L13_ = Mul(G1, G2, G4, H2, H3, evaluate=False)
render_eqn(L13, L13_, "L13_", mul_symbol=".", order="none")
L23_ = Mul(G2, G4, H1, H3, evaluate=False)
render_eqn(L23, L23_, "L23_", mul_symbol=".", order="none")
delta1_ = 1
render_eqn(Delta1, delta1_, "delta1_", mul_symbol=".")
delta_ = Add(1,
Mul(-1, Add(L1, L2, L3, L4, evaluate=False), evaluate=False),
Add(L13, L23, evaluate=False),
evaluate=False)
render_eqn(Delta, delta_, "delta_", mul_symbol=".", order="none")
delta_ = 1 - (L1_ + L2_ + L3_ + L4_) + L13_ + L23_
render_eqn(Delta,
delta_.simplify(numer=True, denom=True).expand(numer=True,
denom=True),
"delta_",
mul_symbol=".")
render_eqn(TF, P1 * Delta1 / Delta, "TF1", mul_symbol=".")
Tf_ = (delta1_ * P1_) / delta_
render_eqn(P1 * Delta1 / Delta,
Tf_.simplify(numer=True, denom=True).expand(numer=True, denom=True),
"TF2",
mul_symbol=".")
from sympy import Mul, Add P1_ = Mul(G1, G2, G3, G4, evaluate=False) render_eqn(P1, P1_, "P1", mul_symbol=".", order="none") L1_ = Mul(-H1, G1, G2, G3, G4, evaluate=False) render_eqn(L1, L1_, "L1", mul_symbol=".", order="none") L2_ = -Mul(H2, G2, G3, G4, evaluate=False) render_eqn(L2, L2_, "L2", mul_symbol=".", order="none") L3_ = Mul(-H3, G3, G4, evaluate=False) render_eqn(L3, L3_, "L3", mul_symbol=".", order="none") L4_ = -Mul(H4, G4, evaluate=False) render_eqn(L4, L4_, "L4", mul_symbol=".", order="none") delta1_ = 1 render_eqn(Delta1, delta1_, "delta1_", mul_symbol=".") delta_ = Add(1, Mul(-1, Add(L1, L2, L3, L4, evaluate=False), evaluate=False), evaluate=False) render_eqn(Delta, delta_, "delta_", mul_symbol=".", order="none") delta_ = 1 - (L1_ + L2_ + L3_ + L4_) render_eqn(Delta, delta_.simplify(numer=True, denom=True).expand(numer=True, denom=True), "delta_", mul_symbol=".") render_eqn(TF, P1 * Delta1 / Delta, "TF1", mul_symbol=".") Tf_ = (delta1_ * P1_) / delta_ render_eqn(P1 * Delta1 / Delta, Tf_.simplify(numer=True, denom=True).expand(numer=True, denom=True), "TF2", mul_symbol=".")
