def __init__(self, dx, dy, hdcoef, hacoef, vdcoef, **kwds):
Cvode.__init__(self, **kwds)
self.dx = dx
self.dy = dy
self.hdcoef = hdcoef
self.hacoef = hacoef
self.vdcoef = vdcoef
def __init__(self, mx, dx, hdcoef, hacoef, freq, **kwds):
Cvode.__init__(self, **kwds)
self.mx = mx
self.dx = dx
self.hdcoef = hdcoef
self.hacoef = hacoef
self.freq = freq
def __init__(self, *args, **kwds):
Cvode.__init__(self, *args, **kwds)
# Allocate memory for data structure of type UserData
self.P = np.empty((MX, MY, NUM_SPECIES, NUM_SPECIES))
self.Jbd = np.empty((MX, MY, NUM_SPECIES, NUM_SPECIES))
self.pivot = np.empty((MX, MY, NUM_SPECIES), dtype=np.int64)
# Load problem constants in data
self.om = PI / HALFDAY
self.dx = (XMAX - XMIN) / (MX - 1)
self.dy = (YMAX - YMIN) / (MY - 1)
self.hdco = KH / self.dx**2
self.haco = VEL / (TWO * self.dx)
self.vdco = (ONE / self.dy**2) * KV0
def __init__(self, *args, **kwds):
Cvode.__init__(self,*args,**kwds)
# Allocate memory for data structure of type UserData
self.P = np.empty( (MX,MY,NUM_SPECIES, NUM_SPECIES) )
self.Jbd = np.empty( (MX,MY,NUM_SPECIES, NUM_SPECIES) )
self.pivot = np.empty( (MX,MY,NUM_SPECIES), dtype=np.int64 )
# Load problem constants in data
self.om = PI/HALFDAY
self.dx = (XMAX-XMIN)/(MX-1)
self.dy = (YMAX-YMIN)/(MY-1)
self.hdco = KH/self.dx**2
self.haco = VEL/(TWO*self.dx)
self.vdco = (ONE/self.dy**2)*KV0
def __init__(self, *args, **kwds):
"""
Initialise User Data
"""
Cvode.__init__(self, **kwds)
ns = self.ns = NS
self.P = np.empty((NGX, NGY, NS, NS))
self.pivot = np.empty(NS, dtype=np.int64)
self.rewt = NvectorNdarrayFloat64(SHP)
self.jgx = np.empty(NGX + 1, dtype=np.int64)
self.jgy = np.empty(NGY + 1, dtype=np.int64)
self.jigx = np.empty(MX, dtype=np.int64)
self.jigy = np.empty(MY, dtype=np.int64)
self.jxr = np.empty(NGX, dtype=np.int64)
self.jyr = np.empty(NGY, dtype=np.int64)
self.acoef = np.empty((NS, NS))
self.bcoef = np.empty(NS)
self.diff = np.empty(NS)
self.cox = np.empty(NS)
self.coy = np.empty(NS)
self.fsave = np.empty(SHP)
for j in range(NS):
for i in range(NS):
self.acoef[i, j] = 0.
for j in range(NP):
for i in range(NP):
self.acoef[NP + i][j] = EE
self.acoef[i][NP + j] = -GG
self.acoef[j, j] = -AA
self.acoef[NP + j, NP + j] = -AA
self.bcoef[j] = BB
self.bcoef[NP + j] = -BB
self.diff[j] = DPREY
self.diff[NP + j] = DPRED
# Set remaining problem parameters
self.mxns = MXNS
dx = self.dx = DX
dy = self.dy = DY
for i in range(ns):
self.cox[i] = self.diff[i] / np.sqrt(dx)
self.coy[i] = self.diff[i] / np.sqrt(dy)
# Set remaining method parameters
self.mp = MP
self.mq = MQ
self.mx = MX
self.my = MY
self.srur = np.sqrt(UNIT_ROUNDOFF)
self.mxmp = MXMP
self.ngrp = NGRP
self.ngx = NGX
self.ngy = NGY
self.SetGroups(MX, NGX, self.jgx, self.jigx, self.jxr)
self.SetGroups(MY, NGY, self.jgy, self.jigy, self.jyr)
