We propose a new approach to split up the velocities of atoms of flexible molecules into translational, rotational, and vibrational components. As a result, the kinetic energy of the system can easily be expressed in terms of only three parts related to the above components. This is distinct from the standard Eckart method, where the cumbersome Coriolis contribution to the kinetic energy appears additionally. The absence of such a contribution within the proposed approach allows us to readily extend the microcanonical multiple-time-step dynamics of flexible molecules to the canonical-isokinetic Nos\ue9-Hoover chain ensemble by explicitly integrating the translational, orientational, and vibrational motion. The previous extensions dealt excl...
This chapter is concerned with the equations of motion method as a many-body approach to the dynamic...
A recently introduced computational algorithm to extend time scales of atomically detailed simulatio...
This chapter is concerned with the equations of motion method as a many-body approach to the dynamic...
We have developed several multiple time stepping techniques to overcome the limitations on efficienc...
We propose and validate a new multiscale technique, the extrapolative isokinetic N\uf3se\u2013Hoover...
We have proposed a new canonical-isokinetic ensemble for efficient sampling of conformational space ...
Molecules at temperatures above 0K are always in motion, translating, rotating, and undergoing confo...
International audienceThe contribution of rigid-body motions to the atomic trajectories in a 100 ps ...
International audienceThe contribution of rigid-body motions to the atomic trajectories in a 100 ps ...
International audienceThe contribution of rigid-body motions to the atomic trajectories in a 100 ps ...
International audienceThe contribution of rigid-body motions to the atomic trajectories in a 100 ps ...
International audienceThe contribution of rigid-body motions to the atomic trajectories in a 100 ps ...
. Molecular dynamics (MD) simulations of proteins provide descriptions of atomic motions, which allo...
International audienceThe contribution of rigid-body motions to the atomic trajectories in a 100 ps ...
Molecular dynamics is a method in which the motion of each individual atom or molecule is computed a...
This chapter is concerned with the equations of motion method as a many-body approach to the dynamic...
A recently introduced computational algorithm to extend time scales of atomically detailed simulatio...
This chapter is concerned with the equations of motion method as a many-body approach to the dynamic...
We have developed several multiple time stepping techniques to overcome the limitations on efficienc...
We propose and validate a new multiscale technique, the extrapolative isokinetic N\uf3se\u2013Hoover...
We have proposed a new canonical-isokinetic ensemble for efficient sampling of conformational space ...
Molecules at temperatures above 0K are always in motion, translating, rotating, and undergoing confo...
International audienceThe contribution of rigid-body motions to the atomic trajectories in a 100 ps ...
International audienceThe contribution of rigid-body motions to the atomic trajectories in a 100 ps ...
International audienceThe contribution of rigid-body motions to the atomic trajectories in a 100 ps ...
International audienceThe contribution of rigid-body motions to the atomic trajectories in a 100 ps ...
International audienceThe contribution of rigid-body motions to the atomic trajectories in a 100 ps ...
. Molecular dynamics (MD) simulations of proteins provide descriptions of atomic motions, which allo...
International audienceThe contribution of rigid-body motions to the atomic trajectories in a 100 ps ...
Molecular dynamics is a method in which the motion of each individual atom or molecule is computed a...
This chapter is concerned with the equations of motion method as a many-body approach to the dynamic...
A recently introduced computational algorithm to extend time scales of atomically detailed simulatio...
This chapter is concerned with the equations of motion method as a many-body approach to the dynamic...