Expand description

The Morse link potential freely-jointed chain (Morse-FJC) model thermodynamics in the isotensional ensemble.

Modules§

  • The Morse link potential freely-jointed chain (Morse-FJC) model thermodynamics in the isotensional ensemble approximated using an asymptotic approach.
  • The Morse link potential freely-jointed chain (Morse-FJC) model thermodynamics in the isotensional ensemble approximated using a Legendre transformation.

Structs§

  • The structure of the Morse-FJC model thermodynamics in the isotensional ensemble.

Functions§

  • The expected end-to-end length as a function of the applied force and temperature, parameterized by the number of links, link length, link stiffness, and link energy.
  • The expected end-to-end length per link as a function of the applied force and temperature, parameterized by the link length, link stiffness, and link energy.
  • The Gibbs free energy as a function of the applied force and temperature, parameterized by the number of links, link length, hinge mass, link stiffness, and link energy.
  • The Gibbs free energy per link as a function of the applied force and temperature, parameterized by the link length, hinge mass, link stiffness, and link energy.
  • The expected nondimensional end-to-end length as a function of the applied nondimensional force, parameterized by the number of links, the nondimensional link stiffness, and nondimensional link energy.
  • The expected nondimensional end-to-end length per link as a function of the applied nondimensional force, parameterized by the nondimensional link stiffness and nondimensional link energy.
  • The nondimensional Gibbs free energy as a function of the applied nondimensional force and temperature, parameterized by the number of links, link length, hinge mass, nondimensional link stiffness, and nondimensional link energy.
  • The nondimensional Gibbs free energy per link as a function of the applied nondimensional force and temperature, parameterized by the link length, hinge mass, nondimensional link stiffness, and nondimensional link energy.
  • The nondimensional relative Gibbs free energy as a function of the applied nondimensional force, parameterized by the number of links, nondimensional link stiffness, and nondimensional link energy.
  • The nondimensional relative Gibbs free energy per link as a function of the applied nondimensional force, parameterized by the nondimensional link stiffness and nondimensional link energy.
  • The relative Gibbs free energy as a function of the applied force and temperature, parameterized by the number of links, link length, link stiffness, and link energy.
  • The relative Gibbs free energy per link as a function of the applied force and temperature, parameterized by the link length, link stiffness, and link energy.