Construct streamline surface by restricted Bezier patch
Xiaolin Lu
Abstract
Xiaolin Lu
Abstract
The surface modeling of streamline shape is important research subject in designing the outer appearance of the motion objects such as automobiles, ships and planes. This paper proposed a method of constructing streamline surfaces with restricted Bezier patches. The Bezier surface with the restricted condition, which makes it satisfy and solve the streamline function equation, is used as a surface modeling to construct the streamline surface. This paper described the modeling method of streamline surface in detail. The streamline surfaces are produced by the general Bezier surfaces which satisfied the fluid dynamics streamline function equation. This method fully utilizes the characteristic of Bezier patch and makes the streamline surface modeling easily.
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The surface modeling of streamline shape is important research subject in designing the outer appearance of the motion objects such as automobiles, ships and planes. This paper proposed a method of constructing streamline surfaces with restricted Bezier patches. The Bezier surface with the restricted condition, which makes it satisfy and solve the streamline function equation, is used as a surface modeling to construct the streamline surface. This paper described the modeling method of streamline surface in detail. The streamline surfaces are produced by the general Bezier surfaces which satisfied the fluid dynamics streamline function equation. This method fully utilizes the characteristic of Bezier patch and makes the streamline surface modeling easily.
Key concepts: Surface (topology), Bézier curve, Construct (python library), Bézier surface, Computer science, Function (biology), Geometry, Mathematics