Max particles and dimensions #13
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it's not implemented. The reason is that it's because the problem is very computationally expensive (we need a 4D configuration space) and any discretization of the Hamiltonian performed on a personal computer, won't be accurate enough. The only way to estimate the problem's solution is by assuming the particles are weakly interacting and going with an orbital-like approximation. It's well known that the N-body quantum mechanical problem is unsolvable without approximations. Note: If your two particles have only a harmonic-like interaction in free space, then luckily, your problem is separable, and you can solve it as a single-particle Hamiltonian: https://rjp.nipne.ro/2008_53_9-10/1171_1177.pdf |
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I want to simulate the harmonic oscillator with 2 particles in 2 space dimensions, or just 2 particles in 2D, it's possible? I got this error :
kron() takes from 2 to 3 positional arguments but 4 were given
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