Numerical equation intergral.
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Hi,
I have an equation
a = 0.8
b = 45°
x = ((((1-(a^2))^0.5)*((x/z)+(z/x))*((a*tan(b)) - 1 + ((1-(z/x))^2.25)))^-1); (eq 1)
the above function can only be solved numerically. I used the fimplicit function and I was sucessful in plotting the x Vs. y graph. Now I would like to find t, where
t = integral (f(x,y)) dy
for example you can take f(x,y) = y*exp((x-y*y-xy)*x). Since x and y are related and the equation 1 can be solved only numerically, I am not able to find a solution. Can you help me in solving the equation please ?
12 Kommentare
Torsten
am 25 Mai 2021
I tried Mathematica under wolframalpha.com in the internet using the ContourPlot command.
It appears, given y in the relevant range, there are multiple solutions for your equation for x.
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