Besides the force field all simulations were treated in the same way: Only bonds including a hydrogen were kept fixed by the SHAKE algorithm.72 Non-bonded and image lists were updated heuristically using a 16 Å neighbour list distance. Lennard-Jones energies and forces were smoothly switched off between 11 and 12 Å. The electrostatic forces were computed by the Particle-Mesh-Ewald technique.73 ,74 The “cutoff” for the real-space part interactions was 12 Å and the damping constant for the reciprocal-space interactions was 0.410 Å–1. The grid spacing equaled 1.05 Å and a sixth-order spline interpolation of the charge to the grid was used.
Charge-Scaled and Polarizable Simulations of EMIM+OTf-
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Corresponding Organization : University of Vienna
Protocol cited in 3 other protocols
Variable analysis
- Charge-scaling factors S^eff applied to all partial charges q_iβ^perm of the cations and anions, with values of 1.00, 0.90, 0.85, 0.80, and 0.74
- No dependent variables are explicitly mentioned.
- Temperature of 300 K
- Simulations of 1000 ion pairs
- Cubic box with a box length of 67.195 Å under periodic boundary conditions
- Simulation period of at least 35 ns with a time step of 0.5 fs
- Classical force field of Pádua et al.
- Partial charges changed to the values reported by Hanke et al. for improved reproduction of experimental viscosity
- Bonds including a hydrogen kept fixed by the SHAKE algorithm
- Non-bonded and image lists updated heuristically using a 16 Å neighbour list distance
- Lennard-Jones energies and forces smoothly switched off between 11 and 12 Å
- Electrostatic forces computed by the Particle-Mesh-Ewald technique with a real-space cutoff of 12 Å and a damping constant for the reciprocal-space interactions of 0.410 Å^-1, and a grid spacing of 1.05 Å with a sixth-order spline interpolation of the charge to the grid
- Polarizable simulations using Drude oscillators with a Drude charge q^δ = -1.0 e and a Drude mass m^δ = 0.1 amu, and atomic polarizabilities from Ref. 71
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