Rank: 1470 based on 47 downloads (last 30 days) and 2 files submitted
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J. Ole Kaven

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Geophysics, differential geometry, boundary element methods, finite element methods

 

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27 Aug 2009 Screenshot Two functions for smoothing/denoising of triangular meshes 2 functions to smooth noisy triangular meshes: Mean face normal filtering, Laplace flow filtering Author: J. Ole Kaven triangulation, mesh, 3d, smoothing, mesh filter 21 2
  • 4.5
4.5 | 2 ratings
06 Aug 2009 Screenshot Curvature calculations on triangular 3D surface Calculate principal curvatures on a triangular mesh in 3D. Author: J. Ole Kaven differential geometry, triangulation, 3d, mesh 26 2
  • 4.0
4.0 | 1 rating
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28 Jan 2010 Curvature calculations on triangular 3D surface Calculate principal curvatures on a triangular mesh in 3D. Author: J. Ole Kaven

Hi Matt
k1 is the maximum principal curvature. See Chen & Schmidt equation (6).
Link to paper (requires authorization):
http://www.springerlink.com/content/y57127165032r535/
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28 Jan 2010 Curvature calculations on triangular 3D surface Calculate principal curvatures on a triangular mesh in 3D. Author: J. Ole Kaven Kaven, J. Ole

Hi Matt
k1 is the maximum principal curvature. See Chen & Schmidt equation (6).
Link to paper (requires authorization):
http://www.springerlink.com/content/y57127165032r535/
28 Jan 2010 Curvature calculations on triangular 3D surface Calculate principal curvatures on a triangular mesh in 3D. Author: J. Ole Kaven Matt

Works well, however, I routinely get a "divide by zero" warning at line 65, even when using a hyperbolic paraboloid:
[x,y]=meshgrid(-3:.25:3,-3:.25:3);
tri=delaunay(x,y);
z=0.25*x.^2-0.25*y.^2;

Also, is please be more specific in defining output of which is minimum/maximum curvature, k1 or k2. Thanks!
10 Oct 2009 Two functions for smoothing/denoising of triangular meshes 2 functions to smooth noisy triangular meshes: Mean face normal filtering, Laplace flow filtering Author: J. Ole Kaven Cheng, Raymond

Thanks for your codes.
27 Aug 2009 Two functions for smoothing/denoising of triangular meshes 2 functions to smooth noisy triangular meshes: Mean face normal filtering, Laplace flow filtering Author: J. Ole Kaven Krysl, Petr

trinormal is not included in the distribution!?
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3d, mesh, triangulation, differential geometry, mesh filter
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27 Aug 2009 Screenshot Two functions for smoothing/denoising of triangular meshes 2 functions to smooth noisy triangular meshes: Mean face normal filtering, Laplace flow filtering Author: J. Ole Kaven triangulation, mesh, 3d, smoothing, mesh filter 21 2
  • 4.5
4.5 | 2 ratings
06 Aug 2009 Screenshot Curvature calculations on triangular 3D surface Calculate principal curvatures on a triangular mesh in 3D. Author: J. Ole Kaven differential geometry, triangulation, 3d, mesh 26 2
  • 4.0
4.0 | 1 rating

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