i wondering have following code:
[r,r] = meshgrid(2:0.01:10,-4:0.01:4); z=(((r).^2)-1 ); a=2+ (r.*(r+r^-1)); b=sqrt(z).*(r-r^-1); c=((r+r^-1)./(sqrt(z))).*acoth(a./b); figure contourf(r,r,c); h=colorbar; set(get(h,'ylabel'),'string','\gamma p_p l') xlabel('$r$','interpreter','latex','fontsize',18) ylabel('$d \over 2\sqrt{m}$','interpreter','latex','fontsize',18)
i , b answers infinite not sure why?
you forgot dot. r^-1
same inv(r)
. , since of r
's rows same first, it's reduced-row echelon form have zeros, , inverse have infinite values. believe meant
a=2+ (r.*(r+r.^-1));
or, more in opinion,
a=2+ (r.*(r+ 1./r));
and on rest of r^-1
.
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