Abstract:Membrane nano-inclusions are of great interest in biophysics, materials science, nanotechnology, and medicine. In this work, We combined MD simulations and theories to reveal their physics behavior.
“…The temperature (T) is set to the ambiante temperature T a , T ¼ T a ¼ 25 C. The surface effects are removed using the periodic boundary conditions and the reduced units are used to optimize the MD calculation time, the time is reduced by ffiffiffiffiffiffiffiffiffi mR 2 k B T s , the energies are reduced by k B T, the distances are reduced by the O/ W-MI radius R, and the temperature is reduced by the room temperature T a . 48,49 We analyzed the O/W-MIs structural properties using the radial distribution function g(r). The g(r) presents the probability of nding microemulsions located at each separation distance r around a central one.…”
“…The temperature (T) is set to the ambiante temperature T a , T ¼ T a ¼ 25 C. The surface effects are removed using the periodic boundary conditions and the reduced units are used to optimize the MD calculation time, the time is reduced by ffiffiffiffiffiffiffiffiffi mR 2 k B T s , the energies are reduced by k B T, the distances are reduced by the O/ W-MI radius R, and the temperature is reduced by the room temperature T a . 48,49 We analyzed the O/W-MIs structural properties using the radial distribution function g(r). The g(r) presents the probability of nding microemulsions located at each separation distance r around a central one.…”
Membrane nano-inclusions are of great interest in biophysics, materials science, nanotechnology, and medicine. In this work, We combined MD simulations and theories to reveal their physics behavior.
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