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Boundary Element Analysis of Body Force Problem, Heat Conduction, Thermal Stress and Creep, and the Calculation Saving

机译：体力问题，热传导，热应力和蠕变的边界元分析及计算

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Toshio TSUTA; Seiichi YAMAJI;
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年度 1983
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1. Calculation of interior point stresses in two-dimensional boundary element analysis of anisotropic bodies with body forces [J] . Y C Shiah, C L Tan The Journal of Strain Analysis for Engineering Design . 1999,第2期

机译：体力各向异性体的二维边界元分析中的内点应力计算
2. Heat conduction and Thermal Stress Analysis of laminated composites by a variable kinematic MITC9 shell element [J] . M. Cinefra, S. Valvano, E. Carrera Curved and Layered Structures . 2015,第1期

机译：运动型MITC9壳单元对叠层复合材料的导热和热应力分析
3. Stress analysis with arbitrary body force by boundary element method [J] . Y. Ochiai, H. Nisitani, T. Sekiya Engineering analysis with boundary elements . 1996,第4期

机译：任意体力应力的边界元分析
4. A STUDY ON THE WAVE DRIFT FORCES CALCULATION ON TWO FLOATING BODIES BASED ON THE BOUNDARY ELEMENT METHOD: ATTEMPT FOR IMPROVEMENT OF THE CONSTANT PANEL METHOD [C] . Qiao LI, Yoshiho IKEDA, Takashi TSUBOGO, ASME international conference on ocean, offshore and arctic engineering . 2016

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5. ANALYSIS OF TRANSIENT CONDUCTION HEAT TRANSFER IN THE THERMAL PROCESSING OF FOODS USING THE FINITE ELEMENT METHOD. [D] . NAVEH, DAVID. 1982

机译：用有限元方法分析食品热加工过程中的瞬态传热。
6. Entropy generation effect of a buoyancy force on hydromagnetic heat generating couple stress fluid through a porous medium with isothermal boundaries [O] . Anthony R. Hassan, Akeem B. Disu, Olugbenga J. Fenuga 2020

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7. Boundary element analysis of steady-state heat conduction and thermal stresses in the LSI package. [O] . Mitsuru SATO, Ryoji YUUKI, Sumio YOSHIOKA 1989

机译：LSI封装中稳态导热和热应力的边界元分析。
8. Application of the Finite-Element Method to Heat-Transfer Problems. Part I. Finite-Element Method Applied to Heat-Conduction Solids with Nonlinear Boundary Conditions [R] . Chu, S. C., Yalamanchili, R. V. S. 1971

机译：有限元法在传热问题中的应用。第一部分有限元法在非线性边界条件下的导热固体中的应用

Boundary Element Analysis of Body Force Problem, Heat Conduction, Thermal Stress and Creep, and the Calculation Saving

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