In this paper, methods for generating and flattening developable surfaces by means of two given directrix curves have been investigated. By finding the two end points of every generatrix, a developable surface may be formed. Such a developable surface may be flattened by rotating part of the surface about a generatrix. A new approach based on the principle of geodesic curve length preservation for flattening developable surfaces is also introduced. In this technique, an algorithm for evaluating the geodesic curvature of a point of a curve that lies on a surface is utilized.link_to_subscribed_fulltex
Almost all industrialized materials commonly employed at engineering and building construction are a...
Approximating 3D shapes with piecewise developable surfaces is an active research topic, driven by t...
<div id="article1-front" class="front"><p id="d44752e95">Almost all industrialized materials commonl...
This paper describes a computer method for transforming an arbitrary developable surface into a flat...
Geometric genesis of surfaces and knowledge of their properties are basis for solving many problems,...
Geometric genesis of surfaces and knowledge of their properties are basis for solving many problems,...
The design of objects employing developable surfaces is of engineering importance because of the re...
The design of objects employing developable surfaces is of engineering importance because of the re...
Background: A developable surface is a special ruled surface with vanishing Gaussian curvature. The ...
WOS: 000376032000001Developable ruled surfaces and Bezier curves are widely used in Computer Aided G...
Geometric genesis of surfaces and knowledge of their properties are basis for solving many problems,...
There are two familiar constructions of a developable surface from a space curve. The tangent develo...
We present an automatic tool to approximate curved geometries with piece-wise developable surfaces. ...
We introduce a discrete paradigm for developable surface modeling. Unlike previous attempts at inter...
Developable surfaces are surfaces that can be unfolded into the plane with no distortion. Although ...
Almost all industrialized materials commonly employed at engineering and building construction are a...
Approximating 3D shapes with piecewise developable surfaces is an active research topic, driven by t...
<div id="article1-front" class="front"><p id="d44752e95">Almost all industrialized materials commonl...
This paper describes a computer method for transforming an arbitrary developable surface into a flat...
Geometric genesis of surfaces and knowledge of their properties are basis for solving many problems,...
Geometric genesis of surfaces and knowledge of their properties are basis for solving many problems,...
The design of objects employing developable surfaces is of engineering importance because of the re...
The design of objects employing developable surfaces is of engineering importance because of the re...
Background: A developable surface is a special ruled surface with vanishing Gaussian curvature. The ...
WOS: 000376032000001Developable ruled surfaces and Bezier curves are widely used in Computer Aided G...
Geometric genesis of surfaces and knowledge of their properties are basis for solving many problems,...
There are two familiar constructions of a developable surface from a space curve. The tangent develo...
We present an automatic tool to approximate curved geometries with piece-wise developable surfaces. ...
We introduce a discrete paradigm for developable surface modeling. Unlike previous attempts at inter...
Developable surfaces are surfaces that can be unfolded into the plane with no distortion. Although ...
Almost all industrialized materials commonly employed at engineering and building construction are a...
Approximating 3D shapes with piecewise developable surfaces is an active research topic, driven by t...
<div id="article1-front" class="front"><p id="d44752e95">Almost all industrialized materials commonl...