Molecular Dynamcis analysis

^{by Robert Greil and Cedric Landerer}

Wildtype

First of all, we checked the resulting file with gmxcheck.

• gmxcheck -f ref_md.tpr.xtc

Result

Reading frame       0 time    0.000   
# Atoms  68601
Precision 0.001 (nm)
Last frame       2000 time 10000.000   

Item        #frames Timestep (ps)
Step          2001    5
Time          2001    5
Lambda           0
Coords        2001    5
Velocities       0
Forces           0
Box           2001    5

The Simulation toked 6h33:50 ans the simulation speed was 36.564 ns/day. So, to reach 1 second of simulation, we had to wait around 75061 years. But this is a bit to long for this Project, so we just used the results we got. The potential energy was fluctuating about -9.185e+05 kJ/mol with a range of about 0.15e+04 kJ/mol. These information are given in the different log-files provided by the simulation.

Figure 1: Motion of the wild-type protein, Cartoon representation

Figure 2: Motion of the wild-type protein

To create the images, we saved each frame in PyMol<ref>The PyMOL Molecular Graphics System, Version 1.2r3pre, Schrödinger, LLC</ref> as an image, which we converted into gif format by for file in *.png; do convert "$file" "$(basename $file .png).gif"; done. Than we were able to use gifsicle to create an animated gif with the command gifsicle *.gif -loop.

As one can see in Figure 1 and Figure 2, we have mostly a motion in space. The motion within the protein, like it is shown by the normal mode analysis is not identifiable. There is no movement of the beta-sheet or helical region against each other.

Quality assurance

Convergence of energy terms

• g_energy -f ref_md.tpr.edr -o xvg/xxxx.xvg

Temperature

Figure 3: Temperature over time of the molecular dynamics simulation of the wild-type protein

Energy                      Average   Err.Est.       RMSD  Tot-Drift 
-------------------------------------------------------------------------------
Temperature                 297.942     0.0055    1.11471  0.0143589  (K)

Figure 3 shows the temperature over the simulation time. The energy fluctuates between 294K (20.85°C) and 302K (28.85°C) around a mean of about 298K (24.85°C). So, the protein is simulated in a temperature range at which a hypothermia would be the consequence. As the temperature stays the whole simulation time in the same range, we can rate this as a stable region, but the fluctuation is about 8K. So the region is quite large and as there is no trend observable, we can not the any convergence.

Pressure

Figure 4: Pressure over time of the molecular dynamics simulation of the wild-type protein

Energy                      Average   Err.Est.       RMSD  Tot-Drift
-------------------------------------------------------------------------------
Pressure                   0.995939      0.014     83.256  0.0113633  (bar)

Figure 4 shows the pressure during the simulation. The pressure is not cnovereged as it ranges from -300 bar to 300 bar, which corresponds to about 600 atmospheres. The normal pressure in a human cell is about 0.37 bar<ref>D. A. T. Dick and Leah M. Lowenstein Osmotic Equilibria in Human Erythrocytes Studied by Immersion Refractometry</ref>, so the pressure during the simulation is not in the physiological range.

Energy

Figure 5: Energy over time of the molecular dynamics simulation of the wild-type protein

Energy                      Average   Err.Est.       RMSD  Tot-Drift
-------------------------------------------------------------------------------
Potential                   -919346         21    889.917   -54.8929  (kJ/mol)
Kinetic En.                  164147          3    614.133    7.91086  (kJ/mol)
Total Energy                -755199         19    1096.12   -46.9806  (kJ/mol)

Figure 5 shows the energy terms of the simulation. Included are the potential, the kinetic and the total energy. The total energy is calculated by substracting the potential energy from the kinetic energy. All energy terms reach the end of the simulation with about the same value as at the begining of the simulation. So, the fluctuation is just in a small range.

Volume

Figure 6: Volume over time of the molecular dynamics simulation of the wild-type protein

Energy                      Average   Err.Est.       RMSD  Tot-Drift
-------------------------------------------------------------------------------
Volume                      694.068      0.012   0.512013 0.00522608  (nm^3)

Density

Figure 7: Densety over time of the molecular dynamics simulation of the wild-type protein

Energy                      Average   Err.Est.       RMSD  Tot-Drift
-------------------------------------------------------------------------------
Density                     999.461      0.018   0.737307 -0.00750088  (kg/m^3)

Box

Figure 8: Box size in X,Y and Z direction over time of the molecular dynamics simulation of the wild-type protein. The X and Y values are equal over time.

Energy                      Average   Err.Est.       RMSD  Tot-Drift
-------------------------------------------------------------------------------
Box-X                       9.93815    5.8e-05 0.00244379 2.49479e-05  (nm)
Box-Y                       9.93815    5.8e-05 0.00244379 2.49479e-05  (nm)
Box-Z                       7.02734    4.1e-05 0.00172803 1.76268e-05  (nm)

Mutation 8a [C282Y]

still waiting to finish // LRZ won't do anything because of LRZ cluster update

Mutation 8b [C282S]

still waiting to finish // LRZ won't do anything because of LRZ cluster update

References

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