Desired deformation of continuum surfaces in 3DCG animation by time varying stable forms
Ippei Takauchi, Masatoshi Ochiai, Hiromu Saito, Ryo Asakura, Motofumi Hattori · 2009
In this paper, the authors discuss how to make 3DCG animations of flowers, wings, and cloths etc. which are modeled by surfaces. These 3DCG animations are obtained based on the numerical simulation for the Newtonian dynamics equations of surfaces. These equations are obtained from the potential functions (the energy functions) of the surfaces.