalili60 23419 at https://civil808.com https://civil808.com/article/23419/%D9%85%D9%82%D8%A7%D9%84%D9%87-%D8%AA%D8%AD%D9%84%DB%8C%D9%84%DB%8C-%DA%A9%D8%A7%D8%B1%D8%A2%D9%85%D8%AF%DB%8C-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D9%84%D8%B1%D8%B2%D9%87-%E2%80%8C%D8%A7%DB%8C-%D8%A8%D8%A7-%D8%A2%DB%8C%DB%8C%D9%86-%E2%80%8C%D9%86%D8%A7%D9%85%D9%87-%E2%80%8C%D9%87%D8%A7-%D9%88-%D8%A7%D8%B3%D8%AA%D8%A7%D9%86%D8%AF%D8%A7%D8%B1%D8%AF%D9%87%D8%A7%DB%8C-%D8%A2%D9%85%D8%B1%DB%8C%DA%A9%D8%A7#comments نشست تخصصی "ضوابط طراحی لرزه‌ ای و اجرای اجزای غیرسازه‌ ای و وال پست ها" https://civil808.com/news/22776/%D9%86%D8%B4%D8%B3%D8%AA-%D8%AA%D8%AE%D8%B5%D8%B5%DB%8C-%D8%B6%D9%88%D8%A7%D8%A8%D8%B7-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D9%84%D8%B1%D8%B2%D9%87%E2%80%8C-%D8%A7%DB%8C-%D9%88-%D8%A7%D8%AC%D8%B1%D8%A7%DB%8C-%D8%A7%D8%AC%D8%B2%D8%A7%DB%8C-%D8%BA%DB%8C%D8%B1%D8%B3%D8%A7%D8%B2%D9%87%E2%80%8C-%D8%A7%DB%8C-%D9%88-%D9%88%D8%A7%D9%84-%D9%BE%D8%B3%D8%AA-%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/styles/large/public/field/image/node_22776.png?itok=bcd6hVsB" width="400" height="400" alt="نشست تخصصی &quot;ضوابط طراحی لرزه‌ ای و اجرای اجزای غیرسازه‌ ای و وال پست ها&quot;" title="نشست تخصصی &quot;ضوابط طراحی لرزه‌ ای و اجرای اجزای غیرسازه‌ ای و وال پست ها&quot;" 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;سازمان نظام مهندسی ساختمان استان تهران</p><p><strong>تاریخ برگزاری:</strong> ۱۱ دی ۹۸</p><p><strong>زمان برگزاری:‌</strong> ۱۵ تا ۱۹</p><p><strong>محل برگزاری:&nbsp;</strong>سازمان نظام مهندسی ساختمان استان تهران،&nbsp;&nbsp;سالن آموزش ساختمان شماره ۲&nbsp;</p><blockquote><p>&nbsp;اعضای رشته‌های عمران و معماری دارای پروانه اشتغال بکار می توانند در این نشست شرکت کنند.</p></blockquote><p><strong><a href="https://www.tceo.ir/Portal/home/?news/235223/235318/248868/%D8%AB%D8%A8%D8%AA-%D9%86%D8%A7%D9%85-%D9%86%D8%B4%D8%B3%D8%AA-%D8%AA%D8%AE%D8%B5%D8%B5%DB%8C-%D8%B6%D9%88%D8%A7%D8%A8%D8%B7-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D9%84%D8%B1%D8%B2%D9%87%E2%80%8C%D8%A7%DB%8C-%D9%88-%D8%A7%D8%AC%D8%B1%D8%A7%DB%8C-%D8%A7%D8%AC%D8%B2%D8%A7%DB%8C-%D8%BA%DB%8C%D8%B1%D8%B3%D8%A7%D8%B2%D9%87%E2%80%8C%D8%A7%DB%8C-%D9%88-%D9%88%D8%A7%D9%84-%D9%BE%D8%B3%D8%AA-%D9%87%D8%A7-%E2%80%93-%DA%86%D9%87%D8%A7%D8%B1%D8%B4%D9%86%D8%A8%D9%87-11-%D8%AF%DB%8C%E2%80%8C%D9%85%D8%A7%D9%87-98" target="_blank" rel="nofollow">منبع</a></strong></p></div></div></div> Mon, 30 Dec 2019 07:04:46 +0000 baharehbl328 22776 at https://civil808.com https://civil808.com/news/22776/%D9%86%D8%B4%D8%B3%D8%AA-%D8%AA%D8%AE%D8%B5%D8%B5%DB%8C-%D8%B6%D9%88%D8%A7%D8%A8%D8%B7-%D8%B7%D8%B1%D8%A7%D8%AD%DB%8C-%D9%84%D8%B1%D8%B2%D9%87%E2%80%8C-%D8%A7%DB%8C-%D9%88-%D8%A7%D8%AC%D8%B1%D8%A7%DB%8C-%D8%A7%D8%AC%D8%B2%D8%A7%DB%8C-%D8%BA%DB%8C%D8%B1%D8%B3%D8%A7%D8%B2%D9%87%E2%80%8C-%D8%A7%DB%8C-%D9%88-%D9%88%D8%A7%D9%84-%D9%BE%D8%B3%D8%AA-%D9%87%D8%A7#comments