[CPMD-list] Re: two questions about MD
Alexandr Isayev
alex at ccmsi.us
Wed Feb 28 19:54:54 CET 2007
Dear Zhang,
If you have one variable your CONSTRAINT looks like:
30001 1 2.2333309887E-03 2.5728999289E+00
30002 1 1.5494648330E-03 2.5728999290E+00
30003 1 9.1925447001E-04 2.5728999290E+00
30004 1 3.8264338162E-04 2.5728999291E+00
30005 1 -1.2575423713E-04 2.5728999291E+00
30006 1 -6.8543558750E-04 2.5728999292E+00
where is the first column - step number, second - constraint number,
third - value of the Lagrange multiplier and the last one is actual
value of your constraint.
Sincerely,
Alexandr
Wednesday, February 28, 2007, 6:55:07 AM, you wrote:
q> Hi,professor!
q> Thanks for the reply!
q> I learned from some tutorial that the average force can be calculated using d
q> F/dq=<Z-1/2[-lamda+kTG]>/<Z-1/2>, and what's the quantity in the CONSTRSINT file
q> ? Is it lagrange multiplier lamda?
q> best wishes
q> Zhang Qianfan
q> 2007-02-28
q>
q> Axel Kohlmeyer д:
>> On Sun, 25 Feb 2007, qfzhang wrote:
>>
>> dear zhang,
>>
>> ZQ> Hi,professor
>> ZQ> Thanks for the reply! I still have some question about the constraint fo
q> rce.
>> ZQ> Do you mean that the constrain force of one particular distance differen
q> ce is
>> ZQ> just the average of the trajectory, and the barrier can be calculated just
q> by in
>> ZQ> tegrating such \'averages\'?
>>
>> that is correct, provided the your system is in equilibrium.
>> please check out the literature about umbrella sampling and
>> statistical mechanis in general. there are some references
>> in the manual and most modern textbooks on MD cover it decently.
>> there are also a number of alternatives to umbrella sampling
>> (which is considered to be rather accurate - if done correctly,
>> but quite expensive in terms of cpu time requirements).
>>
>> ZQ> Another problem is that the constraint forces in the CONSTRAINT file var
q> y heav
>> ZQ> ily along the trajectory. Is there some method to solve such a problem? Ge
q> nerall
>> ZQ> y speaking,how many timestep should be done to get the converged constrain
q> t forc
>> ZQ> e?
>>
>> this is to be expected. the instantaneous forces should fluctuate in a
>> more-or-less gaussian distribution around the \'true\' values and then
>> you can use conventional statistical measures to judge whether your
>> average is converged or not. you also have to balance the accuracy
>> of each sampling point against the accuracy of integrating the mean
>> forces with a limited number of sampling points. of course the number
>> of sampling points depends on the shape of your PMF.
>>
>> ZQ> From the example given in cpmd tutorial, when specifing CONSTRAINTS, the
q> re is
>> ZQ> no NOSE keyword, should that be needed in the constant temperature simulat
q> ion?
>> ZQ> best wishes
>>
>> can you please be more specific to which example of what tutorial you
>> are referring to.
>>
>> cheers,
>> axel.
>>
>>
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-------------------------------------------------------
Alexandr Isayev,
Graduate Research Assistant, and System Administrator
@ Computational Center for Molecular Structure
and Interactions (CCMSI),
Jackson State University,
Jackson, MS USA
Tel: +(601) 979-1134
e-mail: alex(at)ccmsi.us
Web: http://www.ccmsi.us
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