The dynamical exponent z for a single polymer chain in a good solvent is obtained to order ε (= 4 - d) for the bead and spring (Rouse-Zimm) model. In the free-draining limit z = 4 - ε/4 + ..., a result in agreement with a phenomenological prediction that z = 2 + 1/ν due to de Gennes. In the non-free draining limit, z = 4 - 5 ε/4 + ..., which disagrees with de Gennes' prediction that z = d for this limit, but which is consistent with recent experimental work which finds departures from the phenomenological predictions.L'exposant dynamique z d'une chaîne polymérique isolée dans un bon solvant est obtenu à l'ordre ε = 4 - d pour le modèle de Rouse et Zimm. Dans la limite où les interactions hydrodynamiques sont absentes, on trouve z = 4 - ε/4...
We interpret some recent calculations of Eisenriegler, Kremer, and Binder [1], and related multi-cri...
It is shown that if the transition from a gaussian to an excluded volume statistics takes place prog...
We have used a novel Monte Carlo method to compute the gyration radius Rg and the hydrodynamic radi...
The dynamical exponent z for a single polymer chain in a good solvent is obtained to order ε (= 4 - ...
The dynamical exponent z for a single polymer chain in good and theta solvents is obtained to order ...
We performed a series of simulations for a linear polymer chain in a solvent using dissipative parti...
We consider the dynamical scaling of a single polymer chain in good solvent. In the case of two-dime...
We discuss the hydrodynamic radius RH of polymer chains in good solvent, and show that the leading o...
Molecular dynamics simulations were used to study the conformational dynamics of a bead-spring model...
We analyse the dynamical properties of dilute Polymer solutions by using scaling arguments. To this ...
We report the results of extensive dynamic Monte Carlo simulations of systems of self-assembled Equi...
We use Flory's approximation to calculate the upper critical dimension, dc, below which mean field ...
A mean field theory is developed for the Zimm model and compared to the exact solution, computed num...
We calculate the correction-to-scaling exponent $\omega_T$ that characterizes the approach to the s...
We investigate the ε-expansion of the critical amplitudes associated with Edwards' two-parameter mod...
We interpret some recent calculations of Eisenriegler, Kremer, and Binder [1], and related multi-cri...
It is shown that if the transition from a gaussian to an excluded volume statistics takes place prog...
We have used a novel Monte Carlo method to compute the gyration radius Rg and the hydrodynamic radi...
The dynamical exponent z for a single polymer chain in a good solvent is obtained to order ε (= 4 - ...
The dynamical exponent z for a single polymer chain in good and theta solvents is obtained to order ...
We performed a series of simulations for a linear polymer chain in a solvent using dissipative parti...
We consider the dynamical scaling of a single polymer chain in good solvent. In the case of two-dime...
We discuss the hydrodynamic radius RH of polymer chains in good solvent, and show that the leading o...
Molecular dynamics simulations were used to study the conformational dynamics of a bead-spring model...
We analyse the dynamical properties of dilute Polymer solutions by using scaling arguments. To this ...
We report the results of extensive dynamic Monte Carlo simulations of systems of self-assembled Equi...
We use Flory's approximation to calculate the upper critical dimension, dc, below which mean field ...
A mean field theory is developed for the Zimm model and compared to the exact solution, computed num...
We calculate the correction-to-scaling exponent $\omega_T$ that characterizes the approach to the s...
We investigate the ε-expansion of the critical amplitudes associated with Edwards' two-parameter mod...
We interpret some recent calculations of Eisenriegler, Kremer, and Binder [1], and related multi-cri...
It is shown that if the transition from a gaussian to an excluded volume statistics takes place prog...
We have used a novel Monte Carlo method to compute the gyration radius Rg and the hydrodynamic radi...