[gmx-users] Re: what is sigma in gromacs? the radius of a sphere or the diameter of a sphere?

2013-08-19 Thread grita
Dear Richard,

many thanks for this clarification.

Best, grita



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Re: [gmx-users] Re: what is sigma in gromacs? the radius of a sphere or the diameter of a sphere?

2013-08-16 Thread massimo sandal
On 15 Aug 2013 15:27, grita cemilyi...@arcor.de wrote

 In short, the sigma is the separation or the 'diameter'. True or False ???

Neither. The diameter of a particle is a meaningless concept here. You have
a continuous potential, not a definite boundary.

If you want your particles to *almost* never come closer than a certain
distance, you need the potential to be positive and much higher than the
average thermal energy at that distance. How to translate this in numbers
depends on your specific needs.





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[gmx-users] Re: what is sigma in gromacs? the radius of a sphere or the diameter of a sphere?

2013-08-15 Thread grita
Hi Justin,

Wikipedia says: sigma is the finite distance at which the inter-particle
potential is zero

But if I want to simulate particles with a certain diameter, where can I set
the diameter in Gromcas?.
For example, a sphere with a diameter of 5 angstroms, would then sigma 5
angstroms?

Best,
grita



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Re: [gmx-users] Re: what is sigma in gromacs? the radius of a sphere or the diameter of a sphere?

2013-08-15 Thread Justin Lemkul



On 8/15/13 8:28 AM, grita wrote:

Hi Justin,

Wikipedia says: sigma is the finite distance at which the inter-particle
potential is zero

But if I want to simulate particles with a certain diameter, where can I set
the diameter in Gromcas?.
For example, a sphere with a diameter of 5 angstroms, would then sigma 5
angstroms?



No.  There are no explicit settings for particle size anywhere in Gromacs (with 
the possible exception of vdwradii.dat, but that's only used by genbox and 
g_sas).  Dynamics rely on inter-particle potentials.  You would have to derive 
and/or tune parameters that represent physical reality of what a particle's size 
should be such that it is reflected in the outcome of MD.


-Justin

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[gmx-users] Re: what is sigma in gromacs? the radius of a sphere or the diameter of a sphere?

2013-08-15 Thread grita
Hi Justin,

thanks for your help.

What I want to understand is the following:

I have two particles and the interaction diameter should be 5 angstroms.

The \sigma in this formulas

c^6 = 4 \epsilon \sigma^6
c^12 = 4 \epsilon \sigma^12

would be 5, or?

Best, grita



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Re: [gmx-users] Re: what is sigma in gromacs? the radius of a sphere or the diameter of a sphere?

2013-08-15 Thread massimo sandal
You have to define what do you mean by interaction diameter.


2013/8/15 grita cemilyi...@arcor.de

 Hi Justin,

 thanks for your help.

 What I want to understand is the following:

 I have two particles and the interaction diameter should be 5 angstroms.

 The \sigma in this formulas

 c^6 = 4 \epsilon \sigma^6
 c^12 = 4 \epsilon \sigma^12

 would be 5, or?

 Best, grita



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[gmx-users] Re: what is sigma in gromacs? the radius of a sphere or the diameter of a sphere?

2013-08-15 Thread grita
Hi,

with interaction diameter I mean the following:

I have two spheres with a radii of 2.5 angstrom.
The spheres should not overlap.

From that, I derive my 'interaction diameter'/'interaction distance' 5
angstrom.

Now, the 5 angstroms should be the \sigma in the following formulas

 c^6 = 4 \epsilon \sigma^6
 c^12 = 4 \epsilon \sigma^12 

Is it so?

Best, grita



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Re: [gmx-users] Re: what is sigma in gromacs? the radius of a sphere or the diameter of a sphere?

2013-08-15 Thread Justin Lemkul



On 8/15/13 8:58 AM, grita wrote:

Hi,

with interaction diameter I mean the following:

I have two spheres with a radii of 2.5 angstrom.
The spheres should not overlap.


From that, I derive my 'interaction diameter'/'interaction distance' 5

angstrom.

Now, the 5 angstroms should be the \sigma in the following formulas


c^6 = 4 \epsilon \sigma^6
c^12 = 4 \epsilon \sigma^12


Is it so?



It's still not entirely clear.  Is the value of the LJ potential zero when the 
two spheres are at a 5-A separation?  If it is, then that's the value of sigma. 
 If the 5-A separation defines the energy minimum for the interaction between 
the two particles, then that's not sigma, the 5 A value would be r_m, from which 
sigma can be calculated.  None of this guarantees that the spheres will not 
overlap, given the form of the LJ potential.


-Justin

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Department of Pharmaceutical Sciences
School of Pharmacy
Health Sciences Facility II, Room 601
University of Maryland, Baltimore
20 Penn St.
Baltimore, MD 21201

jalem...@outerbanks.umaryland.edu | (410) 706-7441

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[gmx-users] Re: what is sigma in gromacs? the radius of a sphere or the diameter of a sphere?

2013-08-15 Thread grita
Hi Justin,

yes, the LJ potential is zero when the two spheres are at a separation of 5
angstrom.

So, I can be sure, that in this case the \sigma in

c^6 = 4 \epsilon \sigma^6
c^12 = 4 \epsilon \sigma^12

are the seperation or 'my interaction diameter / interaction distance'???

I've asked for this, because in other force fields there are different
definitions of sigma.

Sorry for the confusion.

In short, the sigma is the separation or the 'diameter'. True or False ???

Best, grita





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Re: [gmx-users] Re: what is sigma in gromacs? the radius of a sphere or the diameter of a sphere?

2013-08-15 Thread Richard Broadbent

Dear Grita,

\sigma in gromacs is the value of \sigma in a Lennard-Jones (LJ) 
potential defined by:

 4\epsilon*[(sigma/r)^12-(sigma/r)^6],
 where r is the separation between the two point particles, epsilon is 
the well depth, and \sigma is a length scale which characterises the 
interaction between two particles. This is the same as in the wikipedia 
article Justin linked to or numerous other websites, journal articles, 
and text books discussing the LJ potential.


The particles if they have sufficient energy can move closer than \sigma 
together or they can move further apart than \sigma.


As Justin said there is no such thing as a particles diameter in gromacs 
everything is a point particle with no radius or diameter.


If you want something where the particles absolutely cannot overlap 
regardless of their energy you will need to consider hard-sphere 
potentials. However, as these are not continuous and therefore not 
really suited to MD simulations I doubt that's what you want.


Richard

On 15/08/13 14:26, grita wrote:

Hi Justin,

yes, the LJ potential is zero when the two spheres are at a separation of 5
angstrom.

So, I can be sure, that in this case the \sigma in

c^6 = 4 \epsilon \sigma^6
c^12 = 4 \epsilon \sigma^12

are the seperation or 'my interaction diameter / interaction distance'???

I've asked for this, because in other force fields there are different
definitions of sigma.

Sorry for the confusion.

In short, the sigma is the separation or the 'diameter'. True or False ???

Best, grita





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