📄 sczip.m
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function d = sczip (M,v)
%SCZIP(Matrix, Option) Simplified notation: Sin(qn) = Sn and Cos(qn) = Cn
% 1 - SC0 = sczip(M)
% 2 - SC0 = sczip(M, manipulator)
%July ~ December 2005, by Reinaldo M. do Nascimento
k=[];l=[];
O=M;
if nargin==1,v=ffx(M);
elseif isa(v,'struct'),v=v.chain.variables;
end
for i=1:length(v)
m=0;
c=double(char(v(i)));
n=length(c);
for j=1:length(k)
if k(j)==c(n)
m=1;
break
end
end
k=[k c(n)];
if m==0
M=subs(M,{cos(v(i)),sin(v(i))},{char([99 c(n)]),char([115 c(n)])},0);
l=[l char([32 c(n)])];
else
M=subs(M,{cos(v(i)),sin(v(i))},{char([99 c(n) 48+i]),char([115 c(n) 48+i])},0);
l=[l char([32 c(n) 48+i])];
end
if M==O
l=[l char(120)];
else
O=M;
end
end
%disp(v);
%disp(l);
d=M;
function h = ffx (M)
s=findsym(M);
k=1;h=[];
for i=1:length(s)
if s(i)==44
h=[h sym(s(k:i-1))];
k=i+1;
elseif i==length(s)
h=[h sym(s(k:length(s)))];
end
end
h=h(length(h):-1:1);
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