Textile Pattern Design Based on Hamilton Function Transformation

The quasi-regular patterns generated from Hamiltonian has unique balanced symmetry. The patterns are quite suitable for the textile fabric. However the number of patterns just generated from Hamiltonian are limited. Therefore in this paper a 110 of functions built by the methods of Hamiltonian of superposition, nesting, combination and parameter variations, and it can increase the type and quantity. All of functions can generate fine patterns suited for textile fabric after computer graphics.