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A survey of partial differential equations in geometric design
Gonzalez Castro, Gabriela Ugail, Hassan Willis, P. Palmer, Ian J.
Gonzalez Castro, Gabriela
Ugail, Hassan
Willis, P.
Palmer, Ian J.
Publication Date
2008
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© 2008 Springer Berlin. Reproduced in accordance with the publisher's self-archiving policy.
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Abstract
Computer aided geometric design is an area
where the improvement of surface generation techniques
is an everlasting demand since faster and more accurate
geometric models are required. Traditional methods
for generating surfaces were initially mainly based
upon interpolation algorithms. Recently, partial differential
equations (PDE) were introduced as a valuable
tool for geometric modelling since they offer a number
of features from which these areas can benefit. This work
summarises the uses given to PDE surfaces as a surface
generation technique together
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Citation
Gonzalez Castro, G., Ugail, H., Willis, P. and Palmer, I.J. (2008). A survey of partial differential equations in geometric design. Visual Computer. Vol. 24, No. 3, pp. 213-225.
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Article