We apply Henderson’s method for measuring the cavity distribution function y(r) [J. Henderson, Mol. Phys. 48, 389 (1983)] to obtain the pair distribution function at contact, g(σ+). In contrast to the conventional distance-histogram method, no approximate extrapolation to contact is required. The resulting equation of state from experiments and simulations of hard disks agrees well with the scaled particle theory prediction up to high fluid packing fractions. We also provide the first experimental measurement of y(r) inside the hard core, which will allow for a more complete comparison with theory. The method’s flexibility is further illustrated by measuring the partial pair distribution functions of binary hard-disk mixtures in simulation....
The structure and stability of colloidal monolayers depends crucially on the effective pair interact...
The Henderson and Chan (HC) formulae for the contact values of the radial distribution functions (RD...
[[abstract]]The spatial distribution of colloidal particles in a confined space is frequently a key ...
We apply Henderson’s method for measuring the cavity distribution function y(r) [J. Henderson, Mol. ...
We apply Henderson's method for measuring the cavity distribution function y(r) [J. Henderson, Mol. ...
We use the Potential Distribution Theorem to evaluate distribution functions from equilibrium config...
Two-dimensional hard disks are a fundamentally important many-body model system in classical statist...
Previously, we have proposed an approximation for the contact values of the radial distribution func...
Approximate analytical expressions for the values of the derivatives of the radial distribution func...
Two-dimensional hard-particle systems are rather easy to simulate but surprisingly difficult to trea...
This is the publisher’s final pdf. The published article is copyrighted by the American Physical Soc...
At the heart of physics of fluids are particle distribution functions. If all of these functions of ...
22 pags., 14 figs.We use theoretical and Monte Carlo computer simulations to study thermodynamic and...
We use video microscopy to study a two-dimensional (2D) model fluid of charged colloidal particles s...
Recently, there has been considerable activity in the study of the equation of state and correlation...
The structure and stability of colloidal monolayers depends crucially on the effective pair interact...
The Henderson and Chan (HC) formulae for the contact values of the radial distribution functions (RD...
[[abstract]]The spatial distribution of colloidal particles in a confined space is frequently a key ...
We apply Henderson’s method for measuring the cavity distribution function y(r) [J. Henderson, Mol. ...
We apply Henderson's method for measuring the cavity distribution function y(r) [J. Henderson, Mol. ...
We use the Potential Distribution Theorem to evaluate distribution functions from equilibrium config...
Two-dimensional hard disks are a fundamentally important many-body model system in classical statist...
Previously, we have proposed an approximation for the contact values of the radial distribution func...
Approximate analytical expressions for the values of the derivatives of the radial distribution func...
Two-dimensional hard-particle systems are rather easy to simulate but surprisingly difficult to trea...
This is the publisher’s final pdf. The published article is copyrighted by the American Physical Soc...
At the heart of physics of fluids are particle distribution functions. If all of these functions of ...
22 pags., 14 figs.We use theoretical and Monte Carlo computer simulations to study thermodynamic and...
We use video microscopy to study a two-dimensional (2D) model fluid of charged colloidal particles s...
Recently, there has been considerable activity in the study of the equation of state and correlation...
The structure and stability of colloidal monolayers depends crucially on the effective pair interact...
The Henderson and Chan (HC) formulae for the contact values of the radial distribution functions (RD...
[[abstract]]The spatial distribution of colloidal particles in a confined space is frequently a key ...