Nicee的問題,透過圖書和論文來找解法和答案更準確安心。 我們找到下列特價商品、必買資訊和推薦清單

Nicee的問題,我們搜遍了碩博士論文和台灣出版的書籍,推薦寫的 Advances in Computer Methods and Geomechanics: Iacmag Symposium 2019 Volume 2 和的 Advances in Computer Methods and Geomechanics: Iacmag Symposium 2019 Volume 1都 可以從中找到所需的評價。

另外網站nice官网也說明:在nice 中分享你的生活与乐趣,可以在照片上标记地点、朋友、品牌或你任何想说的话.

這兩本書分別來自 和所出版 。

大漢技術學院 土木工程與環境資源管理研究所 王錦華所指導 曾清學的 非結構牆對建築物振動週期及地震力之影響 (2018),提出Nicee關鍵因素是什麼,來自於非結構牆、設計地震力、振動週期。

而第二篇論文國立臺灣大學 土木工程學研究所 鍾立來、吳賴雲所指導 陳振豪的 應用非線性側推分析於地下自來水管線受斷層錯動之研究 (2010),提出因為有 地下自來水管線、連續管、地層錯動、側推分析、局部挫屈、非線性鉸的重點而找出了 Nicee的解答。

最後網站NICE | The National Institute for Health and Care Excellence則補充:Guidance, advice and information services for health, public health and social care professionals.

接下來讓我們看這些論文和書籍都說些什麼吧:

除了Nicee,大家也想知道這些:

Advances in Computer Methods and Geomechanics: Iacmag Symposium 2019 Volume 2

為了解決Nicee的問題,作者 這樣論述:

Amit Prashant is a Professor in Indian Institute of Technology Gandhinagar, India. After his PhD and post-doctoral work in the University of Tennessee at Knoxville (USA), he went on to work as an Assistant Professor in IIT Kanpur from 2005 to 2010, before joining IIT Gandhinagar in 2010. His researc

h interests include constitutive modeling for granular materials, numerical modeling of geotechnical structures, and earthquake geotechnical engineering. In 2005, he received the Young Researcher Fellowship Award from Massachusetts Institute of Technology, Cambridge (USA) during the 3rd M.I.T. Confe

rence on Computational Fluid and Solid Mechanics. He has also been awarded the Excellence Award in Institution Building and Outreach in 2013 and 2015 respectively. Prof Prashant has published more than 60 research articles in reputed journals and conferences, and organizes activities to encourage st

udent initiatives and increase industry-academia interaction. Ajanta Sachan is an Associate Professor in Indian Institute of Technology Gandhinagar, India.After her B.E in Civil Engineering, she worked in WAPCOS Limited and IIT Kanpur, India before pursuing her PhD in University of Tennessee at Knox

ville, USA. Her research interests include material characterization, studying shear strength and compressibility behavior in soils, etc. Dr Sachan serves as a reviewer in 7 journals and is a member of American Society of Civil Engineers (ASCE), USA, Earthquake Engineering Research Institute (EERI),

USA and the National Information Centre for Earthquake Engineering (NICEE), India. She has published more than 50 research papers, and has served in various administrative capacities. Chandrakant S. Desai is a Regents’ Professor (Emeritus) in the Department of Civil and Architectural Engineering an

d Mechanics at the University of Arizona, Tucson, USA. After completing his MS and PhD from Rice University Houston and University of Texas, Austin in 1966 and 1968 respectively, he joined the U.S. Army Corps of Engineers’ Waterways Experiment Station, where he worked till 1974. Subsequently, he joi

ned The University of Arizona, where he has served on various capacities. Prof Desai has authored or edited 23 books and over 345 research papers over the course of his career, which has involved the development and application of constitutive laws with design and fabrication of new and innovative t

est devices, and of computer methods for solution of a wide range of problems in civil, mechanical and electronics engineering. He has been the founding president of the IACMAG and founding Editor-in-Chief for two international journals in Geomechanics. He has received many awards and distinctions,

and is a member of a number of technical societies including an elected Distinguished Member of the American Society of Civil Engineers, USA.

Nicee進入發燒排行的影片

伊瑞莉雅 Irelia

非結構牆對建築物振動週期及地震力之影響

為了解決Nicee的問題,作者曾清學 這樣論述:

中文摘要目前一般鋼筋混凝土造建築物在進行結構設計時,並不會將非結構RC牆一併納入進行分析,同時採用法規經驗公式T=0.07hn0.75與動力分析之週期比較,因此高估建築物之振動週期,而低估建築物的設計地震力。由於強烈地震之振動時間很短,僅數十秒,雖然非結構牆會損壞,但對整體結構勁度的影響是局部且有限。有關之文獻研究亦顯示鋼筋混凝土建築物微震所測得之建築物週期,均比規範所建議之經驗公式低。本研究的目的在探討建築物之窗台、外牆及電梯牆等鋼筋混凝土非結構牆對建築物基本振動週期及地震力之影響。研究方法是利用SAP2000程式分析各種不同樓高僅有梁柱結構之純構架及含有非結構牆之構架基本振動週期,進而依

耐震設計規範計算花蓮市近斷層2公里以內之最小設計水平總橫力係數。結構分析及設計建立5層、10層、15層、20層、25層、30層等6種不同樓層規則鋼筋混凝土建築物模型,其中每種樓層建築物又分為(1)梁柱結構系統(SMRF);(2)梁柱結構+加窗台及電梯等非結構牆(SMRF-P-E);(3)梁柱結構+加外牆及電梯等非結構牆(SMRF-W-E);(4)梁柱結構+加外牆及電梯等非結構牆+剪力牆(SMRF-W-E-SW)。總共分析24棟住宅建築,探討非結構牆對建築物基本振動週期及地震力之影響。研究顯示:考慮非結構牆後,由於非結構牆增加結構之勁度,降低結構之週期,因此增加建築物設計地震力。建議一般鋼筋混凝

土造建築物在進行結構設計時,如果不將非結構RC牆一併納入進行分析,建議應採用法規經驗公式T=0.05hn0.75與動力分析之週期比較。

Advances in Computer Methods and Geomechanics: Iacmag Symposium 2019 Volume 1

為了解決Nicee的問題,作者 這樣論述:

Amit Prashant is a Professor in Indian Institute of Technology Gandhinagar, India. After his PhD and post-doctoral work in the University of Tennessee at Knoxville (USA), he went on to work as an Assistant Professor in IIT Kanpur from 2005 to 2010, before joining IIT Gandhinagar in 2010. His researc

h interests include constitutive modeling for granular materials, numerical modeling of geotechnical structures, and earthquake geotechnical engineering. In 2005, he received the Young Researcher Fellowship Award from Massachusetts Institute of Technology, Cambridge (USA) during the 3rd M.I.T. Confe

rence on Computational Fluid and Solid Mechanics. He has also been awarded the Excellence Award in Institution Building and Outreach in 2013 and 2015 respectively. Prof Prashant has published more than 60 research articles in reputed journals and conferences, and organizes activities to encourage st

udent initiatives and increase industry-academia interaction. Ajanta Sachan is an Associate Professor in Indian Institute of Technology Gandhinagar, India.After her B.E in Civil Engineering, she worked in WAPCOS Limited and IIT Kanpur, India before pursuing her PhD in University of Tennessee at Knox

ville, USA. Her research interests include material characterization, studying shear strength and compressibility behavior in soils, etc. Dr Sachan serves as a reviewer in 7 journals and is a member of American Society of Civil Engineers (ASCE), USA, Earthquake Engineering Research Institute (EERI),

USA and the National Information Centre for Earthquake Engineering (NICEE), India. She has published more than 50 research papers, and has served in various administrative capacities. Chandrakant S. Desai is a Regents’ Professor (Emeritus) in the Department of Civil and Architectural Engineering an

d Mechanics at the University of Arizona, Tucson, USA. After completing his MS and PhD from Rice University Houston and University of Texas, Austin in 1966 and 1968 respectively, he joined the U.S. Army Corps of Engineers’ Waterways Experiment Station, where he worked till 1974. Subsequently, he joi

ned The University of Arizona, where he has served on various capacities. Prof Desai has authored or edited 23 books and over 345 research papers over the course of his career, which has involved the development and application of constitutive laws with design and fabrication of new and innovative t

est devices, and of computer methods for solution of a wide range of problems in civil, mechanical and electronics engineering. He has been the founding president of the IACMAG and founding Editor-in-Chief for two international journals in Geomechanics. He has received many awards and distinctions,

and is a member of a number of technical societies including an elected Distinguished Member of the American Society of Civil Engineers, USA.

應用非線性側推分析於地下自來水管線受斷層錯動之研究

為了解決Nicee的問題,作者陳振豪 這樣論述:

地震為台灣常見天然災害之一,當地震發生時,除了地表上之結構如房屋或橋梁會受到損壞之外,地下結構如自來水管線或是結構物基礎亦可能受到損壞,其中由於水為民眾每天所需之物資,因此當地下自來水管線因地震產生損壞而無法提供正常服務功能,則勢必產生民生與衛生問題,更可能因此產生二次災害如火災與瘟疫,故自來水管線因地震所引起之損壞不可不視。當地震發生時,地下自來水管線可能因地層錯動或液化而發生損壞,其中以地層錯動所引起之破壞最為嚴苛,故許多研究皆是探討管線受地層錯動下之行為。本研究旨在利用側推分析來探討連續管受地層錯動之行為,一般而言,當連續管受到地層錯動時,管體可能因承受過大之彎矩而發生局部挫屈,因此如

欲以側推分析來探討連續管受錯動行為,則需有合適的非線性鉸來模擬管體行為,因此本文便針對地下自來水管線建立一考慮局部挫屈之彎矩非線性鉸;此外本文並建立一軸力非線性鉸,得到管構件之非線性鉸後,工程師可用於側推分析,並對連續管受地層錯動之行為有一初步分析,其中由於國內輸配水管線常使用之管材為延性鑄鐵管,因此本文之研究管材選擇了延性鑄鐵管。本研究之案例分析探討了直徑400mm連續管受平移斷層錯動之行為,其中連續管受平移斷層之行為又可分為拉力加撓曲控制與壓力加撓曲控制,在拉力與撓曲控制的案例分析之結果發現,在二階效應下,管體最大彎矩會因拉力所產生之二階彎矩而變小,因此不易發生局部挫屈,其中對於拉力破壞之

案例而言,分析所得到之管線容許斷層錯動量非常接近Newmark與Hall之理論解,但對於撓曲破壞之案例而言,Newmark與Hall之理論解則會高估管線容許斷層錯動量;在壓力與撓曲控制的案例分析結果發現,在二階效應下,管體最大彎矩會因壓力所產生之二階彎矩而變大,因此更容易發生局部挫屈,且其容許斷層錯動量與拉力加撓曲控制下的容許錯動量相比會較小。