//--------------------------------------------------------------------------
// Author: Thomas Nowotny
//
// Institute: Institute for Nonlinear Dynamics
// University of California San Diego
// La Jolla, CA 92093-0402
//
// email to: tnowotny@ucsd.edu
//
// initial version: 2005-08-17
//
//--------------------------------------------------------------------------
#ifndef CN_RATEPNNEURON_H
#define CN_RATEPNNEURON_H
#include "CN_neuron.h"
#include <cmath>
// parameters of the HH neuron, they are identical for all neurons used
// (and therefore made global to save memory)
#define RATEPN_IVARNO 0
#define RATEPN_PNO 12
double stdRATEPN_p[RATEPN_PNO] = {0, // 0 - gNa: Na conductance in 1/(mOhms * cm^2)
0, // 1 - ENa: Na equi potential in mV
0, // 2 - gK: K conductance in 1/(mOhms * cm^2)
0, // 3 - EK: K equi potential in mV
0, // 4 - gl: leak conductance in 1/(mOhms * cm^2)
0, // 5 - El: leak equi potential in mV
0., // 6 - gKl: potassium leakage conductivity
0, // 7 - EKl: potassium leakage equi pot in mV
0, // 8 - V0: ~ total equi potential (?)
0.143, // 9 - Cmem: membr. capacity density in muF/cm^2
0.715, // 10 - gM: conductance of the M current
0.041270138525220 // 11- IDC: baseline offset current
};
double *RATEPN_p= stdRATEPN_p;
const char *RATEPN_p_text[RATEPN_PNO]= {
"0 - gNa: Na conductance in 1/(mOhms * cm^2)",
"1 - ENa: Na equi potential in mV",
"2 - gK: K conductance in 1/(mOhms * cm^2)",
"3 - EK: K equi potential in mV",
"4 - gl: leak conductance in 1/(mOhms * cm^2)",
"5 - El: leak equi potential in mV",
"6 - gKl: potassium leakage conductivity",
"7 - EKl: potassium leakage equi pot in mV",
"8 - V0: ~ total equi potential (?)",
"9 - Cmem: membr. capacity density in muF/cm^2",
"10 - gM: conductance of the M current",
"11 - IDC: baseline offset current"
};
// HH neuron class itself
class RatePNneuron: public neuron
{
private:
double Isyn;
double ICa;
double IKCa;
double _a, _b;
public:
RatePNneuron(int, double *);
RatePNneuron(int, vector<int>, double *);
~ RatePNneuron() { }
inline virtual double F(double *);
inline virtual double E(double *){assert(1); return 0;};
virtual double M(double *){assert(1); return 0;};
virtual void derivative(double *, double *){}
};
#endif