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A user with 451 edits. Account created on 5 March 2018.
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20 November 2019

  • 08:4908:49, 20 November 2019 diff hist +685 Rep:3CMPks4817 /* TASK: Implement a single cycle of the above algorithm in the montecarlocycle(T) function. This function should return the energy of your lattice and the magnetisation at the end of the cycle. You may assume that the energy returned by your energy()...
  • 08:4208:42, 20 November 2019 diff hist +364 Rep:3CMPks4817 /* TASK: Look at the documentation for the NumPy sum function. You should be able to modify your magnetisation() function so that it uses this to evaluate M. The energy is a little trickier. Familiarise yourself with the NumPy roll and multiply functio...
  • 08:3808:38, 20 November 2019 diff hist +367 Rep:3CMPks4817 /* TASK: complete the functions energy() and magnetisation(), which should return the energy of the lattice and the total magnetisation, respectively. In the energy() function you may assume that J=1.0 at all times (in fact, we are working in reduced unit
  • 08:3308:33, 20 November 2019 diff hist +4,503 Rep:3CMPks4817 No edit summary

12 November 2019

11 November 2019

24 May 2019

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