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## Re: [ESPResSo] Subsection 5.2.1 ESPResSo User's Guide

 From: Olaf Lenz Subject: Re: [ESPResSo] Subsection 5.2.1 ESPResSo User's Guide Date: Mon, 16 Feb 2009 11:45:08 +0100 User-agent: Thunderbird 2.0.0.19 (X11/20090105)

Hello!

> based on these lines, my questions are:

> 1. If r = r_{off} + \sigma, how could the potential (V_{LJ}(r)) become \epsilon(1 + c_{shift})?. Since if we put the r value to eq. (5.1), the potential will equal to 4 \epsilon c_{shift}.


> 2. In my expectation, attractive interaction will occur after molecules distance beyond r = r_{off} + 2^{fract{1}{6}}\sigma, as the force become (-). But these line mentioned "The attractive parts starts beyond r = r_{off} + \sqrt{sigma}", do I miss something?.


Indeed you have found two errors in the User's Guide. I have fixed it, and it will occur in future versions, including thanks to you!


The minimum of the LJ potential is of course at r = r_{off} + 2^{fract{1}{6}}\sigma! I think what the original author wanted to say is that V_LJ(r_{off}+2^(1/6)*\sigma) = -\epsilon + 4 \epsilon c_{shift}. This confusion is caused by the two competing definitions of the LJ potential.


> Does anyone can help me recover my confusion? Since I am new and very inexperianced in this area.


For being inexperienced in the area, you asked exactly the right questions. So: thanks for the questions!

Olaf