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Molecular Dynamics

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Classical Molecular Dynamics is a method based on statistical mechanics and the solution of Newton's equations of motion. Often all atoms are described as explicit particles (give or take a few) which interact via a classical potential surface. The atomic forces are determined from the negative gradient of the potential energy with respect to the particle positions. The equations of motion of the atoms are then found by integrating the atomic positions, velocities ... wrt time using finite difference methods.

 

 

 

A large variety is found in the description of the potential surface, from simple pair-additive potential functions to sophisticated many-body, polarizable models and methods based on explicit solution of the electron structure (such as HF and DFT) with the atomic positions as parameters in each timestep. Several hybrid methods exist as well and are becoming increasingly popular.

 

Contact the Application Expert in Molecular Dynamics  Daniel Spångberg.

Free Code

A library for fast evaluation of inverse square roots on i386/amd64 using sse/sse2, avx or avx+fma4 instructions (very fast but gives 44 bits or slightly slower giving 51 bits of precision out of 53).

A library for fast evaluation of inverse square roots, square roots, arcsin, arccos, to (practically) full double precision. Only for amd64.

Efficient compression of trajectories

 

 

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