Read through this file and identify which residues are solvent exposed and which are buried in
the protein structure. Which atoms of solvent-exposed residues are buried?
Free energy of SOLVATION
Duration: ~20 minutes
Drug designers often like to calculate the free energy of solvation from octanol to water. Octanol
is assumed to approximate the environment inside the protein. Therefore, the free energy of
solvation measures the non-specific "affinity" of the drug for the protein binding site vs
the aqueous solution around the protein. How can you use this really cool calculation
in your individual project? Discuss this with Martin or Marty.
Some chemists consider the hydrophobicity to be the free energy of solvation from a vacuum
to water, while others consider the free energy of solvation from octanol to water to be a
more accurate measurement. What do you think?
- If you are not running the solvation module from chemvgx or splatter,
see the instructions in the Solvent Accessible Surface Areas section of this tutorial.
- Using Builder/fragment/get, get a leucine amino acid and a lysine amino acid as 2 molecules (do
NOT connect them with a bond).
- Click on Forcefield/select and select the CFF91 forcefield. The Eisenberg_McLachlan Octanol_Water_Model
is based upon the (electrostatic and van der Waals) CFF91 parameters---other forcefields will NOT work!
- Click on Forcefield/select and fix the atom potentials, fix the partial charges, and fix the formal charges of the two amino acids. While you aren't using the zinc finger for this part of the tutorial,
you should also fix/fix/fix the zinc finger (or you can change the forcefield back to CVFF for the
electrostatics calculation).
- Perform the following measurement two times, once for each amino acid:
- In the solvation module, Set up your system (click on setup/system, and select the amino acid).
- Set up parameters:
ONLY select the Octanol_Water_Model: Eisenberg_McLachlan protcol
low resolution (just to limit the timre required for the calculation for this tutorial)
If you want to calculate surface areas for your research, choose a higher level of resolution.
(Regular or High resolution? Rule #1 of molecular modeling: Test both and see what happens!)
Output level = atom
- To run, click on solvation_run/run.
- wait about 10-30 seconds for the calculation to proceed. Meanwhile, answer a question
that Martin, Marty, or Brandt will ask you to try to stump you.
- When the calculation is finished, wait until the table is finished being created and
displayed. Then delete this useless box: click on the square in the upper left corner
of this window, then select close.
- In a UNIX window, list the files that were created. type more your_molecule#.hydro_log".
For example, my file is named solv_leu2.hydro_log, so I typed more solv_leu2.hydro_log.
- Read through this file and identify which residues are solvent exposed and which are buried in
the protein structure. Which atoms of solvent-exposed residues are buried?
Electrostatics
Duration: ~30 minutes
This tutorial will generate a 3D grid of points centered on your molecule.
The electostatic potential felt by each grid point
from the partial charges of each atom is then calculated.
Finally, the surface of the protein is created and colored based upon the electrostatic values.
How the electrostatic potential calculation is accomplished:
Consider two points in space that are fairly close together, both of which have a partial charge:
- One point "radiates" it's electrostatic potential, and the other point "feels" this potential. The second point
"reacts" (via dipolar reorientation and electronic polarization) to this potential and
the electrostatic potential of the second point changes in value.
- The second point, with it's new value, "radiates" it's potential, and the first point "feels"
this potential. The first point "reacts" to this potential, and the electrostatic potential of the
first point changes in value.
- Since the first point has changed it's electrostatic potential value,
the calculation returns to step 1 with this new value of the
first point. This calculation loop is repeated until the changes in the electrostatic potential values
are very small.
The total electrostatic potential is equal to the electrostatic charge of the atom plus the electrostatic
potential generated by this "reaction field" (caused by the presence of the other atoms),
as described by the Poisson-Boltzman equation.
More information about this method is available from the DelPhi manual; see Marty for a copy of this manual.
Each grid point is calculated based upon it's
"reaction" to the values of the 6 neighboring grid points. This causes two problems:
- Since we can't calculate
an infinite grid, we must have a boundary to our grid. Points at the boundary of the grid
only have 3, 4, or 5 grid points, causing innacuracies. (Which grid points have 3 neighbors?
Which have 4? Which have 5?). To reduce this error, we can make a grid with boundaries that are far from
the molecule, which resides at the center fo the grid.
- Since we are essentially extrapolating the electrostatic potential values from one
grid point to another, the grid points should be very close together (i.e., the grid
resolution must be very small) to avoid any "extrapolation" or "round-off" error.
Unfortunately, if we try to avoid both problems, we need to create a very large grid with very many grid
points. This can take a very long time to calculate.
For the purposes of this tutorial, we will calculate one grid with a very large size and
only average resolution. If you attempt this calculation and you want research-grade results, you can
apply the following trick:
- Calculate a very large grid with only average resolution, as described below.
- Then repeat the calculation, select a smaller grid (e.g., a grid that is
not much larger than the size of
the protein), set the Boundary to "focussing", and set the focussing grid to the grid that you
calculated in step 1.
This will set the boundary points of the second (focused) grid to values
interpolated from the nearest points found in the first (focussing) grid.
Thus, the boundary points of the second grid will feel an approximation of the
"reaction field" of the grid points of the first (focussing) grid that lie outside the second
(focused) grid. This method has been shown to work very well.
The tutorial performs these steps:
- set up the system
- create a grid
- calculate the electrostatic potential at each grid point
- create a surface of the zinc finger
- color the surface based upon the grid points nearest to the surface.
- If you are not running InsightII from chemvgx or splatter,
see the instructions in the Solvent Accessible Surface Areas section of this tutorial.
- If you don't have the zinc finger structure, get the PDB file /ruser/instruct1/stone/C687/homology/3znf.pdb. If you are not sure if the zinc finger structure has the correct atom potential types,
partial charges, or formal charges, then select a forcefield, and fix/fix/fix your potentials.
- Select the DelPhi tutorial.
- Under Setup/Boundary, select Full coulombic
- Under Setup/Grid:
select display_grid
Grid Center = Molecule_Region
Molecule Region = your molecule
Grid Size = Border_Space
Border Space = 10
Grid Resolution = Point_Spacing
Angstroms/Grid Pt = 1
- View the parameters under Setup/Solute, Setup/Solvent. These default
parameters are set up for a typical protein solute in a
physiological solvent.
- Click on Setup/Initialize, and initialize the calculation with default parameters.
- Click on Run_DelPhi/Run, and run your calculation in the background.
- The calculation can take 3-10 minutes. Once the
calculation is finished, a box will appear to notify you.
- To generate a surface of your protein, click on Molecule/Surface.
Create a Solid Connolly surface with an atom radius of 1.4 and an atom
radus incr of 0.00. For this tutorial, select a low-resolution surface quality.
- Wait a few minutes for this surface to be calculated.
- Color the surface of the molecule, with Color Method = Grid, spectrum Name = CHARGE_SPECTRUM, and Scalar Grid Name = the name of the grid you calculated.
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Last updated: 01/23/2001