منوی کاربری
  • پشتیبانی: ۴۲۲۷۳۷۸۱ - ۰۴۱
  • سبد خرید

دانلود رایگان مقاله انگلیسی قانون طراحی ظرفیت اصلاح شده برای ستونها در MRF های فولادی بلند با میراگرهای ویسکوز - اشپرینگر 2018

عنوان فارسی
قانون طراحی ظرفیت اصلاح شده برای ستونها در MRF های فولادی بلند با میراگرهای ویسکوز دینامیکی خطی در چارچوب Eurocode 8
عنوان انگلیسی
Modified capacity design rule for columns in tall steel MRFs with linear viscous dampers within the framework of Eurocode 8
صفحات مقاله فارسی
0
صفحات مقاله انگلیسی
16
سال انتشار
2018
نشریه
اشپرینگر - Springer
فرمت مقاله انگلیسی
PDF
کد محصول
E8828
رشته های مرتبط با این مقاله
مهندسی عمران
گرایش های مرتبط با این مقاله
سازه، مدیریت ساخت
مجله
بولتن مهندسی زلزله - Bulletin of Earthquake Engineering
دانشگاه
School of Engineering - University of Warwick - Coventry - UK
کلمات کلیدی
طراحی ظرفیت، Eurocode 8، مکانیسم تغییرپذیر، MRFs فولادی، میراگرهای ویسکوز
۰.۰ (بدون امتیاز)
امتیاز دهید
چکیده

Abstract


Seismic design codes enforce a set of capacity design rules for steel momentresisting frames (MRFs) to promote a ductile sway plastic mechanism that involves plastic hinges in beams and column bases. Previous research showed that these capacity design rules may not be effective for tall steel MRFs with viscous dampers under strong earthquakes due to high axial forces in columns. To address this issue, steel MRFs with linear viscous dampers of different stories are designed according to Eurocode 8 along with using a slightly modified conservative capacity design rule. According to this rule, the axial force for the capacity design of a column in the force path of viscous dampers is calculated as the envelope of the axial force from the peak drift state, and, the axial force from the peak velocity state times a scale factor. This envelope axial force value along with the bending moment and shear force from the peak drift state are used to carry out the capacity design of the column by using the formulae of Eurocode 8, i.e. in the same way with a column of a steel MRF without dampers. Incremental dynamic analyses for 44 earthquake ground motions show that the modified conservative capacity design rule results in steel MRFs with viscous dampers that have plastic mechanisms similar to those of steel MRFs without dampers. Moreover, the proposed capacity design rule becomes stricter for buildings with more than 10 stories to address that available analysis methods for structures with dampers underestimate the peak damper forces in the lower stories of yielding tall steel MRFs. More work is needed to extend the findings of this work to the case of steel MRFs with nonlinear viscous dampers.

نتیجه گیری

7 Summary and conclusions


Previous research showed that the capacity design rules of current seismic codes may not be effective for tall steel MRFs with viscous dampers under strong earthquakes due to high axial force demands in columns. To address this issue, steel MRFs with viscous dampers of different stories were designed according to Eurocode 8 along with using a slightly modified conservative capacity design rule. According to this rule, the axial force for the capacity design of a column in the force path of viscous dampers is calculated as the envelope of the axial force from the peak drift state, and, the axial force from the peak velocity state times a scale factor. This envelope axial force value along with the bending moment and shear force from the peak drift state are used to carry out the capacity design of the column by using the formulae of Eurocode 8, i.e. in the same way with a conventional steel MRF without dampers. Incremental dynamic analyses for 44 earthquake ground motions were carried out for all steel MRFs with and without viscous dampers. The results of analyses show that the modified conservative capacity design rule results in highly damped steel MRFs with plastic mechanisms similar to those of steel MRFs without dampers. Moreover, the proposed capacity design rule becomes stricter for buildings with more than 10 stories to address that available analysis methods for structures with dampers underestimate the peak damper forces in the lower stories of yielding tall steel MRFs. The aforementioned scale factor is equal to 1.0 for buildings with less than 10 stories and equal to 3.5 for buildings of 20 stories. Linear interpolation is suggested to approximately calculate the appropriate scale factor value for buildings with number of stories between 10 and 20; though more research is needed to establish its value with more accuracy. In particular, buildings with different geometries, supplemental damping ratios and/or nonlinear viscous dampers should be examined.


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