def __init__(self, options):
SolverBase.__init__(self, options)
try:
linear = options['linear']
except:
linear = False
try:
inviscid = options['inviscid']
except:
inviscid = False
# if we want a linear version then make a coefficient zero for the
# terms which only occur in the non-linear from of SWE
if (linear):
self.NonLinear = 0
else:
self.NonLinear = 1
if (inviscid):
self.inviscid = 0
else:
self.inviscid = 1
def __init__(self, options):
SolverBase.__init__(self, options)
def __init__(self, options):
SolverBase.__init__(self, options)
try:
self.stabilize = options['stabilize']
except:
self.stabilize = True
def __init__(self, options):
SolverBase.__init__(self, options)
self.steady_state = True
self.eta = Constant(1.)
def __init__(self, options):
SolverBase.__init__(self, options)
self.vizRho = None
self.rhofile = None
def __init__(self, options):
SolverBase.__init__(self, options)
self.steady_state = True
def __init__(self, options):
SolverBase.__init__(self, options)
self.eta = Constant(1.)
def __init__(self, options):
SolverBase.__init__(self, options)
# Parameters
self.vizH = None