Dear  Marcella Iannuzzi and all cp2k users<div> Thanks for your help! I try to set ALPHA from 0.1 to 0.05, but it still not. Then I use a same but smaller model in VASP. After geo convergence, the oxygen molecule dissociates. So I think there is a problem in model's geometry structure.</div><div> <img src="data:image/png;base64,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" alt="" data-iml="594750.0299999956" width="237px" height="316.728px"><br></div><div>I really appreciate you for your answer,it helps me a lot.</div><div>Regards </div><div>silencesola</div><br><div class="gmail_quote"><div dir="auto" class="gmail_attr">在2020年11月6日星期五 UTC+8 下午4:59:24<Marcella Iannuzzi> 写道:<br/></div><blockquote class="gmail_quote" style="margin: 0 0 0 0.8ex; border-left: 1px solid rgb(204, 204, 204); padding-left: 1ex;"><div><br></div>The ALPHA should be smaller not larger. Try 0.01 or smaller.<div>From the number that you posted I can only say that the electronic density on the regular grids is not conserved,</div><div>which is a very good reason why the SCF is not converging. </div><div>Regards</div><div>Marcella</div><div><br></div><div><br><br></div><div class="gmail_quote"><div dir="auto" class="gmail_attr">On Friday, November 6, 2020 at 2:52:49 AM UTC+1 silencesola wrote:<br></div><blockquote class="gmail_quote" style="margin:0 0 0 0.8ex;border-left:1px solid rgb(204,204,204);padding-left:1ex">Dear 

Marcella Iannuzzi <div> I have changed mixing temperature from 300K to 1000K don't work.As for ALPHA, my initial set is 0.1,when I try to increase its value to 1.0, it also can't convergence. Its energy jumps like this enve after 200 SCF steps or 5 Ion step.<br><img alt="" width="641px" height="506.837px"><br></div><div>but in  vertical adsorption , it only costs 69 SCF steps in first step and 12 ion steps in total.</div><div><img alt="" width="523px" height="291.845px"><br></div><div><br></div><div class="gmail_quote"><div dir="auto" class="gmail_attr">在2020年11月6日星期五 UTC+8 上午12:05:42<Marcella Iannuzzi> 写道:<br></div><blockquote class="gmail_quote" style="margin:0 0 0 0.8ex;border-left:1px solid rgb(204,204,204);padding-left:1ex"><div><br></div>You provide very little information, it is difficult to judge. <div>Did you try changing ALPHA in mixing and the temperature in smearing? </div><div><br>Regards</div><div>Marcella</div><div><br></div><div class="gmail_quote"><div dir="auto" class="gmail_attr">On Thursday, November 5, 2020 at 3:38:08 PM UTC+1 silencesola wrote:<br></div><blockquote class="gmail_quote" style="margin:0 0 0 0.8ex;border-left:1px solid rgb(204,204,204);padding-left:1ex"><div>Dear CP2K users</div><div>I have got a surface of Ti2AlN, when I put a oxygen molecule on it with Vertical adsorption ,it's SCF convergences well.but when I put with parallel adsorption,SCF can't convergence.and I have try to change EPS_ DEFAULT, EXTRAPOLATION_ORDER, EPS_FILTER_MATRIX, EPS_PGF_ORB and MIXING section, but it's not useful. </div><div>I appreciate any comment which can help getting ride of this error.  Thanks♪(・ω・)ノ<br></div></blockquote></div></blockquote></div></blockquote></div></blockquote></div>