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Mathematics Homework Solutions
#23975
Minimal Surface Equation
Please see the attached file for the fully formatted problems.
Show that
Z(x, y) = ln(sin y/sin x)
is a solution to the minimal surface equation.
(1 + Z)Z1 + 2ZXZZX + (1 + Z)Z = 0,
in the region 0 < x < ir, 0 < y < pi. What happens on the boundary of this region? Suppose we consider a constant multiple of Z(x, y) - is it still a solution of the PDE?
A minimum surface equation is investigated. The solution is detailed and well-presented.
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By OTA - Overall OTA Rating
Yongjun Luo, PhD (IP) - 4.8/5
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