compute an ODF by approximating orientations at some function values (interpolating the orientations with weights) It is also possible to interpolate a vector field.
For more information on the interpolation method and possible flags, see in the documention: Approximation of discrete data.
Syntax
SO3F = interp(ori,values)
SO3F = interp(ori,values,'halfwidth',1*degree,'resolution',7*degree,'tol',1e-3,'maxit',100,'density')
SO3F = interp(ori,values,'harmonic')
SO3F = interp(ori,values,'harmonic','bandwidth',48,'weights',W,'regularization',1e-4,'SobolevIndex',2,'tol',1e-6,'maxit',200)
SO3F = interp(ori,values,'bingham')Input
| ori | orientation |
| values | double, vector3d |
Output
| SO3F | SO3Fun, SO3VectorFieldHarmonic |
Flags
| ('harmonic'|'bingham'|'RBF') | interpolation method (default: 'RBF') |
See also
SO3FunRBF.interpolate SO3FunHarmonic.interpolate SO3FunBingham.interpolate SO3VectorFieldHarmonic.interpolate