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Linear Response Theory The General Framework

The dielectric response of a solvated protein to a perturbing charge, such as a redox electron or a titrating proton, is related to the equilibrium fluctuations of the unperturbed system through linear response theory [49, 50]. In the spirit of free energy [Pg.430]

fp is the field due to pp P is a polarization density, which is related to the electric field E produced by the remaining charge density p E = -47tP. Finally, a dot represents the dot product between functions, / fp(r) P(r)dr, where the integration is over all space. We also introduce  [Pg.431]

The constant of unity in the parentheses on the right can be dropped. Expanding the dot product on the right, we have [Pg.431]

The spatial dependencies have been made explicit in the last equation. Finally, we see that  [Pg.432]

If AU( 1) has Gaussian fluctuations, this means that the free energy is also a parabolic function of AU(1) itself. AU( 1) is known as the energy gap [52-54] we will denote it by p [Pg.432]


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Generalized theory

Linear General

Linear response

Linear response theory

Linear theory

Linearized theory

Response theories

The Framework

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