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Module for the conversion of order parameters to specific model parameters and vice versa.
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Imports: acos, cos, pi, sqrt
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Convert the isotropic cone angle to the order parameter S. This uses Woessner's diffusion in a cone order parameter defined as: S = 1/2 (1 + cos(theta)) * cos(theta)
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Convert the isotropic cone order parameter S into the cone angle. This uses Woessner's diffusion in a cone order parameter defined as: S = 1/2 (1 + cos(theta)) * cos(theta) The conversion equation is: theta = acos((sqrt(8.0*S + 1) - 1)/2) Hence the cone angle is only between 0 and 2pi/3, as the order parameter for higher cone angles is ambiguous.
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