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ZH: test script for true_phase/calculated phase at tx
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2 changed files with 73 additions and 1 deletions
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@ -23,19 +23,28 @@ rng = np.random.default_rng(seed)
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phase_res = np.zeros(int(N))
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# Vary both the base time and the phase
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t_extra = 0
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for i in range(int(N)):
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# Change timebase
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t -= t_extra
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t_extra = (2*rng.uniform(size=1) - 1) *1e3
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t += t_extra
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# Randomly phased beacon
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phase = lib.phase_mod(np.pi*(2*rng.uniform(size=1) -1)) # rad
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beacon = lib.sine_beacon(frequency, t, t0=0, phase=phase)
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if True: # blank part of the beacon
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blank_low, blank_high = 2*int(1e3), 4*int(1e3)
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beacon[blank_low:blank_high] = 0
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measured = lib.find_beacon_in_traces([beacon], t, frequency, frequency_fit=False)
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t -= t_extra
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phase_res[i] = lib.phase_mod(measured[1][0] - phase)
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fig, ax = plt.subplots()
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ax.set_title("Sine beacon phase determination\nwith random time shifts")
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ax.set_xlabel("$\\varphi_{meas} - \\varphi_{true}$ [rad]")
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ax.set_ylabel("#")
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ax.hist(phase_res, bins='sqrt')
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@ -0,0 +1,63 @@
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#!/usr/bin/env python3
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"""
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Test the functions in lib concerning
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beacon generation and removing the geometrical phase
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work correctly together.
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"""
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import matplotlib.pyplot as plt
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import numpy as np
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from earsim import Antenna
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import lib
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seed = 12345
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dt = 1 # ns
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frequency = 45e-3 # GHz
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N = 5e2
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c_light = 3e8*1e-9
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t = np.arange(0, 10*int(1e3), dt, dtype=float)
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rng = np.random.default_rng(seed)
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phase_in = lib.phase_mod(np.pi*(2*rng.uniform(size=1) -1)) # rad
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tx = Antenna(x=0,y=0,z=0,name='tx')
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rx = Antenna(x=30,y=40,z=120,name='rx')
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# Vary both the base time and the phase
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t_extra = 0
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phase_res = np.zeros(int(N))
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for i in range(int(N)):
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# Change timebase
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t -= t_extra
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t_extra = (2*rng.uniform(size=1) - 1) *1e3
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t += t_extra
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# Randomise Antenna Location
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if True:
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rx.x, rx.y, rx.z = (2*rng.uniform(size=3) -1) * 1e4
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# Randomly phased beacon
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# at Antenna
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phase = lib.phase_mod(np.pi*(2*rng.uniform(size=1) -1)) # rad
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beacon = lib.beacon_from(tx, rx, frequency, t, radiate_rsq=False, phase=phase, c_light=c_light)
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if True: # blank part of the beacon
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blank_low, blank_high = 2*int(1e3), 4*int(1e3)
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beacon[blank_low:blank_high] = 0
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measured = lib.find_beacon_in_traces([beacon], t, frequency, frequency_fit=False)
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calculated_phase = lib.remove_antenna_geometry_phase(tx, rx, frequency, measured[1][0], c_light=c_light)
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phase_res[i] = lib.phase_mod(calculated_phase - phase)
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fig, ax = plt.subplots()
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ax.set_title("Measured phase at Antenna - geometrical phase")
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ax.set_xlabel("$\\varphi_{meas} - \\varphi_{true}$ [rad]")
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ax.set_ylabel("#")
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ax.hist(phase_res, bins='sqrt')
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plt.show()
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