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This paper presents a model for simulating flexible surfaces of cloth objects. The model is to simulate cloth deformations in three-dimensional (3D) space from two-dimensional (2D) patterns by using the finite element method (FEM) with geometric constraints. A 3D form is obtained from a 2D pattern based on the geometric constraints and material properties of cloth objects. The geometric constraint...
This paper describes a computer method for transforming an arbitrary developable surface into a flattened pattern. Developable surfaces are a special class of ruled surfaces. The Gaussian curvature of any point of the developable surfaces is zero. Some curves on developable surfaces are geodesic curves and the geodesic curvatures of all the points on these curves are zero. The flattening technique...
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