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Pentech Pharmaceuticals the boundary element method for engineers
The Boundary Element Method For Engineers, supplied by Pentech Pharmaceuticals, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Article Title: A study on the inverse analysis of body force dipole (A proposal of shear type body force dipole for more accurate description of residual stress)
Article Snippet: .. 3, No. 1 (2009), pp.115-123. Brebbia, C.A., The boundary element method for engineers, Pentech Press, London (1978). Erdogan,F., Gupta,G.D. and Cook,T.S., Numerical solution of singular integral equations, Mechanics of fracture, Vol.1-Method of analysis and solutions of crack problems, NORDHOFF INTERNATIONAL PUBLISHING, LEYDON (1973), pp.368-425. Hirai, K. and Nakamura, H., Estimation both welding deformation and residual stresses by using the eigen-strain method considering shear eigen-strain, Proceedings of the 19 th conference of the Kanto branch of the Japan Society of Mechanical Engineers (2013), pp.223-224 (in Japanese). Iwasaki, R., Study on 2-dimensional residual stress evaluation using boundary element method based on inherent strain theory, Transactions of the Japan Society of Mechanical Engineers, Series A, Vol.59, No.558 (1993), pp.395-399(in Japanese). Kawaguchi, K., Generalized inverse matrix and its application to structural mechanics, Coronasha (2011) (in Japanese). ..

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Article Title: An extended isogeometric boundary element formulation for three-dimensional linear elastic fracture mechanics
Article Snippet: [84] C. Brebbia, The Boundary Element Method for Engineers, Pentech Press, 1978.

Article Title: A study on the inverse analysis of body force dipole (A proposal of shear type body force dipole for more accurate description of residual stress)
Article Snippet: © 2016 The Japan Society of Mechanical Engineers[DOI: 10.1299/transjsme.15-00080] 5・5 表面方向の垂直応力成分のみを用いた逆解析以上の検討では本解析手法の精度に関する傾向を理想的な状態で把握するため 3応力成分を逆解析に用いたが, 現実には表面方向の垂直応力成分 σnのみを用いることがあるので,垂直応力成分nのみを用いた場合の物体力対の精度について検討する.表 3にケース 8,13,20について垂直応力nのみを用いた場合の結果を 3成分の結果と比較して示す.なお,用いた応力は x1=±10では22,x2=±5では11である.具体的な結果は適正化した値を示している.ケース 8では垂直応力nのみを用いた場合,物体力対誤差ノルム||{f}||は増加しているが精度は高い.ケース 13,20ではどちらの応力を用いてもほぼ等しい結果が得られている.従って,垂直応力nのみを用いても妥当な結果が得られるものと考えられる.なお,応力データに誤差を含む場合については今後の課題である. Brebbia, C.A., The boundary element method for engineers, Pentech Press, London (1978). Erdogan, F., Gupta, G.D. and Cook, T.S., Numerical solution of singular integral equations,Mechanics of fracture, Vol.1-Method of analysis and solutions of crack problems, NORDHOFF INTERNATIONAL PUBLISHING, LEYDON (1973), pp.368-425. © 2016 The Japan Society of Mechanical Engineers[DOI: 10.1299/transjsme.15-00080] 平井啓太, 中村春夫, せん断成分を考慮した固有ひずみ法による溶接変形・残留応力の同時推定, 日本機械学会関東支部第 19期総会講演会講演論文集(2013), pp.223-224. 岩崎龍一 , 固有ひずみ論に基づく二次元残留応力の境界要素法解析 , 日本機械学会論文集 A 編, Vol.59, No.558(1993), pp.395-399. 川口健一, 一般逆行列と構造工学への応用, コロナ社 (2011). Koguchi, H., Tomishima, T. and Yada, T., A study of an identification method of residual stresses by inverse analysis with the boundary-element method, International Journal of Pressure Vessel and Piping, Vol.44(1990), pp.49-66. 古口日出男, 堀込次郎, 井原郁夫, 矢田敏夫, 境界要素法を用いた逆解析による残留応力の同定, 機械学会論文集 A編, Vol.59, No.567(1993), pp202-208. 久保司郎, 計算力学と CAEシリーズ 10 逆問題, 倍風館(1992). 増田浩太郎,中村春夫,溶接シミュレーション援用による溶接変形・残留応力の逆解析手法の精度向上(第 2報, 設計への適用のための変形・応力推定),日本機械学会論文集 A編,Vol.76,No.76 (2010),pp.1186 -1194. 村井忠邦, 加川幸雄, 心電図逆解析に伴う悪条件の適切化の一手法, 電子通信学会論文誌, Series C, Vol.65, No.5 (1982),pp.359-366. 落合芳博, 小林正, 改良型多重相反境界要素法による任意の物体力を伴う応力解析, 日本機械学会論文集 A 編, Vol.64, No.621(1998), pp.1273-1279. 落合芳博, 三重相反境界要素法を用いた任意の物体力を伴う三次元応力解析, 日本機械学会論文集 A 編, Vol.67, No.663(2001), pp.1747-1753. 大竹泰弘, 境界要素法による薄板突合せ溶接残留応力の同定法, 日本機械学会論文集 A編, Vol.61, No.589(1995), pp.2068-2072. 大竹泰弘, 熱弾性境界要素法による溶接残留応力の簡易同定法(理論の構築と数値シミュレーションによる検討), 日本機械学会論文集 A編, Vol.75, No.753(2009), pp.566-571. Qian, X., Yao, Z., Cao, Y. and Liu, J., An inverse approach for construction residual stress using BEM, Engineering Analysis with Boundary Elements, Vol.28(2004), pp.205-211. 田中正隆, 田中喜久昭, 境界要素法-基礎と応用, 丸善株式会社 (1982). 冨島俊彦, 矢田敏夫, 逆問題解析による平板内部残留応力の同定法の研究, 日本機械学会論文集 A 編, Vol.54, No.500(1990),pp.642-648. 上田幸雄, 福田敬二, 谷川雅之, 固有ひずみ論に基づく 3 次元残留応力測定法, 日本造船学会論文集, Vol.145 (1974),pp.203-211. 上田幸雄, 金裕哲, 梅国章, 溶接線に垂直な薄板のみ用いた 3次元残留応力測定理論, 溶接学会論文集, Vol.3, No.3 (1985), pp.611-616. 上田幸雄, 中長啓治, 金裕哲, 村川英一, 溶接残留応力の解析と測定の材料力学(数値解析入門), 溶接学会誌, Vol.55, No.8 (1986), pp.458-465. References Asano, M. and Saito, T., A study on the inverse analysis of body force dipole distribution using surface stresses, Transactions of the Japan Society of Mechanical Engineers, Series A, Vol.

Article Title: Virtual boundary element method for multistage depressed collector of traveling-wave tubes
Article Snippet: In this study, virtual boundary element (VBE) method has been employed in multistage depressed collector (MDC) simulation for high efficiency traveling-wave tubes (TWTs).. The basic idea of this method is establishing a mapping relation between the source on the real and virtual boundaries.. When calculating the potential of the problem field, the virtual source on virtual boundary is only used, instead of the source on real boundary.

Article Title: Boundary integral equation formulation for generalized thermoelastic diffusion – Analytical aspects
Article Snippet: Brebbia, The Boundary Element Method for Engineers, Pentech Press, London, 1978.

Article Title: Generalized finite integration method for 2D elastostatic and elastodynamic analysis
Article Snippet: vailable online 19 February 2024 378-4754/© 2024 International Association for Mathematics and Computers in Simulation (IMACS).. Published by Elsevier B.V. All rights reserved. https://doi.org/10.1016/j.matcom.2024.02.013 Received 19 July 2023; Received in revised form 8 February 2024; Accepted 15 February 2024 Mathematics and Computers in Simulation 220 (2024) 580–594 C.Z.. Shi et al. t d b a V f n G p i f a p t f o g a s 2 w tapered beam, and further proved the high convergence of the FIM numerically.

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