09: Add argparse interface
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@ -1,3 +1,5 @@
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__doc__ = "Simulates a lattice scalar field using the Metropolis-Hastings algorithm."
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import numpy as np
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import argparse
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import time
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@ -49,33 +51,64 @@ def batch_estimate(data,observable,k):
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return np.mean(values), np.std(values)/np.sqrt(k-1)
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def main():
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lamb = 1.5
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kappas = np.linspace(0.08,0.18,11)
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width = 3
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# use the argparse package to parse command line arguments
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parser = argparse.ArgumentParser(description=__doc__)
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# TODO: Describe what lambda, delta, and kappa really mean.
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parser.add_argument('-l', type=float, default=1.5, help='lambda')
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parser.add_argument('-k', type=float, default=0.08, help='kappa')
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parser.add_argument('-w', type=int, default=3, help='Width w of the square lattice.')
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# delta = 1.5 chosen to have ~ 50% acceptance
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parser.add_argument('-d', type=int, default=1.5, help='delta')
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parser.add_argument('-n', type=int, help='Number N of measurements (indefinite by default)')
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parser.add_argument('-e', type=int, default=100, help='Number E of equilibration sweeps')
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parser.add_argument('-m', type=int, default=2, help='Number M of sweeps per measurement')
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parser.add_argument('-o', type=int, default=30, help='Time in seconds between file outputs')
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parser.add_argument('-f', help='Output filename')
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args = parser.parse_args()
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# perform sanity checks on the arguments
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if args.w is None or args.w < 1:
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parser.error("Please specify a positive lattice size!")
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if args.k is None or args.k <= 0.0:
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parser.error("Please specify a positive kappa!")
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if args.e < 10:
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parser.error("Need at least 10 equilibration sweeps to determine the average cluster size")
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if args.d < 1:
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parser.error("Delta should be >= 1.")
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# fix parameters
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lamb = args.l
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kappa = args.k
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width = args.w
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num_sites = width**4
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delta = 1.5 # chosen to have ~ 50% acceptance
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equil_sweeps = 10
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measure_sweeps = 2
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measurements = 20
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delta = args.d
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equil_sweeps = args.e
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measure_sweeps = args.m
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measurements = args.n
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if args.f is None:
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# construct a filename from the parameters plus a timestamp (to avoid overwriting)
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output_filename = "data_l{}_k{}_w{}_d{}_{}.hdf5".format(lamb,kappa,width,delta,time.strftime("%Y%m%d%H%M%S"))
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else:
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output_filename = args.f
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# Measure
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# TODO: Does mean_magn need to be a list?
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mean_magn = []
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for kappa in kappas:
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phi_state = np.zeros((width,width,width,width))
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run_scalar_MH(phi_state,lamb,kappa,delta,equil_sweeps * num_sites)
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magnetizations = np.empty(measurements)
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for i in range(measurements):
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run_scalar_MH(phi_state,lamb,kappa,delta,measure_sweeps * num_sites)
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magnetizations[i] = np.mean(phi_state)
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mean, err = batch_estimate(np.abs(magnetizations),lambda x:np.mean(x),10)
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mean_magn.append([mean,err])
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phi_state = np.zeros((width,width,width,width))
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run_scalar_MH(phi_state,lamb,kappa,delta,equil_sweeps * num_sites)
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magnetizations = np.empty(measurements)
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for i in range(measurements):
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run_scalar_MH(phi_state,lamb,kappa,delta,measure_sweeps * num_sites)
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magnetizations[i] = np.mean(phi_state)
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mean, err = batch_estimate(np.abs(magnetizations),lambda x:np.mean(x),10)
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mean_magn.append([mean,err])
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output_filename = 'preliminary_simulation.h5'
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with h5py.File(output_filename,'a') as f:
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if not "mean-magn" in f:
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dataset = f.create_dataset("mean-magn", chunks=True, data=mean_magn)
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# store some information as metadata for the data set
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dataset.attrs["lamb"] = lamb
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dataset.attrs["kappas"] = kappas
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dataset.attrs["kappa"] = kappa
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dataset.attrs["width"] = width
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dataset.attrs["num_sites"] = num_sites
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dataset.attrs["delta"] = delta
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