Alireza Jamali's Blog
Observe that
dxdθ=−a√sin(2θ),
dydθ=b√cos(2θ),
satisfies
1a4(dxdθ)4+1b4(dydθ)4=1.
Thus
x=2aE(π4−θ | 2),
y=2bE(θ | 2).
No comments:
Post a Comment