Neuro-VISOR  0.2.0
Visualize and interact with computational simulations using a virtual reality interface
C2M2.NeuronalDynamics.Simulation Namespace Reference

Neuronal Dynamics simulation code More...

Classes

class  ExampleNDSolver
 
class  NDSimulation
 Provide an interface for 1D neuron-surface simulations to be visualized and interacted with More...
 
struct  Vert3D1DPair
 Stores two 1D indices and a lambda value for a 3D vertex More...
 
class  SparseSolverTestv1
 This is the sparse solver class for solving the Hodgkin-Huxley equations for the propagation of action potentials. Below are the HH equations this is a system of partial differential equations (PDE), the first equation is for the membrane potential (voltage) it is time spatially dependent and the remaining equations are the ODE equations for the state variables n,m,h (these are unitless). The system is non-trivial in that the PDE equation on Voltage is coupled to the ODE equations using n,m,h and these ODE equations are also non-linear. More...
 

Detailed Description

Neuronal Dynamics simulation code