CHARMM c34b1 mmfp.doc
* Syntax:: Syntax of the MMFP commands
* Details:: Descriptions of the GEO subcommands
* Examples:: Examples of GEO subcommands
* Substitutions:: Description and usage of substitution values
File: MMFP -=- Node: Syntax
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Syntax of basic MMFP commands
GEO reset
GEO [MAXGEO integer] [shape_specification] [position_spec] [RCM]
[potential_spec] [atom_selection] [ DISTANCE atom_selection]
[ ADISTANCE atom_selection atom_selection ] [PERP]
[ ANGLE atom_selection atom_selection ]
[ DIHEDRAL 3 X atom_selection ]
[ IUMMFP unit]
SSBP reset
SSBP [atom_selection] [atom_selection] [ssbp_specification]
BHEL [atom_selection]
SHEL [atom_selection] [shell_options-specification]
VMOD reset
VMOD INIT MXMD integer KROT real KCGR real -
UMDN integer UOUT integer NSVQ integer
{ VMOD IMDN integer KMDN real QN real }
shape_specification:== { [SPHERE] } [XREF real] [YREF real] [ZREF real] -
[TREF real]
{ CYLINDER } [XDIR real] [YDIR real] [ZDIR real]
{ PLANAR }
potential_spec:== { HARMonic } { INSIDE } [FORCE real] -
[DROFF real] [DTOFF real]
{ QUARtic } { OUTSIDE } [P1 real] [P2 real]
{ EXPOnent } { SYMMETRIC }
{ GAUSsian }
{ SAWOod }
ssbp_pecification:== KIRKWOOD NMULT [integer (15)] [DIEC real] [RADI real]
[DRDIE real] CAVITY HSR ANGU [EMP1 real] [EMP2 real]
shell_options-specification:== DRSH [real (5.0)] RELA [real (0.0005)]
FREF [real (0.9)]
RSLV [real (0.0)] FOCO [real (3.0)]
atom-selection:== (see *note select:(select.doc).)
File: MMFP -=- Node: Details
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Details of basic MMFP commands
1) GEO RESET
Cancels all restraints in GEO free all space allocated on the HEAP
2) GEO [MAXGEO int]
Allocate space on the HEAP to be used for all subsequent GEO potential terms.
By default, MAXGEO is set to NATOM unless specified. The MMFP subroutine calls
WRNDIE if there is not enough space allocated.
The keyword IUMMFP followed by a unit number will cause the position R,
or the angle (degrees) for that constraint to be written to that file.
By default no writing is performed for each GEO restraint.
3) RCM key word
With the keyword RCM any restraints is not applied to each individual
atoms of a selection but applied to the center of mass of the selected atoms.
5) [shape_specification]
The shape of the potential is chosen from SPHERE, CYLINDER or PLANE key words,
SPHERE is the default. The shape specification gives the origin
(XREF, YREF, ZREF, or TREF for angles) and the orientation (XDIR, YDIR, ZDIR)
of a vector such that a sphere, plane or cylinder may be defined. Using the
shape_specification the potential is calculated from the
general distance from a (x,y,z) reference point (SPHERE), distance from
an axis (CYLINDER) or distance from a plane (PLANE). By default, all
values are zero and the origin of the boundary is at (0.0,0.0,0.0).
If the shape of the boundary requires a unit vector (true for cylinder
and plane), and no values are given the subroutine will call WRNDIE.
6) [potential_spec] [HARMonic]
[QUARtic]
[EXPOnential]
[GAUSsian]
[SAWOod]
The potential specification has a number of
parameters: [FORCE real] is the amplitude of the potential term
[P1 real] is a parameter used in the quartic, the gaussian,
the exponetntial and the Saxon-Wood-type potential
[P2 real] parameter used in the Saxon-Wood-type potential
[DROFF real] is an offset distance such that GEO(r) = 0 if r<droff
[DTOFF real] is an offset angle such that GEO(theta) = 0
if theta<dtoff
[INSIDE] the potential used only for r-droff<0
[OUTSIDE] the potential used is only for r-droff>0
[SYMMETRIC] the potential used is for |r-droff|
They determine which kind of potential function will be used in combination
with the geometrical shape. The default is a harmonic potential. A fourth
order polynomial can be used with the key word QUARTIC, the potential has
the form: GEO(r) = FORC*DELTA**2*(DELTA**2-P1), with DELTA=(R-DROFF).
Using the parameters [FORCE 0.2 P1 2.25] the QUARTIC potential can be used
to setup a spherical boundary potential with a well depth of -0.25 kcal/mol
at r=DROFF+1 followed by a smoothly rising repulsion. Such potential is
appropriate for a water sphere of radius DROFF+1.5 and is very similar
to that used in SBOUND, see *note sbound:(sbound.doc).
The key word EXPO defines a exponential potential to mimic interfacial
solvation effects:
= HALF*FORC*EXP(-DELTA/P1), for r > DROFF
= FORC*(1 - HALF*EXP(+DELTA/P1), for r < DROFF
When defined in combination with PLANE shape_specification, this potential
reproduces the "hydrophobic" potential used for transmembrane polypeptide
by O. Edholm. and F. Jahnig, Biophys. Chem. 30, 279-292 (1988).
The key word GAUSS defines a similar gaussian potential to mimic interfacial
solvation effects. The parameter P1 gives the width of the interface.
The keyword SAWO defines an exponential Saxon-Wood-type flat-bottom
potential of the form:
= FORC/( 1 + Exp((P2-DELTA)/P1) ) - V(0) for r > DROFF
= FORC/( 1 + Exp((P2+DELTA)/P1) ) - V(0) for r < DROFF
where P1 is responsible for the steepness of the potential and P2
determines the width (the distance between the two inflection points)
of the restraint. V(0) is an offset correction to ensure a value of
zero at the equilibrium point.
This restraint should be helpful e.g., for binding free energy
difference calculations (it doesn't perturb the potential energy
landscape of the system within an adjustable range).
7) DISTANCE key word With the keyword DISTANCE a restraint is setup
between two sets of atoms or between their center of mass if the key
word RCM is used. A second atom selection must be specified.
8) ADISTANCE key word With the keyword ADIS a restraint is setup
between one atom set, and two other sets of atoms, such that the position
of the first selection is constrained at some distance parallel to
the axis joining the centres of mass of the second and third atom selections.
A second and third atom selection must be specified. The keyword PERP
will instead constrain the first atom selection at a distance
perpendicular to the axis vector.
9) ANGLE keyword With the keyword ANGLE a restraint is setup between 3
sets of atoms or their center of masses if the keyword RCM is
used. Three sets of atom selections must be made, note that the force
constant is per radian**2 and NOT per degree**2 even though the TREF
(theta-reference, equivalent to DROFF of v29)
variable (angle constraint) is to be specified in degrees.
Specification of DTOFF variable can allow shifting of the potential
away from TREF, as is useful in the INSIde restraint.
10) DIHEDRAL keyword With the keyword DIHEDRAL a restraint is setup
between 4 sets of atoms or their center of masses if the keyword RCM
is used. Four sets of atom selections must be made, note that the
force constant is per radian**2 and NOT per degree**2 even though the
TREF (equivalent to DROFF) variable (dihedral constraint) is to be
specified in degrees.
An offset of DTOFF may also be used for this restraint.
11) SSBP key word
Stands for Spherical Solvent Boundary Potential. Current implementation of
the method described in Beglov & Roux, J. Chem. Phys., 100:9050 (1994).
The method follows from a rigorous reduction of the multi-dimensional
configuration integral from N solvent molecules (10**23) to "n" solvent
molecules (e.g., 1 to 1000).
The SSBP potential corresponds to a constant temperature and constant
pressure system. The non-bonded interactions must be treated with EXTENDED
electrostatics otherwise the system is unstable. There are several
contributions to the boundary potential of mean force: HSR (hard sphere
restriction) is a term setting the external pressure and surface tension;
CAVITY ressembles to the standard stochastic boundary potential and
corresponds to the van der Waals interactions; KIRKWOOD is the multipolar
expansion for the reaction field due to a dielectric continuum surrounding a
cavity containing a charge distribution; ANGU is an angular correction that
works for three sites water models and is used to restore the isotropic
angular distribution near the edge of the sphere. EMP1 and EMP2
are two parameters for empirical gaussian potential (Deng, Y and Roux B.
J. Phys. Chem. B, 108 (42), 16567--16576).
The magnitude of the gaussian is controlled by EMP1,
which has a default value of 1.1 kcal/mol.
The width of the gaussian potential is controlled by EMP2, which
has a default value of 0.008 angstrom^-2. The empirical correction
reduces the pressure in the simulation sphere, which is essential
for correct free energy simulations. The variable radius of
the sphere is calculated on the fly and does not need to be specified.
The first atom selection flags the atoms for which the VDW and the ANGU
potentials are applied. It also determines the radius of the boundary sphere.
The second selection is optional. If present it flags those atoms that
determine the radius of the boundary sphere. By default, only the first
flags everything; the second selection is there if one wants to remove
some part of the system to determine the radius of the boundary sphere
(such as a large part of a protein in an active site simulation).
For bulk water sphere simulations, the first atom selection for should
be "select type OH2 end". The second atoms selection is optional and
could be "select type OH2 end" or could be "select (.not. type H*) end".
In NO CASE should the second selection includes the water hydrogens, since
the results were NOT parametrized for this selection.
12) BHEL key word
Stands for defining the boundary of the primary shell model as described in
Beglov & Roux, Biopolymers 35: 171-178 (1995). This method is useful
to provide one layer of solvent around a flexible polypeptide.
The selection should be that of the protein or peptide heavy atoms only.
13) SHEL key word
Stands for defining the solvent heavy atoms for the primary shell model.
Other options allow to modify the effective force reference (analogous to
the pressure (FREF).
14) VMOD key word
The VMOD facility (David Perahia, Sylvain Frederic, Charles H. Robert
2002-2006) is used to add one or more terms to the potential energy, each
term corresponding to a restraint to a given mrms projection on a normal
mode or other 3N-dimensional vector. An appropriate reference is Floquet
et al. (2006) FEBS Lett. 580, 5130-6. This facility is compatible with
parallel operation.
The command has three main forms: initialization, specification of each mode
restraint, and reset (to free the heap). An additional form, VMOD PRINT,
permits summarizing the current state.
VMOD RESET removes all existing VMOD restraints and will give an error
unless a VMOD INIT command has already been executed.
VMOD INIT performs the initialization of the VMOD facility:
MXMD specifies the maximum number of mode restraints to be entered
KROT specifies a harmonic force constant for rotational restraint of
the system
KCGR specifies a harmonic force constant for translational restraint
of the system
UMDN specifies the unit of the open binary (unformatted) mode file
UOUT specifies the unit (formatted) to write normal mode mrms coordinates
and restraint energies at a given step
NSVQ soecifies the frequency in minimization or dynamics steps to write
to UOUT
VMOD restraint specification statement(s) must (each) specify the following
IMDN is the mode number in the mode file
KMDN is the harmonic force constant (kcal/mol-A) for the mrms restraint
QN is the desired target mrms value
The overall restraint energy is reported in the "DYNA MMFP2>" output lines,
while more detailed data is written to the UOUT file specified in the VMOD
INIT statement.
File: MMFP -=- Node: Examples
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Examples of MMFP GEO subcommnads
1) To setup a harmonic spherical restraint on all oxygens around the origin
(by default is harmonic potential and a sphere centered at the origin)
MMFP
GEO force 100.0 select type O* end
END
The entirely equivalent detailed command would be
MMFP
GEO sphere harm xref 0.0 yref 0.0 zref 0.0 force 100.0 select type O* end
END
2) The spherical quartic potential is very similarly to SBOUND potential
(Suitable for a sphere of radius of 13.0 angstroms centered at the origin)
MMFP
GEO sphere quartic -
force 0.2 droff 13.0 p1 2.25 select type OH2 end
END
3) To impose a harmonic restraint on the center of mass of carbon alpha around
(x,y,z) = (1.0,2.0,3.0)
MMFP
GEO sphere RCM -
xref 1.0 yref 2.0 zref 3.0 -
force 10.0 droff 0.0 select type CA end
END
4) To apply a harmonic cylindrical tube constraint of 8 angstroms radius,
the axis of the cylinder is directed along ydir 1.0 and passes through the
point: xref=4.0,yref=5.0,z=6.0)
MMFP
GEO cylinder -
xref 4.0 yref 5.0 zref 6.0 xdir 0.0 ydir 1.0 -
force 100.0 droff 8.0 select type CA end
END
5) To apply a planar harmonic constraint with normal in zdir 1.0
MMFP
GEO plane -
xref 7.0 yref 8.0 zref 9.0 zdir 1.0 -
force 100.0 droff 0.0 select type N* end
END
6) To fix the distance between the center of mass of two subset of atoms
(e.g., two domains of a protein, two amino acids, etc...)
MMFP
GEO sphere RCM distance -
harmonic symmetric force 10.0 droff 5.0 -
select bynu 1:10 end select bynu 11:20 end
END
7) To constrain the distance along an axis vector joining the center of mass
of two subset of atoms
(e.g., and ion between two domains of a protein, two amino acids, etc...)
MMFP
GEO ADIStance sphere RCM SELE RESName POT end -
harmonic symmetric force 10.0 droff 5.0 -
select bynu 1:10 end select bynu 11:20 end
END
8) To constrain the angle between the center of mass of 3 subset of atoms
(e.g., 3 domains of a protein, 3 amino acids, etc...)
MMFP
GEO sphere RCM angle -
harmonic symmetric force 1000.0 tref 5.0 dtoff 0.0 -
select bynu 1:10 end select bynu 11:20 end select bynu 21:30 end
END
Thus, the TREF variable specifies the reference angle value while the DTOFF
variable specifies the offset to be used if necessary.
The previous implementation (till c30 version) used DROFF to specify reference
angle/dihedral value with no provision for specifying flat-bottom harmonic
potential with an offset, the previous command is still valid but is not
recommended.
9) To constrain the dihedral angle between the center of mass of 4 subset of
atoms (e.g., 4 domains of a protein, 4 amino acids, etc...)
MMFP
GEO sphere RCM dihedral -
harmonic symmetric force 1000.0 tref 5.0 dtoff 0.0 -
select bynu 1:10 end select bynu 11:20 end -
select bynu 21:30 end select bynu 31:40 end
END
10) In using VMOD to constrain the system to a given mrms value along a
normal mode, the modes must have been calculated previously and the binary
file opened for reading before entering the MMFP facility. Further, when
the initialization command is given the current coordinates must be those
of the minimum-energy configuration used for the mode calculation.
To restrain the system to an mrms value of 0.1 along the first vibrational
mode (mode 7), the following sequence is appropriate:
MMFP
VMOD INIT MXMD 1 KROT 1000 KCGR 1000 UMDN 10 UOUT 11 NSVQ 10
VMOD IMDN 7 KMDN 100 QN 0.1
END
Force constants must of course be adapted to the problem at hand.
11) To reset all GEO potentials to zero and deallocate the HEAP space
MMFP
GEO reset
END
File: MMFP -=- Node: Substitutions
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MMFP Substitution Parameters
There are several different variables that can be substituted in
titles or CHARMM commands that are set by some of the MMFP commands
(*note miscom.doc). Here is a summary and description of each variable.
----------------------------------------------------------------------------
'GEO'
The total energy contribution of the GEO restraining potentials.
----------------------------------------------------------------------------
'XCM','YCM','ZCM'
The position of the center of mass of the last set of atom is returned.
----------------------------------------------------------------------------
'XCM2','YCM2','ZCM2'
The position of the center of mass of the second set of atoms is
returned if the key word DISTANCE ADISTANCE or ANGLE or DIHEDRAL was issued.
----------------------------------------------------------------------------
'XCM3','YCM3','ZCM3'
The position of the center of mass of the third set of atoms is
returned if the key word ADISTANCE, ANGLE or DIHEDRAL was issued.
----------------------------------------------------------------------------
'XCM4','YCM4','ZCM4'
The position of the center of mass of the fourth set of atoms is
returned if the key word DIHEDRAL was issued.
----------------------------------------------------------------------------
'RGEO'
The distance/angle/dihedral used in the last potential calculation
is returned. Set if a MMFP constraint with the keyword DIST, ADIS or
ANGLE or DIHEDRAL was used.
----------------------------------------------------------------------------
'RADI'
The instantaneous sphere radius for the SSBP method.
----------------------------------------------------------------------------
'SSBPLRC'
long-range free energy correction for SSBP. Only set in PERT
calculation with SSBP
----------------------------------------------------------------------------
'SSBPLRCS'
standard deviation of SSBP long-range correction. Only set in PERT
calculation with SSBP
----------------------------------------------------------------------------
Future developments:
1. The SSBP potential will be implemented for active site solvation (in
which a large part of the protein lies outside the spherical region).
2. A primary shell model for the solvation of polypeptides will be
implmented in the coming year. For details, see Beglov & Roux, Biopol.
(1995, in press).
The method is used for providing a first shell of waters around a
markedly non-spherical system. The boundary potential is flexible and
variable. It adapts dynamically to the shape of the polypeptide during a
dynamics.
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Up: Top -=- Previous: Details -=- Next: Substitutions
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