We describe the macroscopic behavior of Gaussian chains confined between impenetrable surfaces and having ends interacting with the surfaces taking into account all multiple reflections from the two surfaces. The statistics of chains with the absorbing boundary conditions are used and proper interactions between the chain ends and the surfaces are included. We determine and study the forces in terms of the characteristics of the surface interactions and the ratio d/S of the distance of the surfaces to the mean radius of gyration of the chain. Suitable choices of the parameters of the model reproduce many features observed experimentally for homopolymers and block copolymers
Self-avoiding chains on regular lattices are frequently used as models to study thermodynamic proper...
The investigation of a dilute solution of phantom ideal ring polymers and ring polymers with exclude...
The behaviour of a solution of equilibrium polymers (or living polymers) between two surfaces is stu...
We describe the macroscopic behavior of Gaussian chains confined between impenetrable surfaces and h...
We describe the macroscopic behavior of Gaussian chains confined between impenetrable surfaces and h...
The behaviour of a long isolated ideal chain polymer interacting with two parallel surfaces is inves...
The behaviour of a long isolated ideal chain polymer interacting with two parallel surfaces is inves...
We consider the problem of polymer chains confined between two parallel plates (a slit). The interac...
IN THE FIRST CHAPTER, THE DISTRIBUTION FUNCTION G(RO, RN, N) FOR IDEAL LINEAR CHAIN INTERACTING WITH...
A mean field continuum model has been used to predict the free energy of interaction between the lay...
A method based on a real space renormalization group transformation is developed to describe the cri...
An off-lattice bead-spring model of a polymer chain trapped between two parallel walls a distance D...
We review some recent results obtained by our group, on the generai subject of polymers confined wit...
We simultaneously studied the surface forces and dynamics of chain molecules confined between either...
The behavior of a dilute solution of ideal equilibrium (or "living") polymers confined between two s...
Self-avoiding chains on regular lattices are frequently used as models to study thermodynamic proper...
The investigation of a dilute solution of phantom ideal ring polymers and ring polymers with exclude...
The behaviour of a solution of equilibrium polymers (or living polymers) between two surfaces is stu...
We describe the macroscopic behavior of Gaussian chains confined between impenetrable surfaces and h...
We describe the macroscopic behavior of Gaussian chains confined between impenetrable surfaces and h...
The behaviour of a long isolated ideal chain polymer interacting with two parallel surfaces is inves...
The behaviour of a long isolated ideal chain polymer interacting with two parallel surfaces is inves...
We consider the problem of polymer chains confined between two parallel plates (a slit). The interac...
IN THE FIRST CHAPTER, THE DISTRIBUTION FUNCTION G(RO, RN, N) FOR IDEAL LINEAR CHAIN INTERACTING WITH...
A mean field continuum model has been used to predict the free energy of interaction between the lay...
A method based on a real space renormalization group transformation is developed to describe the cri...
An off-lattice bead-spring model of a polymer chain trapped between two parallel walls a distance D...
We review some recent results obtained by our group, on the generai subject of polymers confined wit...
We simultaneously studied the surface forces and dynamics of chain molecules confined between either...
The behavior of a dilute solution of ideal equilibrium (or "living") polymers confined between two s...
Self-avoiding chains on regular lattices are frequently used as models to study thermodynamic proper...
The investigation of a dilute solution of phantom ideal ring polymers and ring polymers with exclude...
The behaviour of a solution of equilibrium polymers (or living polymers) between two surfaces is stu...