📄 gmchecknormals.m
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function [varargout]=gmchecknormals(varargin)%% gmchecknormals checks how much the brep faces deviate from being G^1.%% Tcl/Tk: gmset {maxvar facename pointnum} [gmchecknormals $b]%% Matlab: [maxvar facename pointnum] = gmchecknormals(b);%% This function returns three values. The first is the maximum%% discontinuity of the normal vector (using the QMG metric) at any%% control point of any brep face. If all the brep faces are G^1, this%% number should be very close to zero. If this number is nonzero, it%% gives a lower bound for the curvature setting of the QMG to be valid%% on the brep. The second return variable is the name of the face (a%% string) in which the maximum is achieved. The third return variable%% is the index of the control point where the max is achieved.gm_errmsg('gmchecknormals')
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