Re: [gmx-users] convergence of bilayer simulation

2019-07-13 Thread Justin Lemkul
On 7/12/19 1:54 PM, Prasanth G, Research Scholar wrote: Dear Justin, Thank you for your inputs. After using GridmatMD. I obtained the following results - Area per lipid is 62.696275 ± 0.545 Angstrom (square) Average thickness of the upper and lower membranes is 3.66 ± 0.28 Angstrom (square)

Re: [gmx-users] convergence of bilayer simulation

2019-07-12 Thread Prasanth G, Research Scholar
Dear Justin, Thank you for your inputs. After using GridmatMD. I obtained the following results - Area per lipid is 62.696275 ± 0.545 Angstrom (square) Average thickness of the upper and lower membranes is 3.66 ± 0.28 Angstrom (square) I am also attaching the graphs for lateral displacement of

Re: [gmx-users] convergence of bilayer simulation

2019-07-11 Thread Justin Lemkul
On 7/11/19 12:14 PM, Prasanth G, Research Scholar wrote: Dear Roshan, Thank you for your response. I thought that the lipid also behaves as a solvent in the case of membrane simulation. we even try to make sure the set temperature (starting from equilibration) is beyond the phase transition

Re: [gmx-users] convergence of bilayer simulation

2019-07-11 Thread Prasanth G, Research Scholar
Dear Roshan, Thank you for your response. I thought that the lipid also behaves as a solvent in the case of membrane simulation. we even try to make sure the set temperature (starting from equilibration) is beyond the phase transition temperature. I wonder what sort of impact this will have on

[gmx-users] convergence of bilayer simulation

2019-07-10 Thread Prasanth G, Research Scholar
Dear all, I am carrying out a simulation to equilibrate lipid bilayer (POPC) in water, which I would like to use for membrane protein simulation. Is there a way to know, if a lipid bilayer simulation has converged or not? -- Regards, Prasanth. -- Gromacs Users mailing list * Please search the