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Viewer3D

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Viewer3D

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04 Nov 2008 (Updated )

MIP, Color, Slice and Shaded 3D (shearwarp) Volume Rendering, interactive 3D view/measurement GUI

N=PatchNormals3D(FV)
function N=PatchNormals3D(FV)
% This function PATCHNORMALS calculates the normals of a triangulated
% mesh. PATCHNORMALS calls the patchnormal_double.c mex function which 
% first calculates the normals of all faces, and after that calculates 
% the vertice normals from the face normals weighted by the angles 
% of the faces.
%
% N=PatchNormals3D(FV);
%
% Inputs,
%   FV : A struct containing FV.faces with a facelist Nx3 and FV.vertices
%        with a Nx3 vertices list. Such a structure is created by Matlab
%        Patch function
% Outputs,
%   N : A Mx3 list with the normals of all vertices
%
% Example,
%   % Compile the c-coded function
%   mex PatchNormalsDouble.c -v
%
%   % Load a triangulated mesh of a sphere
%   load sphere; 
%
%   % Calculate the normals
%   N=PatchNormals3D(FV);
%
%   % Show the normals
%   figure, patch(FV,'FaceColor',[1 0 0]); axis square; hold on;
%   for i=1:size(N,1);
%       p1=FV.vertices(i,:); p2=FV.vertices(i,:)+10*N(i,:);       
%       plot3([p1(1) p2(1)],[p1(2) p2(2)],[p1(3) p2(3)],'g-');
%   end       
%
% Function is written by D.Kroon University of Twente (June 2009)


sizev=size(FV.vertices);
% Check size of vertice array
if((sizev(2)~=3)||(length(sizev)~=2))
    error('patchnormals:inputs','The vertice list is not a m x 3 array')
end

sizef=size(FV.faces);
% Check size of vertice array
if((sizef(2)~=3)||(length(sizef)~=2))
    error('patchnormals:inputs','The vertice list is not a m x 3 array')
end

% Check if vertice indices exist
if(max(FV.faces(:))>size(FV.vertices,1))
    error('patchnormals:inputs','The face list contains an undefined vertex index')
end

% Check if vertice indices exist
if(min(FV.faces(:))<1)
    error('patchnormals:inputs','The face list contains an vertex index smaller then 1')
end

[Nx,Ny,Nz]=PatchNormalsDouble(double(FV.faces(:,1)),double(FV.faces(:,2)),double(FV.faces(:,3)),double(FV.vertices(:,1)),double(FV.vertices(:,2)),double(FV.vertices(:,3)));

N=zeros(length(Nx),3);
N(:,1)=Nx;
N(:,2)=Ny;
N(:,3)=Nz;

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