No BSD License
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F=eckart_equations(x,guess_ma...
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I_Eckart
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J=eckart_equations_jacob(x,gu...
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PPfun=ppcreate(varargin)
PPCREATE Create 1-D Piecewise Polynomial Function.
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Y=four_coef_phi(f_phi)
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[a,eckart_rot_matrix]=eckart(...
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[gaussian_matrix,gaussian_rot...
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[gaussian_matrix,permutations...
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[principle_axes,new_mass_weig...
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center_of_mass_matrix=center_...
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diff_a_of_phi=a_prime_of_phi(...
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inertia_tensor=inertia(a_matr...
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lambda=direction_cosine(theta...
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loadascii(filename)
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mass_weight_matrix=mass_weigh...
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mu_ss=inverse_inertia(a,diff_...
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nleqn(f,x0,rtol,atol,ftol,var...
NLEQN Solve system of N nonlinear equations in N unknowns.
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nleqn_jacob(f,x0,rtol,atol,ft...
NLEQN Solve system of N nonlinear equations in N unknowns.
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View all files
Eckart Inertias
by Bryan Wong
12 Mar 2007
(Updated 13 Mar 2007)
A suite of MATLAB codes to calculate effective Eckart inertias for internal rotation
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| File Information |
| Description |
This is a suite of MATLAB codes to calculate effective Eckart inertias for large amplitude torsions published by Bryan M. Wong, Ryan L. Thom, and Robert W. Field in The Journal of Physical Chemistry A 110, 7406 - 7413 (2006). The Eckart inertias are obtained by solving a system of transcendental equations using the Powell dogleg method. Since this system is highly nonlinear, we have implemented analytical Jacobians in the dogleg method to maximize computational efficiency. The zip file includes some sample input files. |
| MATLAB release |
MATLAB 7 (R14)
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| 06 May 2007 |
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