Colloquium

Colloquium
Finite element method and Whitney element Suzuki Tatsuya 15th October (Fri) 13:30 Finite element method is a numerical technique for finding approximate solutions of partial differential equations.This method is based on weighted residual method and triangulation. Whitney elements represent differential forms in the triangulated space.In this talk,I will explain the foundations of finite element method and construction of Whitney elements. References(in Japanese): 1.本間利久・五十嵐一・川口秀樹, "数値電磁気学", 森北出版(2002) 2.五十嵐一・亀有昭久・加山幸雄・西口磯春・A.ボサビ, "新しい計算電磁気学", 培風館(2003)

Finite element method and Whitney element

Suzuki Tatsuya

15th October (Fri) 13:30

Finite element method is a numerical technique for finding approximate solutions of partial differential equations.This method is based on weighted residual method and triangulation. Whitney elements represent differential forms in the triangulated space.In this talk,I will explain the foundations of finite element method and construction of Whitney elements.

References(in Japanese):
1.本間利久・五十嵐一・川口秀樹, "数値電磁気学", 森北出版(2002)
2.五十嵐一・亀有昭久・加山幸雄・西口磯春・A.ボサビ, "新しい計算電磁気学", 培風館(2003)