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PD_response.py
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176 lines (127 loc) · 4.91 KB
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import numpy as np
import matplotlib.pyplot as plt
import pyfits
import glob
import ADEUtils as ADE
from MANGA_bench import Noodle as N
from MANGA_bench import thePot
from ConfigParser import ConfigParser
import os
def gen_resp():
# level_list = [4,5,6,7,8,9,10,11,12]
level_list = [1,2,3,4,5,6,7]
PD_vals = np.array([])
fits_vals = np.array([])
PD_err = np.array([])
fits_err = np.array([])
for level in level_list:
PD_signal = np.loadtxt('PD_{}.txt'.format(level),usecols=(1,),unpack=True)
fits_raw = pyfits.open('PD_{}_FINAL.fits'.format(level))[0].data
center = ADE.centroid(fits_raw)
dist = ADE.dist_gen(fits_raw,center) * 0.024
idx = np.where(dist < 6.75)
fits_data = fits_raw[idx]
PD_vals = np.append(PD_vals,np.mean(PD_signal))
PD_err = np.append(PD_err,np.std(PD_signal))
fits_vals = np.append(fits_vals,np.mean(fits_data))
fits_err = np.append(fits_err,np.std(fits_data))
level_vec = np.array(level_list)/12.
fig = plt.figure()
ax1 = fig.add_subplot(211)
PD_plot = PD_vals/PD_vals[-1]
PD_err_plot = PD_err/PD_vals[-1]
fits_plot = fits_vals/fits_vals[-1]
fits_err_plot = fits_err/fits_vals[-1]
# ax1.errorbar(PD_vals,fits_vals,xerr=PD_err,yerr=fits_err,linestyle='x')
ax1.plot(fits_vals,PD_vals,'.')
# ax1.axhline(y=95693.7799/2,linestyle=':')
# ax1.text(1.,95000,'Full Well')
ax1.set_ylabel('PD Voltage')
ax1.set_xlabel('CCD Mean Counts')
# ax1.set_xscale('log')
# ax1.set_yscale('log')
ax2 = fig.add_subplot(212)
ax2.plot(fits_vals,fits_vals/PD_vals,'.')
ax2.set_xlabel('CCD Mean Counts')
ax2.set_ylabel('CCD/PD')
# ax2.set_xscale('log')
# ax2.set_yscale('log')
fig.show()
return level_vec, fits_vals, fits_err, PD_vals, PD_err
def get_stats():
level_list = [4,5,6,7,8,9,10,11,12]
fits_vals = np.array([])
fits_err = np.array([])
for level in level_list:
fits_list = glob.glob('PD_{}_*_ds.fits'.format(level))
imarray = np.array([])
for image in fits_list:
print image
data = pyfits.open(image)[0].data
center = ADE.centroid(data)
dist = ADE.dist_gen(data,center) * 0.024
idx = np.where(dist < 6.75)
fits_data = data[idx]
imarray = np.append(imarray,np.mean(fits_data))
fits_vals = np.append(fits_vals,np.mean(imarray))
fits_err = np.append(fits_err,np.std(imarray))
return fits_vals, fits_err
def bias_resp():
levels = np.array([])
errs = np.array([])
times = np.array([])
file_list = glob.glob('BIAS*.FIT')
for image in file_list:
print image,
hdu = pyfits.open(image)[0]
data = hdu.data
timestr = hdu.header['TIME-OBS']
print timestr
time = np.float(timestr[6:]) + np.float(timestr[3:5])*60. +\
np.float(timestr[0:2])*3600.
times = np.append(times,time)
levels = np.append(levels,np.mean(data))
errs = np.append(errs,np.std(data))
fig = plt.figure()
ax = fig.add_subplot(111)
ax.errorbar(times,levels,yerr=errs,linestyle='.')
ax.set_xlabel('Time [s]')
ax.set_ylabel('Counts [ADU]')
ax.set_title('Mean mean: {:4.3f}\nMean std: {:4.3f}'.format(np.mean(levels),np.std(levels)))
fig.show()
return times, levels, errs
def jump_test(inifile):
''' to be run in /d/monk/eigenbrot/MANGA/20121015 '''
options = ConfigParser()
options.read(inifile)
finald = []
for d in ['d1','d2','d3','d4']:
nood = N(options)
nood.get_darks()
nood.fill_dict(d,nood.direct)
nood.sub_darks(nood.direct)
nood.ratios = {'direct': {'data': {'V':{}}}}
nood.direct_to_ratios(nood.direct)
nood.combine()
finald.append(nood.ratios['direct']['data']['V']['direct']['final'])
os.system('rm *_ds.fits')
print "reduction finished"
countarr = np.array([])
voltarr = np.array([])
pot = thePot(options)
for image in finald:
hdu = pyfits.open(image)[0]
fits_raw = hdu.data
center = ADE.centroid(fits_raw)
dist = ADE.dist_gen(fits_raw,center) * 0.024
idx = np.where(dist < 6.75)
fits_data = fits_raw[idx]
countarr = np.append(countarr,np.mean(fits_data))
stime = hdu.header['STARTIME']
etime = hdu.header['ENDTIME']
voltage = pot.get_voltage(stime,etime,'V')
voltarr = np.append(voltarr,voltage)
print "\nImage :{:>15}{:>15}{:>15}{:>15}\nCounts :{:15.3E}{:15.3E}{:15.3E}{:15.3E}\nVoltage:{:15.2f}{:15.2f}{:15.2f}{:15.2f}".format(*finald+countarr.tolist()+voltarr.tolist())
print "-"*(4*15+8)
print "Ratio :{:15.3E}{:15.3E}{:15.3E}{:15.3E}\n".format(*(countarr/voltarr).tolist())
return countarr, voltarr, countarr/voltarr