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RSTPSrc.py
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126 lines (98 loc) · 4.22 KB
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from ODESolver import ODEExplicit, ODEImplicit
from TestRoot import AbstractSrc
class RSTPSrc(AbstractSrc):
def __init__(self):
self.P = None
self.P_star = None
self.D = None
self.V = None
self.V_star = None
self.M = None
self.E = None
self.U = None
self.U_new = None
self.D_eqid = 1
self.M_eqid = 2
self.E_eqid = 3
def factory(solver):
solvers = {ODEExplicit:RSTPODEExplicitSrc, ODEImplicit:RSTPODEImplicitSrc}
return solvers[solver]
factory = staticmethod(factory)
def calculate_source(self,eqid,delta_t,delta_x,j):
if eqid == self.D_eqid:
return self.calculate_density_source(delta_t, delta_x, j)
elif eqid == self.M_eqid:
return self.calculate_momentum_source(delta_t, delta_x, j)
elif eqid == self.E_eqid:
return self.calculate_energy_source(delta_t,delta_x,j)
else:
return 0
def calculate_abc(self,eqid,delta_t,delta_x,j):
if eqid == self.E_eqid:
return self.calculate_energy_abc(delta_t,delta_x,j)
else:
return []
def calculate_momentum_source(self,delta_t,delta_x,j):
pass
def calculate_density_source(self,delta_t,delta_x,j):
pass
def calculate_energy_source(self,delta_t,delta_x,j):
pass
def calculate_energy_abc(self,delta_t,delta_x,j):
pass
class RSTPODEExplicitSrc(RSTPSrc):
def __init__(self,params):
RSTPSrc.__init__(self)
self.gamma = params.gamma
def calculate_momentum_source(self,delta_t,delta_x,j):
mu = delta_t/delta_x
S = - mu*(self.P[j] - self.P[j-1])
return S
def calculate_energy_source(self,delta_t,delta_x,j):
mu = delta_t/delta_x
if self.U[j] != 0: #Take care of division by zero
S = -(self.gamma-1) * (self.E[j]/self.U[j]) * (self.U_new[j]-self.U[j] + mu*(self.V[j+1]-self.V[j]))
else:
S = 0
return S
class RSTPODEImplicitSrc(RSTPSrc):
def __init__(self,params):
RSTPSrc.__init__(self)
self.alpha = params.alpha
self.gamma = params.gamma
def calculate_density_source(self,delta_t,delta_x,j):
if self.V[j] > 0:
S = self.D[j]/delta_t - (1-self.alpha)*((self.D[j]*self.V[j+1]-self.D[j-1]*self.V[j])/delta_x)
else:
S = self.D[j]/delta_t - (1-self.alpha)*((self.D[j+1]*self.V[j+1]-self.D[j]*self.V[j])/delta_x)
return S
def calculate_momentum_source(self,delta_t,delta_x,j):
Vi_avg = (self.V[j]+self.V[j-1])/2
Vj_avg = (self.V[j]+self.V[j+1])/2
if Vj_avg > 0:
S = self.M[j]/delta_t - (1-self.alpha)*((self.M[j]*Vj_avg-self.M[j-1]*Vi_avg)/delta_x) - self.alpha*((self.P_star[j]-self.P_star[j-1])/delta_x) - (1-self.alpha)*((self.P[j]-self.P[j-1])/delta_x)
else:
S = self.M[j]/delta_t - (1-self.alpha)*((self.M[j+1]*Vj_avg-self.M[j]*Vi_avg)/delta_x) - self.alpha*((self.P_star[j]-self.P_star[j-1])/delta_x) - (1-self.alpha)*((self.P[j]-self.P[j-1])/delta_x)
return S
def calculate_energy_source(self,delta_t,delta_x,j):
if self.V[j] > 0:
S = self.E[j]/delta_t - (1-self.alpha)*((self.E[j]*self.V[j+1]-self.E[j-1]*self.V[j])/delta_x)
else:
S = self.E[j]/delta_t - (1-self.alpha)*((self.E[j+1]*self.V[j+1]-self.E[j]*self.V[j])/delta_x)
return S
def calculate_energy_abc(self,delta_t,delta_x,j):
mu = delta_t*delta_x
if self.V[j] > 0:
c = 0
b1 = (delta_x+self.alpha*self.V_star[j+1]*delta_t)/mu
a = (-self.alpha*self.V_star[j])/delta_x
else:
c = (self.alpha*self.V_star[j+1])/delta_x
b1 = (delta_x-self.alpha*self.V_star[j]*delta_t)/mu
a = 0
if self.U_new[j] != 0:
b2 = -(self.gamma-1)* (delta_x*(self.U_new[j]-self.U[j]) + delta_t*(self.V_star[j+1]-self.V_star[j])) / (self.U_new[j]*mu)
else:
b2 = 0
b = b1+b2
return [a,b,c]