A stochastic computational method was developed to study properties of cross-bridge models for muscle contraction, by following the time history of individual cross-bridge model of Andrew Huxley (1957) and a modified two-state model with more realistic behavior during steady stretching are used as examples. The method can readily compute steady-state force during shortening and stretching and force-transients following rapid changes in length. Computations of velocity with a steady load and of velocity transients are more sensitive to the randomness inherent in the stochastic method
AbstractThe presence of compliance in the lattice of filaments in muscle raises a number of concerns...
A Huxley-type cross-bridge model is attractive because it is inspired by our current understanding o...
The responses of muscle to steady and stepwise shortening are simulated with a model in which actin-...
A stochastic computational method was developed to study properties of cross-bridge models for muscl...
AbstractMuscle contraction underlies many essential functions such as breathing, heart beating, loco...
We describe a computer modeling system for determining the changes of force, fraction of attached cr...
A model was developed which can simulate both the transient and steady-state mechanical behavior of ...
We have developed a model for the equilibrium attachment and detachment of myosin cross-bridges to a...
A stochastic computational method is used to examine the properties of a simple two-state cross-brid...
AbstractWe examined whether cross-bridge cycle models with one or two tension-generating steps can a...
AbstractForce and displacement events from a single myosin molecule interacting with an actin filame...
The statistical mechanics of cross-bridge action is considered in order to develop constitutive equa...
Two classes of mathematical framework have previously been developed to model active tension generat...
A self-consistent cycling steady-state model of contracting muscle is postulated to relate the autoc...
Two-state models for muscle cross-bridges, of the type originally detailed by Andrew Huxley, were ex...
AbstractThe presence of compliance in the lattice of filaments in muscle raises a number of concerns...
A Huxley-type cross-bridge model is attractive because it is inspired by our current understanding o...
The responses of muscle to steady and stepwise shortening are simulated with a model in which actin-...
A stochastic computational method was developed to study properties of cross-bridge models for muscl...
AbstractMuscle contraction underlies many essential functions such as breathing, heart beating, loco...
We describe a computer modeling system for determining the changes of force, fraction of attached cr...
A model was developed which can simulate both the transient and steady-state mechanical behavior of ...
We have developed a model for the equilibrium attachment and detachment of myosin cross-bridges to a...
A stochastic computational method is used to examine the properties of a simple two-state cross-brid...
AbstractWe examined whether cross-bridge cycle models with one or two tension-generating steps can a...
AbstractForce and displacement events from a single myosin molecule interacting with an actin filame...
The statistical mechanics of cross-bridge action is considered in order to develop constitutive equa...
Two classes of mathematical framework have previously been developed to model active tension generat...
A self-consistent cycling steady-state model of contracting muscle is postulated to relate the autoc...
Two-state models for muscle cross-bridges, of the type originally detailed by Andrew Huxley, were ex...
AbstractThe presence of compliance in the lattice of filaments in muscle raises a number of concerns...
A Huxley-type cross-bridge model is attractive because it is inspired by our current understanding o...
The responses of muscle to steady and stepwise shortening are simulated with a model in which actin-...