First, faceted model is used to represent a complex surface. Then, a physical model composed of a set of nodes connected by springs is constructed. Solving for the equilibrium state of the energy function during flattening the 3D surface generates the 2D pattern. This method can efficiently solve development problems for complex surfaces. Accuracy of a developed surface can easily be controlled locally. Thus, compared to earlier methods, this approach provides more flexibility for solving CAD/CAM surface development problems
Creating 2D and 3D models in CAD and following creation of drawings are standard procedures for cons...
Surface flattening is applied in many applications, such as in the aircraft, shoe, and garment indus...
Geometric genesis of surfaces and knowledge of their properties are basis for solving many problems,...
This paper presents a method for three-dimensional surface flattening, which can be efficiently used...
This paper presents a method for three-dimensional surface flattening, which can be efficiently used...
Surface development is the process of mapping a given 3D surface into a 2D shape. The usual objectiv...
The flattening of a non-developable surface is an important process in footwear making, garment desi...
When modeling spline surfaces of complex shape, one has to deal with an overwhelming number of contr...
We introduce a discrete paradigm for developable surface modeling. Unlike previous attempts at inter...
Background: A developable surface is a special ruled surface with vanishing Gaussian curvature. The ...
In this paper, the problem of generating a planar development of arbitrary three-dimensional surface...
The design of objects employing developable surfaces is of engineering importance because of the re...
In this paper, the problem of generating a planar development of arbitrary three-dimensional surface...
In geometric modeling, we always want our geometric model to looks as realistic as the real world. I...
The paper describes and explains the computational geometry method that simulates the physical model...
Creating 2D and 3D models in CAD and following creation of drawings are standard procedures for cons...
Surface flattening is applied in many applications, such as in the aircraft, shoe, and garment indus...
Geometric genesis of surfaces and knowledge of their properties are basis for solving many problems,...
This paper presents a method for three-dimensional surface flattening, which can be efficiently used...
This paper presents a method for three-dimensional surface flattening, which can be efficiently used...
Surface development is the process of mapping a given 3D surface into a 2D shape. The usual objectiv...
The flattening of a non-developable surface is an important process in footwear making, garment desi...
When modeling spline surfaces of complex shape, one has to deal with an overwhelming number of contr...
We introduce a discrete paradigm for developable surface modeling. Unlike previous attempts at inter...
Background: A developable surface is a special ruled surface with vanishing Gaussian curvature. The ...
In this paper, the problem of generating a planar development of arbitrary three-dimensional surface...
The design of objects employing developable surfaces is of engineering importance because of the re...
In this paper, the problem of generating a planar development of arbitrary three-dimensional surface...
In geometric modeling, we always want our geometric model to looks as realistic as the real world. I...
The paper describes and explains the computational geometry method that simulates the physical model...
Creating 2D and 3D models in CAD and following creation of drawings are standard procedures for cons...
Surface flattening is applied in many applications, such as in the aircraft, shoe, and garment indus...
Geometric genesis of surfaces and knowledge of their properties are basis for solving many problems,...