half-yoke consts
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@@ -3,8 +3,8 @@ import sympy as sp
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g = 9.81
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m = 6
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z = sp.symbols('z')
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term1 = (6.167266375e8*((0.4446789110e5)**2))/((0.2466906550e10*z + 0.6886569338e8)**2)
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term2 = 0.3042813963e19*z*((0.4446789110e5)**2)/((0.2466906550e10*z + 0.6886569338e8)**3)
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term1 = (6.167266375e8*((0.2223394555e5)**2))/((0.2466906550e10*z + 0.6886569338e8)**2)
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term2 = 0.3042813963e19*z*((0.2223394555e5)**2)/((0.2466906550e10*z + 0.6886569338e8)**3)
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equation = sp.Eq(4*(term1 - term2), m*g)
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solution = sp.solve(equation, z)
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print("Equilibrium position (z):")
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