SELFSIMILAR EXPANDING SOLUTIONS IN A SECTOR FOR A CRYSTALLINE FLOW
Preprint Series # 649 Giga, Yoshikazu and Giga, MiHo and Hontani, Hidekata SELFSIMILAR EXPANDING SOLUTIONS IN A SECTOR FOR A CRYSTALLINE FLOW. (2004); AbstractFor a given sector a selfsimilar expanding solution to a crystalline flow is constructed.
The solution is shown to be unique. Because of selfsimilarity the problem is reduced to solve a system of algebraic equations of degree two.
The solution is constructed by a method of continuity and obtained by solving associated ordinary differential equations.
The selfsimilar expanding solution is useful to construct a crystalline flow from an arbitrary polygon not necessarily admissible.
Item Type:  Preprint 

Additional Information:  30 copies needed 

Uncontrolled Keywords:  crystalline flow, selfsimilar expanding solutions, a priori estimate


Subjects:  35xx PARTIAL DIFFERENTIAL EQUATIONS 

ID Code:  198 

