研究生: |
胡晊雍 Jhih-yong Hu |
---|---|
論文名稱: |
承載多彈簧-質量系統板件落摔衝擊之可靠度分析 Reliability Analysis of Plates Carrying Multiple Spring-Mass Systems Due to Drop Impacts |
指導教授: |
呂森林
Sen-lin Lu |
口試委員: |
廖崇禮
Chung-li Liao 黃聰耀 Cong-yao Huang |
學位類別: |
碩士 Master |
系所名稱: |
工程學院 - 機械工程系 Department of Mechanical Engineering |
論文出版年: | 2008 |
畢業學年度: | 96 |
語文別: | 中文 |
論文頁數: | 70 |
中文關鍵詞: | 可靠度 、落摔衝擊 |
外文關鍵詞: | Reliability, Drop Impact |
相關次數: | 點閱:261 下載:1 |
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本文旨在研究平板上承載多組彈簧-質量(S-M)系統歷經落摔衝擊後的動態響應及可靠度。本系統之組成構件,包括一個矩形平板及其上之彈簧-質量系統,簡稱此平板為負載平板(loading plate),首先假設平板為剛體,分析其動態響應。其次考慮板件為四邊固定在彈性襯墊上的彈性體,本文使用ANCM(Analytical-and-Numerical- Combined Method)並利用模態展開法求解負載平板之自然頻率及模態,再利用應力與應變的關係求解平板上任一點的應力。然後考慮意外落摔高度為隨機變數,計算平板在落摔衝擊中的可靠度。文中將分別討論系統各項參數,諸如質量、彈簧常數及S-M系統位置等對動態響應及可靠度的影響。
The main purpose of this thesis is to study the dynamic responses and the reliability of a plate carrying multiple spring-mass(S-M) systems experienced a drop impact. The main members of system consist of a rectangular plate element and several S-M systems attached on it and we call it the loading plate. We first assume the plate element is a rigid body and analyze its dynamic response. Next we take into account the fact that the plate element is an elastic body which is fixed into the elastic gasket. The Analytical-and-Numerical-Combined Method and modal expansion theorem are applied to calculate the natural frequencies and mode shapes of the loading plate. Once the bending stresses of elastic plate element are solved by using the relations between stress and strain. The reliability can be evaluated by considering the drop height as a random variable. In the study, the effects of the system parameters such as mass, spring rate and the location of S-M system on the system responses and reliability will be investigated.
﹝1﹞ D. S. Steinberg, Vibration Analysis For Electronic Equipment, John Wily & Son, New York, 1988.
﹝2﹞ Arthur W. Leissa, Vibration Of Plates, NASA SP-160, 1969
﹝3﹞ A. C. Ugural, Stress in Plates And Shells, New York, 1981
﹝4﹞ JEDEC Standard JESD22-B111, Board Level Drop Test Method of Components for Handheld Electronic Products.
﹝5﹞ JEDEC Standard JESD22-B110A, Subassembly Mechanical Shock.
﹝6﹞ Tong Yan Tee,Jing-en Luana,Eric Pekb,Chwee Teck Limb,and Zhaowei Zhong “Novel Numerical and Experimental Analysis of Dynamic Responses under Board Level Drop Test.”, 5th. Int. Conf. on Thermal and Mechanical Simulation and Experiments in Micro-electronics and Micro-Systems, EuroSimE2004
﹝7﹞ Tong Yan Tee, Jing-en Luan, and Hun Shen Ng ” Development and Application of Innovational Drop Impact Modeling Techniques.”, 2005 Electronic Components and Technology Conference.
﹝8﹞ Jing-en Luan and Tong Yan Tee “Effect of Impact Pulse Parameters on Consistency of Board Level Drop Test and Dynamic Responses.”, 2005 Electronic Components and Technology Conference.
﹝9﹞ E.shir “ Could Shock Adequately Mimic Drop Test Condictions ? ”, 2002 Electronic Components and Technology Conference.
﹝10﹞ E.H. Wong, Y.W. Mai “ New insights into board level drop impact. ”, Microelectronics Reliability vol. 46, pp. 930–938, 2006.
﹝11﹞ E.H. Wong “Dynamics of Board-Level Drop Impact. ”, Journal of Electronic Packaging, Vol. 127 / 207, Sept. 2005
﹝12﹞ E.H. Wong “ Board Level Drop Impact—Fundamental and Parametric Analysis. ”, Journal of Electronic Packaging, Vol. 127 / 502, Dec. 2005
﹝13﹞ E.Suhir, “Analysis and Optimization Of The Dynamic Response of a Rectangular Plate To A Shock Load Acting On Its Support Contour With Application To Portable Electronic Packages”, IEEE Transactions on Components, Packaging, and Manufacturing Technology Part B: Advanced Packaging, Vol. 17, n 3, pp. 1037-1049 , May. 1994.
﹝14﹞ C.A. Rossit , P.A.A. Laura , “Free vibrations of a cantilever beam with a spring–mass system attached to the free end. ”, Ocean Engineering vol. 28, pp. 933–939, 2001.
﹝15﹞ S.A. Vera , M. Febbo, C.G. Mendez, R. Paz, “Vibrations of a plate with an attached two degree of freedom system. ”, Journal of Sound and Vibration vol. 285, pp. 457–466, 2005.
﹝16﹞ J.S. Wu and H.M. Cho“Free Vibration Analysis Of A Cantilever Beam Carrying Any Number Of Elastically Mounted Point Masses With The Analysis-And-Numerical -Combined Method. ”, Journal of Sound and Vibration vol. 213(2), pp. 317-332, 1998.
﹝17﹞ J.J. Wu and A.R. Whittaker, “The Natural Frequency And Mode Shapes Of A Uniform Cantilever Beam With Multiple Two-DOF Spring – Mass Systems, ” Journal of Sound and vibration , vol. 227(2), pp. 361-381, 1999.
﹝18﹞ J.S.Wu and S.S.Luo, “ Use Of The Analysis-And-Numerical- Combined Method Method In The Free Vibration Analysis Of A Rectangular Plate With Any Number Of Point Masses And Translational Springs. ”, Journal of Sound and Vibration, vol. 200(2), pp. 179-194, 1997.
﹝19﹞ Der-Wei Chen,“ The exact solution for free vibration of uniform beams carrying multiple two-degree-of-freedom spring–mass systems. ”, Journal of Sound and Vibration, vol. 295, pp. 342–361, 2006.
﹝20﹞ Jia-Jang Wu,“ Free vibration analysis of beams carrying a number of two-degree-of-freedom spring-damper-mass systems. ”, Finite Elements in Analysis and Design, vol. 40 pp. 363–381, 2004.
﹝21﹞ J.S.Wu and D.W. Chen,“Dynamic Analysis Of A Uniform Cantilever Beam Carrying A Number Of Elastically Mounted Point Masses With Dampers. ”, Journal of Sound and vibration, vol. 229(3), pp. 549-578, 2000.
﹝22﹞ Jia-Jang Wu,“Free vibration characteristics of a rectangular plate carrying multiple three-degree-of-freedom spring–mass systems using equivalent mass method. ”, International Journal of Solids and Structures, vol. 43, pp. 727–746, 2006.
﹝23﹞ S.S. Rao, Reliability-Based Design, Mc Graw-Hill, inc. 1992.
﹝24﹞ 王明舜,呂森林,“液晶顯示面板落摔衝擊的可靠度分析”, 碩士論文, 台灣科技大學, 機械工程系, 2006.
﹝25﹞ 王伯仁,呂森林,“承載分佈質量平板之落摔衝擊可靠度分析-應用於電子產品”, 碩士論文, 台灣科技大學, 機械工程系, 2007.