Simplifying Commutators using the second quantization module?

[Gerardo Suarez]

So a little bit of background I'm using this modules because I could not figure out how to asign a value to a commutator using sympy.physics.quantum, and all I want is to use known commutators to calculate more complicated ones,  so my code goes as 

from sympy import *

from sympy.physics.secondquant import * 

comm1=simplify(Commutator(B(0),Bd(0)).doit())

comm1

which outputs one and should be enough to simplify this next commutator

w1,w2,g=symbols('w1 w1 g')

H=w1*B(0)*Bd(0)+w2*B(1)*Bd(1)+g*Bd(0)*B(1)+conjugate(g)*Bd(1)*B(0)

comm2=simplify(Commutator(H,B(0)))

print(comm2)

However as output I get 

g*(-AnnihilateBoson(0)*CreateBoson(0)*AnnihilateBoson(1) + CreateBoson(0)*AnnihilateBoson(1)*AnnihilateBoson(0)) + w1*(-AnnihilateBoson(0)*AnnihilateBoson(1)*CreateBoson(1) + AnnihilateBoson(1)*CreateBoson(1)*AnnihilateBoson(0)) + w1*(AnnihilateBoson(0)*CreateBoson(0)*AnnihilateBoson(0) - AnnihilateBoson(0)**2*CreateBoson(0)) + conjugate(g)*(-AnnihilateBoson(0)*CreateBoson(1)*AnnihilateBoson(0) + CreateBoson(1)*AnnihilateBoson(0)**2)

and can't figure out how to tell sympy to use the first commutator to simplify this expression, I  know it can be done in Cadabra as some answered me in github a few days ago.

https://stackoverflow.com/questions/62254012/sympy-how-to-get-simplified-commutators-using-the-second-quantization-module