def solve_maxwell(i, s, p, tol=1e-7):
# Set state 's' = to data point in 'p'
s["P"], s["T"] = p["P"][i], p["T"][i]
s = VdW.a_T(s, p) # Solve 'a' for current temperature.
er = 1 # Defines initial error
while er > tol:
a_old = s["a"] # Used to track iteration error
s = VdW.V_root(s, p) # Solve 'V_l' 'V_v' state
s = VdW.a_maxwell(s, p) # Solve 'a' explicitly
er = abs(s["a"] - a_old)
m = VdW.a_m_sol(s, p) # Update 'm'
p["m"] = m
return s["a"], p["m"] # s, p
def solve_maxwell(i, s, p, tol=1e-7):
# Set state 's' = to data point in 'p'
s['P'], s['T'] = p['P'][i], p['T'][i]
s = VdW.a_T(s, p) # Solve 'a' for current temperature.
er = 1 # Defines initial error
while er > tol:
a_old = s['a'] # Used to track iteration error
s = VdW.V_root(s, p) # Solve 'V_l' 'V_v' state
s = VdW.a_maxwell(s, p) # Solve 'a' explicitly
er = abs(s['a'] - a_old)
m = VdW.a_m_sol(s, p) # Update 'm'
p['m'] = m
return s['a'], p['m'] #s, p
def residuals(m, a, T): # (Parameter(s), Output Data, Input Data) # p['T']
p["m"] = m
s["T"] = T
return a - VdW.a_T(s, p)["a"] # Error function to correlate m with T
def residuals(m, a, T): # (Parameter(s), Output Data, Input Data) # p['T']
p['m'] = m
s['T'] = T
return a - VdW.a_T(s, p)['a'] # Error function to correlate m with T
