Theory of dipolaron solutions

@article{Bolmatov2014TheoryOD,
  title={Theory of dipolaron solutions},
  author={Dima Bolmatov and Sergey Bastrukov and Pik-Yin Lai and Irina Molodtsova},
  journal={Physica A-statistical Mechanics and Its Applications},
  year={2014},
  volume={405},
  pages={245-251}
}

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References

SHOWING 1-10 OF 55 REFERENCES

Field theory for charged fluids and colloids

Charged systems are considered using field theoretic methods which include fluctuations and correlations via a systematic expansion in powers of the local electrostatic potential. At the Gaussian

On the theory of dipolar fluids and ion–dipole mixtures

The Stillinger–Lovett condition for the second moment of ion–ion distribution functions is obtained from first principles for an ion–dipole mixture. The Debye–Huckel form for the asymptotic behavior

Integral equations in ionic solution theory

An exact formal integral equation is derived for the solute radial distribution functions in a multi-component solution of ions interacting with a Coulomb potential plus a short-range potential. The

Symmetry breaking gives rise to energy spectra of three states of matter

A generic form of an interacting phonon Hamiltonian with ground state configurations minimising the potential is introduced that enables a unified description of all three states of matter.

Mode Expansion in Equilibrium Statistical Mechanics. III. Optimized Convergence and Application to Ionic Solution Theory

The mode expansion is an infinite series for the Helmholtz free energy of a system of classical particles with spherically symmetric interparticle potentials. A systematic procedure is presented for

Energy criterion in the interpretation of dielectric relaxation

The “universal” fractional-power-law frequency dependence of relaxation seen in most solid dielectrics has the unique property that the ratio of macroscopic energy lost per radian to energy stored is

Charge renormalization, osmotic pressure, and bulk modulus of colloidal crystals: Theory

The interactions between charged colloidal particles with sufficient strength to cause crystallization are shown to be describable in terms of the usual Debye–Huckel approximation, but with a

The phonon theory of liquid thermodynamics

A phonon theory of liquids is developed where the perceived difficulty is that interactions in a liquid are both strong and system-specific, implying that the energy strongly depends on the liquid type and that liquid energy can not be calculated in general form.

An introduction to dispersive interactions

Dispersive forces are a kind of van der Waals intermolecular force which could only be fully understood with the establishment of quantum mechanics and, in particular, of quantum electrodynamics. In
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