samples = int(duration * fs)
c = 343.0
mean_mu_squared = 3.0e-6
distance = 2000.0
f0 = 200.0
L = 12.0
t = np.arange(samples) / fs
x = np.sin(2.0*np.pi*f0*t)
spacing = np.zeros(samples)
turbulence = Turbulence(spacing, c, target_max_frequency, mean_mu_squared, distance, f0, L, samples, saturation=True)
turbulence.randomize().generate()
y = turbulence.apply_single_modulation(x)
from acoustics.standards.iec_61672_1_2013 import fast
fig = plt.figure()
ax0 = fig.add_subplot(211)
ax0.plot(t, x, linestyle='-', label='$x(t)$')
ax0.plot(t, y, linestyle='--', label='$y(t)$')
ax0.set_title("Instantaneous pressure $p(t)$")
ax0.set_xlim(0.0, f0/fs)
ax0.set_xlabel('$t$ in s')
ax0.set_ylabel('$p$ in Pa')
ax0.grid()
target_max_frequency = 5000.0 # Max valid frequency in Hz
duration = 10.0 # Duration of the signal
fs = 2.0 * target_max_frequency
samples = int(duration * fs)
c = 343.0
mean_mu_squared = 3.0e-6
distance = 2000.0
f0 = 200.0
L = 12.0
spacing = np.zeros(samples)
t = Turbulence(spacing, c, target_max_frequency, mean_mu_squared, distance, f0, L, samples, saturation=True)
t.randomize().generate()
#t.plot_modulation_signal('../figures/modulations.png')
x = t.modulation_signal
t= t.times
fig = plt.figure()
ax0 = fig.add_subplot(211)
ax0.plot(t, np.abs(x), linestyle='-')
ax0.set_title("Amplitude modulation $e^{\chi (t)}$")
ax0.set_xlabel('$t$ in s')
ax0.set_ylabel('$e^{\chi}$ in Pa')
ax0.grid()
c = 343.0
mean_mu_squared = 3.0e-6
distance = 2000.0
f0 = 200.0
L = 12.0
t = np.arange(samples) / fs
x = np.sin(2.0 * np.pi * f0 * t)
spacing = np.zeros(samples)
turbulence = Turbulence(spacing,
c,
target_max_frequency,
mean_mu_squared,
distance,
f0,
L,
samples,
saturation=True)
turbulence.randomize().generate()
y = turbulence.apply_single_modulation(x)
from acoustics.standards.iec_61672_1_2013 import fast
fig = plt.figure()
ax0 = fig.add_subplot(211)
ax0.plot(t, x, linestyle='-', label='$x(t)$')
ax0.plot(t, y, linestyle='--', label='$y(t)$')
ax0.set_title("Instantaneous pressure $p(t)$")
