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scorer.ScoringStrategy --+
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scorer.PairwiseScorer --+
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scorer.DistDepPairwiseScorer --+
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ElectrostaticsRefImpl
reference implementation of the Electrostatics class Notes ====== * For now, the MolecularSystem has the responsibility of supplying charges. This could change in the future if the chargeCalculators migrate away from MolKit. This requires a reduced dependency on the Atoms. * The electrostatics calculation depends on relative distance not absolute coords. Hopefully, we won't need coords in this class. * A GridMap might be represencted as a 'subset' in this class by defining psuedo-atoms at each grid point.
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__init__(self,
ms=None) constructor |
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get_dddp(self,
distance) return distance dependent dielectric permittivity weight to be remove to WeightedMultiTermDistDepPairwiseScorer Reference ========== Mehler & Solmajer (1991) Protein Engineering vol.4 no.8, pp. |
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_f(self,
at_a,
at_b,
dist) Return electrostatic potential in kcal/mole. |
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Inherited from Inherited from |
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Inherited from |
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return distance dependent dielectric permittivity
weight to be remove to WeightedMultiTermDistDepPairwiseScorer
Reference
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Mehler & Solmajer (1991) Protein Engineering vol.4 no.8, pp. 903-910.
Basically, this describes a sigmoidal function from a low
dielectric (like organic solvent) at small distance (<5Ang)
asymptoticly to dielectric of water at large distance (30Ang).
epsilon(r) = A + (B/[1+ k*exp(-lambda*B*r)]) (equation 6)
where, A, lambda, and k are parameters supplied by the paper,
B = epsilon0 - A (so B is also a parameter)
epsilon0 is the dielectric constant of water at 25C (78.4)
Two sets of parameters are given in the paper:
{'A' : -8.5525, 'k' : 7.7839, 'lambda_' : 0.003627} [Conway]
{'A' : -20.929, 'k' : 3.4781, 'lambda_' : 0.001787} [Mehler&Eichele]
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Return electrostatic potential in kcal/mole. Here's how the 332. unit conversion factor is calculated: q = 1.60217733E-19 # (C) charge on electron eps0 = 8.854E-12 # (C^2/J*m) vacuum permittivity J_per_cal = 4.18400 # Joules per calorie avo = 6.02214199E23 # Avogadro's number factor = (q*avo*q*1E10 )/(4.0*math.pi*eps0*J_per_cal*1000)
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