Finite Element Concepts - Dasgupta, Gautam

. .

Résumé :
The textbook is suitable for a two semester undergraduate or a one semester graduate course Suitable for engineering, applied mathematics and physics students Modeled for Civil, mechanical, bio-engineering and engineering mechanics disciplines Self-study, in styling the book, encourages researchers towards innovative and independent thinking Synthesizes numerics and graphics through symbolic computation? Mathematica? routines, for transformation and closed form integration on arbitrary convex, concave and curved regions, can be easily integrated in any C++ code for production runs? Also, appropriate for animation and augmented reality industries for color distribution and morphology...

Biographie:
Dr. Gautam Dasgupta has been a member of Columbia University faculty since 1977.?He has published in the areas of engineering mechanics and?computer mathematics including graphics and music. He constructed numerical forms of the viscoelastic?correspondence principle,?introduced the cloning algorithm to model frequency responses of?infinite (unbounded) media with finite elements, derived?stochastic shape and Green's functions for finite and boundary element, and proved the Almansi Theorem for anisotropic continua....

Sommaire:

Dr. Gautam Dasgupta has been a member of Columbia University faculty since 1977.?He has published in the areas of engineering mechanics and?computer mathematics including graphics and music. He constructed numerical forms of the viscoelastic?correspondence principle,?introduced the cloning algorithm to model frequency responses of?infinite (unbounded) media with finite elements, derived?stochastic shape and Green's functions for finite and boundary element, and proved the Almansi Theorem for anisotropic continua.