Spline Interpolation Pdf In this paper, a method to create a quasi developable b spline surface between two limit curves is presented. the centreline, chines and sheer lines of a vessel are modelled as b spline. A method is proposed to computing a b spline surface bounded by two fixed b spline curves such that the surface achieves as large developability as possible.
Spline Interpolation Numerical Analysis Pdf Article “as developable as possible b spline surface interpolation to b spline curves” detailed information of the j global is a service based on the concept of linking, expanding, and sparking, linking science and technology information which hitherto stood alone to support the generation of ideas. 摘要: abstract a method is proposed to computing a b spline surface bounded by two fixed curves such that the achieves as large developability possible. Summary a method is proposed to computing a b spline surface bounded by two fixed b spline curves such that the surface achieves as large developability as possible. We propose a method for generating a ruled b spline surface fitting to a sequence of pre defined ruling lines and the generated surface is required to be as developable as possible. specifically, the terminal ruling lines are treated as hard constraints.
Pdf As Developable As Possible B Spline Surface Interpolation To B Summary a method is proposed to computing a b spline surface bounded by two fixed b spline curves such that the surface achieves as large developability as possible. We propose a method for generating a ruled b spline surface fitting to a sequence of pre defined ruling lines and the generated surface is required to be as developable as possible. specifically, the terminal ruling lines are treated as hard constraints. Abstract a method is proposed to computing a b spline surface bounded by two fixed b spline curves such that the surface achieves as large developability as possible. More precisely, we construct a developable b spline surface which takes the first and last input lines as the head and tail rulings, respectively, and exhibits the shape suggested by the interior lines as much as possible. Motivated by applications in architecture and design, we present a novel method for increasing the developability of a b spline surface. we use the property that the gauss image of a developable surface is 1 dimensional and can be locally well approximated by circles. We observe that even the ini tial control rulings form a discrete developable surface, the b spline surface bounded by the direct interpolation curves using the averaged centripedal parametrization is far from being developable.
Interpolation Pdf Interpolation Spline Mathematics Abstract a method is proposed to computing a b spline surface bounded by two fixed b spline curves such that the surface achieves as large developability as possible. More precisely, we construct a developable b spline surface which takes the first and last input lines as the head and tail rulings, respectively, and exhibits the shape suggested by the interior lines as much as possible. Motivated by applications in architecture and design, we present a novel method for increasing the developability of a b spline surface. we use the property that the gauss image of a developable surface is 1 dimensional and can be locally well approximated by circles. We observe that even the ini tial control rulings form a discrete developable surface, the b spline surface bounded by the direct interpolation curves using the averaged centripedal parametrization is far from being developable.
B Spline Nearly Developable Surface Download Scientific Diagram Motivated by applications in architecture and design, we present a novel method for increasing the developability of a b spline surface. we use the property that the gauss image of a developable surface is 1 dimensional and can be locally well approximated by circles. We observe that even the ini tial control rulings form a discrete developable surface, the b spline surface bounded by the direct interpolation curves using the averaged centripedal parametrization is far from being developable.
B Spline Nearly Developable Surface Download Scientific Diagram
Comments are closed.