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updated 2 years ago

Monte carlo simulation of three dimensional grain growth - code - version No. 1 (basic) by sunil anandatheertha

Q-state Metropolis algorithm based Monte-Carlo simulation of basic 3D GRAIN GROWTH (metallurgy, materials, material science)

AssignRandomInitialStateMatrix_3D_QPOTTS(x,Q)

E1=Energy1_3D_QPOTTS(IESM)

E2=Energy2_3D_QPOTTS(IESM_NewSpin)

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updated 2 years ago

Monte carlo simulation of two dimensional grain growth - code - version No. 1 (basic) by sunil anandatheertha

Q-state Metropolis algorithm based Monte-Carlo simulation of basic GRAIN GROWTH (metallurgy, materials, material science)

AssignRandomInitialStatematrix(x,Q);

AverageGrainSize(state,x,y)

EdgeBoundaryWrapQPOTTS(i,j,x)

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updated almost 7 years ago

Hamiltonian operation on Lattice by Yuma Lim

Hamiltonian operation on square Lattices (matrix) (linear algebra, hamilton, hamiltonian)

HamiltonianLattice(a)

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updated almost 7 years ago

Gray Code Manipulation by William Kahan

Generate Gray Codes and convert them to integers. (cyclic, gray codes, goniometers)

gc2dec(gra)

gray2int(g)

grays(n)

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updated almost 8 years ago

Symplectic Integrators by Francisco Beron-Vera

Symplectic integrators for separable and nonseparable Hamiltonians. (differential equation..., symplectic, geometric)

[q,p]=seeq(dqdt,dpdt,tspan,q0,p0,varargin)

[q,p]=seip(dqdt,dpdt,tspan,q0,p0,varargin)

[q,p]=seiq(dqdt,dpdt,tspan,q0,p0,varargin)

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