computaional physics write a python program to solve this problem ising Hamiltonian of two-dimensional model with interaction constant J=1 (ferromagnetics) introduce as following form; (with periodic boundary condition): H = - Σ $₁.jSkl (The sum is applied only to the nearest neighbors.) Write a python program for a spin network 10x10 obtained the critical temperature value .(the temperature at which the magnetization becomes zero more than this temperature).

Computer Networking: A Top-Down Approach (7th Edition)
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Author:James Kurose, Keith Ross
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computaional physics
write a python program to solve this
problem
ising
Hamiltonian of two-dimensional
model with interaction constant J=1
(ferromagnetics) introduce as following
form; (with periodic boundary condition):
H =
Σ Sij Skl
(The sum is applied only to the nearest
neighbors.) Write a python program for a
spin network 10×10 obtained the critical
temperature value .(the temperature at
which the magnetization becomes zero
more than this temperature).
4/5
Transcribed Image Text:computaional physics write a python program to solve this problem ising Hamiltonian of two-dimensional model with interaction constant J=1 (ferromagnetics) introduce as following form; (with periodic boundary condition): H = Σ Sij Skl (The sum is applied only to the nearest neighbors.) Write a python program for a spin network 10×10 obtained the critical temperature value .(the temperature at which the magnetization becomes zero more than this temperature). 4/5
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