- #1
quantikghost
- 1
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hellow everybody
i have a problem in styding the critical bihaviour of the tow dimensional ising model
when i use periodiques boundary conditions i found that the fixed point for this case is the PRG equation that mean the following recursion relation: (N-1) [E1(t,N-1)-Eo(t,N-1)]=N[E1(t,N)-Eo(t,N)] where E1 and E0 are first and ground state enrgie and N is the numbre of spins in the lattice
but how it would be the phenomenological renormalization group equation for the ising model if we impose the fixed or mixed boundary boundary condition "plus_plus" or "plus_free" boundary condition
thank you
i have a problem in styding the critical bihaviour of the tow dimensional ising model
when i use periodiques boundary conditions i found that the fixed point for this case is the PRG equation that mean the following recursion relation: (N-1) [E1(t,N-1)-Eo(t,N-1)]=N[E1(t,N)-Eo(t,N)] where E1 and E0 are first and ground state enrgie and N is the numbre of spins in the lattice
but how it would be the phenomenological renormalization group equation for the ising model if we impose the fixed or mixed boundary boundary condition "plus_plus" or "plus_free" boundary condition
thank you