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example_opa818_S5971_1M.py
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example_opa818_S5971_1M.py
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"""
This file is part of TIASim.
https://github.com/aewallin/TIASim
TIASim is free software: you can redistribute it and/or modify
it under the terms of the GNU General Public License as published by
the Free Software Foundation, either version 3 of the License, or
(at your option) any later version.
TIASim is distributed in the hope that it will be useful,
but WITHOUT ANY WARRANTY; without even the implied warranty of
MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
GNU General Public License for more details.
You should have received a copy of the GNU General Public License
along with TIASim. If not, see <https://www.gnu.org/licenses/>.
"""
import matplotlib.pyplot as plt
import numpy
import tiasim
if __name__ == "__main__":
"""
This example shows data from a photodetector built 2020-01.
PCB: One-Inch-Photodetector, https://github.com/aewallin/One-Inch-Photodetector
Opamp: OPA657, SOT23-5
Transimpedance: 10 kOhm
Photodiode: S5973
"""
P = 10e-6
R_F = 200e3
C_F = None # 0.11e-12 # # # # .6e-12 # None # None # 0.2e-12
C_parasitic = 0.001e-12
diode = tiasim.S5973()
#diode.capacitance = 1.6e-12
opamp = tiasim.OPA818()
#o#pamp.AOL_gain = pow(10,65.0/20.0) # NOTE: modify to make it fit data!?
# this could be because of capacitive load on the output??
# MMCX connector on PCB, followed by ca 150mm thin coax, to SMA-connector.
tia = tiasim.TIA( opamp, diode, R_F , C_F, C_parasitic)
f = numpy.logspace(3,9.5,100)
bw = tia.bandwidth() # bandwidth
zm = numpy.abs( tia.ZM(f) ) # transimpedance
# load experimental data
d = numpy.genfromtxt('measurement_data/OPA657_S5793_10kOhm.csv',comments='#',delimiter=',')
df = d.T[0]
d_bright = d.T[2]
d_bright2 = d.T[1]
d_dark = d.T[3]
d_sa = d.T[4]
#"""
print( "P optical ", P*1e6 , " uW")
print( "Photocurrent ", P*0.4, " uA")
print( "DC signal ", R_F*P*0.4, " V")
print( "I shot %.2g A/sqrt(Hz)" % (numpy.sqrt(0.4*P*tiasim.q*2.0)))
print( "R_F voltage ", tia.dc_output(P,100e3))
print( "Bandwidth ", bw/1e6, " MHz")
print( "simple bw model ", tia.bandwidth_approx()/1e6, " MHz")
# transimpedance plot
plt.figure()
plt.loglog(f,zm,'-', label='Transimpedance')
plt.loglog( bw, numpy.abs(tia.ZM( bw )), 'o',label='-3 dB BW')
plt.loglog( 0.1*bw, numpy.abs(tia.ZM( 0.1*bw )), 'o',label='BW/10')
plt.text( bw, numpy.abs(tia.ZM( bw )), '%.3f MHz'%(bw/1e6))
plt.ylabel('Transimpedance / Ohm')
plt.xlabel('Frequency / Hz')
plt.legend()
plt.grid()
# output voltage noise
plt.figure()
#print "amp_i"
amp_i = tia.amp_current_noise(f)
amp_v = tia.amp_voltage_noise(f)
john = tia.johnson_noise(f)
dark = tia.dark_noise(f)
shot = tia.shot_noise(P,f)
bright = tia.bright_noise(P, f)
plt.loglog(f,amp_i,label='amp i-noise')
plt.loglog(f,amp_v,label='amp v-noise')
plt.loglog(f,john,'-.',label='R_F Johnson')
plt.loglog(f,dark,label='Dark')
plt.loglog(f,shot,label='shot noise P=%f uW'%(P*1e6))
plt.loglog(f,bright,label='Bright')
plt.loglog( tia.bandwidth(), tia.dark_noise(tia.bandwidth()),'o',label='f_-3dB = %.3f MHz'%(bw/1e6))
plt.loglog( 0.1*tia.bandwidth(), tia.dark_noise(0.1*tia.bandwidth()),'o',label='0.1*f_-3dB')
plt.ylim((1e-9,1e-5))
plt.xlabel('Frequency / Hz')
plt.ylabel('Output-referred voltage noise / V/sqrt(Hz)')
plt.grid()
plt.legend()
# plot measured data and compare to model
plt.figure()
plt.plot(df, d_bright,'o',label='1st Measured response')
plt.plot(df, d_bright2,'o',label='2nd Measured response')
plt.plot(df, d_dark,'o',label='Measured dark')
plt.plot(df, d_sa,'o',label='Measured SA floor')
rbw = 10e3
plt.semilogx(f, tiasim.v_to_dbm( tia.bright_noise(0, f), RBW = rbw),'-',label='TIASim Dark')
for p in 1e-6*numpy.logspace(1, 8.5, 4):
bright = tiasim.v_to_dbm( tia.bright_noise(p, f), RBW = rbw)
plt.plot(f,bright,label='TIASim P_shot =%.3g W'%(p))
plt.xlim((1e5,500e6))
plt.ylim((-120,-30))
#plt.xlim((10e6,100e6))
plt.xlabel('Frequency / Hz')
plt.ylabel('dBm / RBW=%.1g Hz' % rbw)
plt.grid()
plt.legend()
plt.show()