OneCellTwoOsc.ode.setsb

## Set file for OneCellTwoOsc.ode on Thu Jan 16 20:15:34 2014
8   Number of equations and auxiliaries
20   Number of parameters
# Numerical stuff
1    nout
40    nullcline mesh
8   Qual RK
10000  total
0.1  DeltaT
0  T0
0  Transient
500001  Bound
1e-12  DtMin
1  DtMax
0.001  Tolerance
0.001  Abs. Tolerance
0  Max Delay
100   Eigenvector iterates
0.001  Eigenvector tolerance
0.001  Newton tolerance
0  Poincare plane
1e-05  Boundary value tolerance
1e-05  Boundary value epsilon
20   Boundary value iterates
0   Poincare None
1   Poincare variable
1   Poincare sign
0   Stop on Section
0   Delay flag
10000  Current time
10000  Last Time
1   MyStart
1   INFLAG
# Delays
-50  
0.004  
0.33  
0.03  
0.93  
# Bndry conds
0
0
0
0
0
# Old ICs
-49.42172818719667  V
0.006018887841041419  N
0.3993173817399912  H
0.0247530791180861  C
0.941723602876669  L
# Ending  ICs
-49.62249385170052  V
0.005732605363421063  N
0.3976212815079196  H
0.0247530791180861  C
0.941723602876669  L
# Parameters
21  Cms
0  I_aps
11.2  gk
28  gna
2.5  gnap
2.3  gl
0.74  Kcan
0.97  ncan
0.7  gcan
0.9  I
1.25  Ct
2.5e-05  fi
31000  P
1  Ki
0.4  Ka
400  Ve
0.2  Ke
0.005  A
0.4  Kd
0.185  sigma
# Graphics
0.7071097251469876  rm
-0.4999999999826661  rm
0.4999958366025516  rm
0.7071038372138505  rm
0.5000041633974482  rm
-0.4999999999826661  rm
0  rm
0.7071038372138505  rm
0.7071097251469876  rm
0    
1    
2    
1    
0    
0    
1    
2    
1    
0    
0    
1    
2    
1    
0    
0    
1    
2    
1    
0    
0    
1    
2    
1    
0    
0    
1    
2    
1    
0    
0    
1    
2    
1    
0    
0    
1    
2    
1    
0    
0    
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1    
0    
0    
1    
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1    
0    
-1000   
1000   
0    
0   3DFlag
1   Timeflag
0   Colorflag
0   Type
1  color scale
0   minscale
10000   xmax
0   xmin
10   ymax
-60   ymin
12   zmax
-12   zmin
5000   
0.0002   
-25   
0.02857142857142857   
0   
0.08333333333333333   
45   Theta
45   Phi
0    xshft
0    yshft
0    zshft
0   xlo
-60   ylo
0   
-60   
10000   xhi
10   yhi
10000   
10   
# Transpose variables etc
V
2   n columns
1   n rows
1   row skip
1   col skip
1   row 0
# Coupling stuff for H funs
0
0
0
0
0
# Array plot stuff

1   NCols
0   Row 1
50   NRows
8   RowSkip
0  Zmin
1  Zmax
# Torus information 
0    Torus flag 1=ON
6.283185307179586  Torus period
# Range information
Cms
-1   eq-range stab col
0   shoot flag 1=on
10   eq-range steps
0  eq_range low
1  eq_range high
V
V
20   Range steps
0   Cycle color 1=on
1   Reset data 1=on
1   Use old I.C.s 1=yes
0  Par1 low
0  Par2 low
1  Par1 high
1  Par2 high
Cms
0   BVP side
0   color cycle flag 1=on
10   BVP range steps
0  BVP range low
1  BVP range high
RHS etc ...
dV/dT=(-I_K-I_NA-I_NAP-I_L-I_APS-I_CAN)/CMS
dN/dT=(NINF-N)/TAUN
dH/dT=(HINF-H)/TAUH
dC/dT=FI*(J_ER_IN-J_ER_OUT)
dL/dT=A*(KD-(C+KD)*L)
CE=CE
ICAN=I_CAN
INAPS=I_NAP

where ...
MINF = 1/(1+EXP((V-VM) /SM))    
NINF = 1/(1+EXP((V-VN) /SN))   
MINFP = 1/(1+EXP((V-VMP)/SMP))   
HINF = 1/(1+EXP((V-VH) /SH))   
TAUN = TAUNB/COSH((V-VN)/(2*SN))   
TAUH = TAUHB/COSH((V-VH)/(2*SH))   
I_NA = GNA*MINF^3*(1-N)*(V-VNA)   
I_K = GK*N^4*(V-VK)   
I_NAP = GNAP*MINFP*H*(V-VNA)   
I_L = GL*(V-VLEAKS)   
CANINF = 1/(1+(KCAN/C)^NCAN)   
I_CAN = GCAN*CANINF*(V-VNA)   
J_ER_IN = (LL + P*( (I*C*L)/( (I+KI)*(C+KA) ) )^3 )*(CE - C)   
J_ER_OUT = VE*C^2/(KE^2+C^2)   
CE =  (CT - C)/SIGMA