[1] P W Partridge, C A Brebbia, L C Wrobel. The dual reciprocity boundary Element method. London: Elsevier Applied Science, 1992. 176 ~177.[2] LU Wen-Qiang, LIL Jing, ZENG Yu-Tao. Simulation of the Thermal Wave Propagation in Biological Tissues by the Dual Reciprocity Boundary Element Method. Engineering Analysis wi.h Boundary Elements.International Journal of Boundary Elements, 1998, 22(3): 167 ~174.[3] LU Wen-Qiang, ZENG Yu—Tao, LIL Jing. Extension of the dual reciprocity boundary element method to the problems of phase-change and thermal wave propagation. In: C A Brebia. Boundary Elements XX. Boston: Computational Mechanics Publications, 1998. 649~658.[4] 韩龙,卢文强.中国科学院研究生院学报,2001, 18:31~36.[5] D Frayce, R E Khayat, A Derdouri. A Dual Reciprocity Boundary Element Approach to Three Dimensional T ransient Heat Conduct ion as Applied t o Mat erials Processing. Numerical Heat T ransfer, 1996, Part A, 29: 243~264.[6] L C W;robel, J C F Telles, C A Brebbia. A dual reciprocity boundary element formulation for axisymmetric di^usion problems. Brebia. Boundary Elements VIII.Boston: ^Computational Mechanics Publications, 1986. 59~69[7] P W Partridge. T owards Crieria for Selecting Approximation Functions in the Dual Reciprocity Method. Engineering Analy Boundaiy Element, 2000, 24: 519~529.[8] B sailer, G Kuhn. Dual R ecip r o city B ou ndary E lem en t M et hod f or C on v ec tiv e~ diff us iv e So lid- liquid P hase Change Pro b lem s,Formulation. Engineering Analysis with Boundary Element, 1998, 21: 53~63.[9] Han L, Lu W; Q. A dual neciprociy boundary element formulation for ax isym metric transient heat conduction problems. In Bt-xuan. Heat Transfer Science and Technology 2000. Beijing: H igher Education Press, 2000. 634~639.[10] M N奥齐西克著.俞昌铭主译.热传导.北京:高等教育出版社,1982. 225~259 |