solution for implicit function with boundary condition
asked 2016-08-05 07:12:27 -0600
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Hello everyone I have a equation of
$$ x \sin(\theta_0)+y \cos(\theta_0)+Cy_0-a \sin(((x \cos(\theta_0)-y \sin(\theta_0))+Cx_0)/Wavelength 2 \pi) == 0$$
which is the graph of $$a \sin(x/Wavelength 2 \pi)$$
translate $Cx_0, Cy_0$ and turn $\theta$ degree
Now I want to find the value of y for every x
and the boundary condition is -5<x<5 and="" -2<y<2<="" p="">
I only need numerical solution So I write(for example)
but it only give me
yy == -1591171550/11651589*sin(-8742223/40728696*pi + 1674841/89990759*pi*yy) - 2736327944741683/32059067495364
This is not what I need How can I solve it?