script for convert .t3pa files to .t3pa_cls
.t3pa file example:
Index $\quad$ Matrix $\quad$ Index $\quad$ ToA $\quad$ ToT $\quad$ FToA $\quad$ Overflow
0 $\quad$ 4574 $\quad$ 832 $\quad$ 29 $\quad$ 6 $\quad$ 0
1 $\quad$ 4831 $\quad$ 832 $\quad$ 35 $\quad$ 7 $\quad$ 0
2 $\quad$ 4575 $\quad$ 832 $\quad$ 100 $\quad$ 8 $\quad$ 0
3 $\quad$ 31031 $\quad$ 1745 $\quad$ 22 $\quad$ 11 $\quad$ 0
.
.
.
.t3pa_cls file example:
% Index $\quad$ Matrix Index $\quad$ [ RowNo, ClmNo ] $\quad$ ToA $\quad$ FToA $\quad$ ( ToA_in_ns ) $\quad$ ToT ( ToT_in_keV ) $\quad$ Overflow
# 1, $\quad$ Nunmasked = 3, $\quad$ Nmasked = 0, $\quad$ Ntot = 3 # Tfirst = 2.0787500000000000e+04 ns, $\quad$ Tlast = 2.0790625000000000e+04 ns, $\quad$ dT = 3.125000 ns, $\quad$ Etot = 64.428148 keV
2 $\quad$ 4575 $\quad$ [ 17, 223 ] $\quad$ 832 $\quad$ 8 $\quad$ ( 2.0787500000000000e+04 ns ) $\quad$ 100 $\quad$ ( 37.867914 keV ) $\quad$ 0
1 $\quad$ 4831 $\quad$ [ 18, 223 ] $\quad$ 832 $\quad$ 7 $\quad$ ( 2.0789062500000000e+04 ns ) $\quad$ 35 $\quad$ ( 14.733453 keV ) $\quad$ 0
0 $\quad$ 4574 $\quad$ [ 17, 222 ] $\quad$ 832 $\quad$ 6 $\quad$ ( 2.0790625000000000e+04 ns ) $\quad$ 29 $\quad$ ( 11.826781 keV ) $\quad$ 0
# 2, $\quad$ Nunmasked = 3, $\quad$ Nmasked = 0, $\quad$ Ntot = 3 # Tfirst = 4.3601562500000000e+04 ns, $\quad$ Tlast = 4.3607812500000000e+04 ns, $\quad$ dT = 6.250000 ns, $\quad$ Etot = 63.577435 keV
5 $\quad$ 30775 $\quad$ [ 120, 55 ] $\quad$ 1745 $\quad$ 15 $\quad$ ( 4.3601562500000000e+04 ns ) $\quad$ 99 $\quad$ ( 37.617059 keV ) $\quad$ 0
4 $\quad$ 30776 $\quad$ [ 120, 56 ] $\quad$ 1745 $\quad$ 13 $\quad$ ( 4.3604687500000000e+04 ns ) $\quad$ 44 $\quad$ ( 14.715446 keV ) $\quad$ 0
3 $\quad$ 31031 $\quad$ [ 121, 55 ] $\quad$ 1745 $\quad$ 11 $\quad$ ( 4.3607812500000000e+04 ns ) $\quad$2 2 $\quad$ ( 11.244929 keV ) $\quad$ 0
.
.
.
import numpy as np
import math
#import pandas as pd
import matplotlib.pyplot as plt
from urllib.error import HTTPError # recognise the error stemming from missing data
#import urllib
import urllib.request
t3pa2cls_XII - upravena fce energy(a, b, c, t, ToT, pocet_udalosti, RowNo, ClmNo) - nyni je se pocita i s pripadem "nan"
#Define an exception which will be raised if the data is missing and stop the notebook execution
class StopExecution(Exception):
def _render_traceback_(self):
pass
#shot_no = 36529 #test discharge for which the notebook will definitely work
shot_no = 44441
shot = shot_no
identifier='H03-W0051_shot_'+str(shot)+'_450V'
detector = 'H03-W0051'
ds = np.DataSource('/tmp') # temporary storage for downloaded files
scalars_URL = 'http://golem.fjfi.cvut.cz/shots/{shot_no}/Diagnostics/PlasmaDetection/Results/{name}'
def get_scalar(shot_no, name):
return float(ds.open(scalars_URL.format(shot_no=shot_no, name=name)).read())
t_plasma_start = get_scalar(shot_no, 't_plasma_start')
t_plasma_end = get_scalar(shot_no, 't_plasma_end')
is_plasma = get_scalar(shot_no, 'b_plasma')
def get_file(shot, identifier):
#Pick the discharge to analyse
URL = 'http://golem.fjfi.cvut.cz/shots/{shot}/Diagnostics/TimepixDetector/H03/{identifier}.t3pa'
url = URL.format(shot=shot, identifier=identifier)
try:
file_name_t3pa=url
with urllib.request.urlopen(file_name_t3pa) as ft3pa:
line = ft3pa.readline()
line = line.decode('utf‐8')
ft3pa.close
except HTTPError:
print('File not found at %s. Aborting notebook execution.' % url)
raise StopExecution
return file_name_t3pa
def get_file_calib(name_calib):
#Pick the discharge to analyse
URL = 'http://golem.fjfi.cvut.cz/shots/{shot}/Diagnostics/TimepixDetector/calib_matrix_H03/{name_calib}.txt'
url = URL.format(shot=shot, name_calib=name_calib)
#print(url)
try:
file_calib=url
with urllib.request.urlopen(file_calib) as calib:
line = calib.readline()
line = line.decode('utf‐8')
calib.close
except HTTPError:
print('File not found at %s. Aborting notebook execution.' % url)
raise StopExecution
return file_calib
def load_calib(file_calib):
with urllib.request.urlopen(file_calib) as fc:
calib=[] #vytvoreni 1D pole
for i in range(0,256): #tj. rozsah 0-255
temp = [] # docasne pole
for j in range(0,256):
temp.append(0) #naplneni docasneho pole 0
calib.append(temp) #naplneni pole a[] docasnym polem temp
for i in range(0,256): #nacteni calib matice do pole calib
line = fc.readline()
line = line.decode('utf‐8')
word=line.strip().split(' ')
for j in range(0,256):
calib[i][j]=float(word[j]) #i = radek, j = sloupec0
fc.close
return calib
def load_t3pa_file(file_t3pa):
index=[]
matrix_index=[]
ToA=[]
ToT=[]
FToA=[]
overflow=[]
pocet_udalosti = 0
with urllib.request.urlopen(file_t3pa) as ft3pa:
line = ft3pa.readline()
line = line.decode('utf‐8')
while True:
line = ft3pa.readline()
line = line.decode('utf‐8')
word=line.strip().split('\t') #v t3pa souboru je oddelovac \t
if line == '':
break
index.append(word[0])
matrix_index.append(word[1])
ToA.append(float(word[2]))
ToT.append(float(word[3]))
FToA.append(float(word[4]))
overflow.append(float(word[5]))
pocet_udalosti = pocet_udalosti + 1
ft3pa.close
return index, matrix_index, ToA, ToT, FToA, overflow, pocet_udalosti
def noise(index, matrix_index, ToA, ToT, FToA, overflow, pocet_udalosti): #tuto fci nemus9m explicitn2 volat - volam ji v fci load_t3pa
pocet=int(0) #pocet sumicich pixelu
konst=int(len(index)/1000)+1
noise_matrix_index=[]
for i in range(0,konst):
pom = [] # pomocne pole
k=0 #pomocna promenna - udava, kolik je v czklu ve skutecnosti udalosti - aby nebyla chyba 'list index out of range'
for j in range(0,1001):
if i*1000+j>=len(index):
break
pom.append(matrix_index[i*1000+j])
k=k+1
for m in range(0,k):
count=int(0) #pocet vvyskytu stejneho matrix index behem 1000 udalosti
index_=int(-1) #budu testovat, jestli pixel na ktery koukam je sumici (abych ho nezapocital 2x)
for p in range(0,pocet):
#index=int(p)
if pom[m]==noise_matrix_index[p]:
index_=p #pixel na ktery jsem uz koukal a byl sumici
break
if index_ >=0 and pom[m]==noise_matrix_index[index_]:
continue
for l in range(0,k):
if pom[m]==pom[l]:
count=count+1
####podminka na sumici pixely
if count>=50: #kdyz se pixel vyskytne behem tisice udalosti vicekrat nez toto cislo, je sumici
noise_matrix_index.append(pom[m])
#noise_matrix_index[pocet]=pom[i]
pocet=pocet+1
pom.clear()
pocet_udalosti=len(index)
for n in range (0,pocet_udalosti):
for o in range(0,len(noise_matrix_index)):
if n >=pocet_udalosti:
break
if(matrix_index[n]==noise_matrix_index[o]):
del matrix_index[n]
del index[n]
del ToA[n]
del ToT[n]
del FToA[n]
del overflow[n]
pocet_udalosti=pocet_udalosti-1
continue
return pocet_udalosti,index, matrix_index, ToA, ToT, FToA, overflow
def t3pa_data(pocet_udalosti,index, matrix_index, ToA, ToT, FToA, overflow):
#rovnou vyhodim sumici pixely
pocet_udalosti,index, matrix_index, ToA, ToT, FToA, overflow=noise(index, matrix_index, ToA, ToT, FToA, overflow, pocet_udalosti)
RowNo=[]
ClmNo=[]
for i in range(0,len(matrix_index)):
RowNo.append(int(int(matrix_index[i]))//int(256))
ClmNo.append(int(int(matrix_index[i]))%int(256))
return index, matrix_index, ToA, ToT, FToA, overflow, pocet_udalosti, RowNo, ClmNo
def hit_map(detector,hit_map_fig,RowNo,ClmNo):
plt.hist2d(RowNo,ClmNo,bins=(256,256),cmap='Blues')
cb=plt.colorbar()
cb.set_label('Counts in pixel')
plt.xlabel('x [pixel]')
plt.ylabel('y [pixel]')
plt.title(detector)
plt.savefig(hit_map_fig, dpi = 1000)
return
def energy(a, b, c, t, ToT, pocet_udalosti, RowNo, ClmNo):
E=[] #energy in keV
#for i in range (0,pocet_udalosti):
pom=0
for i in range (0,len(ToT)):
sqrt=float(0.0)
e1=float(0.0)
e2=float(0.0)
# promenna sqrt je vnitrek odmocniny
sqrt = (((float(b[RowNo[i]][ClmNo[i]])+float(a[RowNo[i]][ClmNo[i]])*float(t[RowNo[i]][ClmNo[i]])-float(ToT[i])))*(((float(b[RowNo[i]][ClmNo[i]])+float(a[RowNo[i]][ClmNo[i]])*float(t[RowNo[i]][ClmNo[i]])-float(ToT[i])))) + (float(4)*float(a[RowNo[i]][ClmNo[i]])*float(c[RowNo[i]][ClmNo[i]]))) #zmena oproti verzi VI
if float(sqrt)<float(0):
E.append(float(0))
else:
'''
V kalibracni matici a se obcas vyskytne 0 -> ve vypoctu energie
je tim padem deleni nulou -> energie diverguje. Jak to vyresit?
zatim polozim energii = 0 (kdyz a=0), pak se uvidi
nakonec udelam limitu vyrazu energie pro a->0 (L'hopital)
'''
if a[RowNo[i]][ClmNo[i]]==0:
e1=((float(t[RowNo[i]][ClmNo[i]]))/float(2)) + ((((float(b[RowNo[i]][ClmNo[i]])+float(a[RowNo[i]][ClmNo[i]])*float(t[RowNo[i]][ClmNo[i]])-float(ToT[i]))*(float(t[RowNo[i]][ClmNo[i]]))) - 2*(float(c[RowNo[i]][ClmNo[i]])))/(float(2)*np.sqrt(float(sqrt))))
e2=((float(t[RowNo[i]][ClmNo[i]]))/float(2)) - ((((float(b[RowNo[i]][ClmNo[i]])+float(a[RowNo[i]][ClmNo[i]])*float(t[RowNo[i]][ClmNo[i]])-float(ToT[i]))*(float(t[RowNo[i]][ClmNo[i]]))) - 2*(float(c[RowNo[i]][ClmNo[i]])))/(float(2)*np.sqrt(float(sqrt))))
else:
e1=((-(float(b[RowNo[i]][ClmNo[i]]) - (float(a[RowNo[i]][ClmNo[i]])*float(t[RowNo[i]][ClmNo[i]]))-float(ToT[i])))+np.sqrt(float(sqrt)))/(float(2)*float(a[RowNo[i]][ClmNo[i]]))
e2=((-(float(b[RowNo[i]][ClmNo[i]]) - (float(a[RowNo[i]][ClmNo[i]])*float(t[RowNo[i]][ClmNo[i]]))-float(ToT[i])))-np.sqrt(float(sqrt)))/(float(2)*float(a[RowNo[i]][ClmNo[i]]))
if a[RowNo[i]][ClmNo[i]]<0:
e1=-1
e2=-1
if math.isnan(e1):
e1=-1
if math.isnan(e2):
e2=-1
if e1<0 and e2<0:
E.append(float(0))
if e1>=0 and e1>e2:
E.append(float(e1))
if e2>=0 and e2>e1:
E.append(float(e2))
if e1>=0 and e2==e1:
E.append(float(e1))
return E
def Time(ToA, FToA, pocet_udalosti, RowNo, ClmNo):
T=[] #time in ns
for i in range (0,pocet_udalosti):
Time=float(0.0)
Time=(float(ToA[i])-((float(FToA[i])/float(16))))*float(25)
T.append(float(Time))
return T
def remove_interactions_with_zero_energy(index, matrix_index, ToA, ToT, FToA, overflow, RowNo, ClmNo, E, T):
i=0
treshold=5.015347
while i < len(T):
if E[i]<treshold: #E[i] < energy treshold
index.pop(i)
matrix_index.pop(i)
ToA.pop(i)
ToT.pop(i)
FToA.pop(i)
overflow.pop(i)
RowNo.pop(i)
ClmNo.pop(i)
E.pop(i)
T.pop(i)
continue
i=i+1
return index, matrix_index, ToA, ToT, FToA, overflow, RowNo, ClmNo, E, T
def clustering_new(index, matrix_index, ToA, ToT, FToA, overflow, RowNo, ClmNo, E, T):
dT=float(50)
indexCl, TCl,ECl, matrix_indexCl, ToACl,ToTCl,FToACl,RowNoCl,ClmNoCl,overflowCl=[],[],[],[],[],[],[],[],[],[]
StartLastElem=len(T)-1
indexCl.append(int(index[StartLastElem]))
TCl.append(float(T[StartLastElem]))
ECl.append(float(E[StartLastElem]))
matrix_indexCl.append(int(matrix_index[StartLastElem]))
RowNoCl.append(int(RowNo[StartLastElem]))
ClmNoCl.append(int(ClmNo[StartLastElem]))
ToACl.append(float(ToA[StartLastElem]))
ToTCl.append(float(ToT[StartLastElem]))
FToACl.append(float(FToA[StartLastElem]))
overflowCl.append(float(overflow[StartLastElem]))
del index[StartLastElem]
del T[StartLastElem]
del E[StartLastElem]
del matrix_index[StartLastElem]
del RowNo[StartLastElem]
del ClmNo[StartLastElem]
del ToA[StartLastElem]
del ToT[StartLastElem]
del FToA[StartLastElem]
del overflow[StartLastElem]
j=1
pom=float(TCl[0]+dT)
while(j >0):
if(len(T) == 0):
break
k=0
j=0
while (k<=(len(TCl)-1)):
i=len(T)-1
if(len(T) == 0):
break
pocet_sousedu=0 #pocet sousednich pixelu - mohou byt maximalne 4
delka=0
# verze X
count=0 #pomocna promanna, kterou urcuji, ze se ma nasledujici cyklus while projit jeste jednou, pokud je i = -1
while(float(T[i])<=(pom)):
delka=delka+1
if(((((int(RowNoCl[k]))==(int(RowNo[i])+1))or((int(RowNoCl[k]))==(int(RowNo[i])-1))) and ((int(ClmNoCl[k]))==(int(ClmNo[i])))) or (((int(RowNoCl[k]))==(int(RowNo[i]))) and (((int(ClmNoCl[k]))==(int(ClmNo[i])+1))or((int(ClmNoCl[k]))==(int(ClmNo[i])-1))))):
#beru jen pixely, které mají společnou jednu stranu.
#pixely, kter0 spolu sousedí přes roh neuvažuji
indexCl.append(int(index[i]))
TCl.append(float(T[i]))
ECl.append(float(E[i]))
matrix_indexCl.append(int(matrix_index[i]))
RowNoCl.append(int(RowNo[i]))
ClmNoCl.append(int(ClmNo[i]))
ToACl.append(float(ToA[i]))
ToTCl.append(float(ToT[i]))
FToACl.append(float(FToA[i]))
overflowCl.append(float(overflow[i]))
# Removes i-th Row
del index[i]
del T[i]
del E[i]
del matrix_index[i]
del RowNo[i]
del ClmNo[i]
del ToA[i]
del ToT[i]
del FToA[i]
del overflow[i]
j=j+1
i=len(T)-1
pocet_sousedu=pocet_sousedu+1
if(len(T) == 0):
break
if(pocet_sousedu==4):
break
continue
i=i-1
if(i==-1): # verze X
count=count+1
if(i<0 and len(T)>0): # verze X
i=0
if(count>1):
break
if(i>=len(T)):
break
k=k+1
if(len(TCl)>2):
indexCl, TCl, ECl, matrix_indexCl, RowNoCl, ClmNoCl, ToACl, ToTCl, FToACl, overflowCl = insertionSort(indexCl, TCl, ECl, matrix_indexCl, RowNoCl, ClmNoCl, ToACl, ToTCl, FToACl, overflowCl)
return T, indexCl,TCl, ECl, matrix_indexCl, RowNoCl, ClmNoCl, ToACl, ToTCl, FToACl, overflowCl
def insertionSort(indexCl, TCl, ECl, matrix_indexCl, RowNoCl, ClmNoCl, ToACl, ToTCl, FToACl, overflowCl):
# Function to do insertion sort
# Traverse through 1 to len(arr)
for i in range(1, len(TCl)):
key = TCl[i]
# Move elements of arr[0..i-1], that are
# greater than key, to one position ahead
# of their current position
#ostatni
key1 = indexCl[i]
key2 = ECl[i]
key3 = matrix_indexCl[i]
key4 = RowNoCl[i]
key5 = ClmNoCl[i]
key6 = ToACl[i]
key7 = ToTCl[i]
key8 = FToACl[i]
key9 = overflowCl[i]
j = i-1
while j >= 0 and key < TCl[j] :
TCl[j + 1] = TCl[j]
#ostatni
indexCl[j + 1] = indexCl[j]
ECl[j + 1] = ECl[j]
matrix_indexCl[j + 1] = matrix_indexCl[j]
RowNoCl[j + 1] = RowNoCl[j]
ClmNoCl[j + 1] = ClmNoCl[j]
ToACl[j + 1] = ToACl[j]
ToTCl[j + 1] = ToTCl[j]
FToACl[j + 1] = FToACl[j]
overflowCl[j + 1] = overflowCl[j]
j -= 1
TCl[j + 1] = key
#ostatni
indexCl[j + 1] = key1
ECl[j + 1] = key2
matrix_indexCl[j + 1] = key3
RowNoCl[j + 1] =key4
ClmNoCl[j + 1] = key5
ToACl[j + 1] = key6
ToTCl[j + 1] = key7
FToACl[j + 1] = key8
overflowCl [j + 1] = key9
return indexCl, TCl, ECl, matrix_indexCl, RowNoCl, ClmNoCl, ToACl, ToTCl, FToACl, overflowCl
def file_t3pa_cls_new(file_t3pa_cls,T):
with open(file_t3pa_cls, "w", encoding="utf-8") as t3pa_cls:
t3pa_cls.write('%\n')
t3pa_cls.write('% Index Matrix Index [ RowNo, ClmNo ] ToA FToA ( ToA_in_ns ) ToT ( ToT_in_keV ) Overflow\n')
t3pa_cls.write('\n')
i=1
T_first=[]
E_tot=[]
while(len(T) > 0):
T, indexCl,TCl, ECl, matrix_indexCl, RowNoCl, ClmNoCl, ToACl, ToTCl, FToACl, overflowCl = clustering_new(index, matrix_index, ToA, ToT, FToA, overflow, RowNo, ClmNo, E, T)
Tfirst=float(TCl[0])
Tlast=float(TCl[len(TCl)-1])
dT=Tlast-Tfirst
Etot=float(0)
for k in range(0,len(TCl)):
Etot=Etot+float(ECl[k])
T_first.append(float(Tfirst))
dT=Tlast-Tfirst
E_tot.append(float(Etot))
t3pa_cls.write('# '+str(i)+', Nunmasked = '+str(len(TCl))+', Nmasked = 0, Ntot = '+str(len(TCl))+'\n')
t3pa_cls.write('# Tfirst = '+str(Tfirst)+' ns, Tlast = '+str(Tlast)+' ns, dT = '+str(dT)+' ns, Etot = '+str(Etot)+' keV\n')
for j in range(0,len(TCl)):
t3pa_cls.write(str(indexCl[j])+' '+str(matrix_indexCl[j])+' [ '+str(RowNoCl[j])+', '+str(ClmNoCl[j])+' ] '+str(ToACl[j])+' '+str(FToACl[j])+' ( '+str(TCl[j])+' ns ) '+str(ToTCl[j])+' ( '+str(ECl[j])+' keV ) '+str(overflowCl[j])+'\n')
t3pa_cls.write('\n')
i=i+1
t3pa_cls.close
return T_first, E_tot
def energy_spectrum_in_time(Tfirst, Etot): #dela histogram - energie zaznamenana v case
pom = 0
dt=100 #(ns) time width of 1 bin
T_first=0 #cas, kdy prisel trigger a yacalo mereni
T_last=(max(Tfirst)) #posledni z Tfirst
Delta_T = T_last - T_first
poc = int(int(Delta_T) / float(dt)) + 1 #pocet casovych oken
T_int_first=[] #cas
E=[] #energie
for i in range(0,poc):
T_int_first.append((i*dt) + dt/2)
E.append(0)
#XII
for j in range(0,len(Tfirst)):
time_index=0
time_index=int(((Tfirst[j]-T_first)/dt))
if float(Tfirst[j]-T_first) >= (T_int_first[time_index] - dt / 2) and float(Tfirst[j]-T_first) < (T_int_first[time_index] + dt / 2):
E[time_index]=float(E[time_index])+float(Etot[j])
pom=pom+1
for l in range(0,len(T_int_first)):
T_int_first[l]=T_int_first[l]+T_first
caption, T_int_first = energy_in_time_hist(T_int_first, E, figure_E_in_time_hist, t_plasma_start, t_plasma_end, is_plasma, dt)
return dt, caption, T_int_first, E
def energy_in_time_hist(T_int_first, E,figure_E_in_time_hist, t_plasma_start, t_plasma_end, is_plasma, dt):
plt.rcParams.update({'font.size': 20})
fig, ax = plt.subplots(figsize =(10, 7))
for k in range(0,len(T_int_first)):
T_int_first[k] = T_int_first[k] / 1000000
plt.plot(T_int_first, E)
plt.title(detector+', #'+str(shot_no))
plt.xlabel('Time [ms]')
plt.ylabel('Energy [keV]')
if is_plasma == 1:
for t in (t_plasma_start, t_plasma_end):
plt.axvline(t, color='k', linestyle='--')
plt.xlim([0, (t_plasma_start + t_plasma_end)])
else:
plt.xlim(0,)
plt.ylim(0,) #10 000 keV
plt.savefig(figure_E_in_time_hist, dpi = 1000)
caption = '# x = time in ms, count = energy in keV, dT= '+str(dt)+' ns'
return caption, T_int_first
def hits_in_time_hist_new(T, dt, t_plasma_start, t_plasma_end, is_plasma,figure_count_in_time_hist):
pom = 0
T_first=0 #cas, kdy prisel trigger a yacalo mereni
T_last=(max(T)) #posledni z Tfirst
Delta_T = T_last - T_first
poc = int(int(Delta_T) / float(dt)) + 1 #pocet casovych oken
T_hit=[] #cas
count=[] #energie
for i in range(0,poc):
T_hit.append((i*dt) + dt/2)
count.append(0)
for j in range(0,len(T)):
time_index=0
time_index=int(((T[j]-T_first)/dt))
k=time_index
for j in range(0,len(T)):
time_index=0
time_index=int(((T[j]-T_first)/dt))
if float(T[j]-T_first) >= (T_hit[time_index] - dt / 2) and float(T[j]-T_first) < (T_hit[time_index] + dt / 2):
count[time_index] = count[time_index] + 1
pom=pom+1
for l in range(0,len(T_hit)):
T_hit[l]=T_hit[l]+T_first
plt.rcParams.update({'font.size': 20})
fig, ax = plt.subplots(figsize =(10, 7))
for k in range(0,len(T_hit)):
T_hit[k] = T_hit[k] / 1000000
plt.plot(T_hit, count)
plt.title(detector+', #'+str(shot_no))
plt.xlabel('Time [ms]')
plt.ylabel('Count')
if is_plasma == 1:
for t in (t_plasma_start, t_plasma_end):
plt.axvline(t, color='k', linestyle='--')
plt.xlim([0, (t_plasma_start + t_plasma_end)])
else:
plt.xlim(0,)
plt.ylim(0,) #10 000 keV
plt.savefig(figure_count_in_time_hist, dpi = 1000)
caption = '# x = time in ms, dT= '+str(dt)+' ns'
return caption, T_hit,count
def energy_spectrum(Etot):
E_min=0
dE=5 #keV
E_max=max(Etot)
pocet=(E_max//dE) + 3
pocet=int(pocet)
E_max=float(dE*pocet)
xle=[]
xre=[]
xmean=[]
for p in range (0,pocet):
xle.append(E_min + (p * (E_max - E_min)) / pocet)
xre.append(xle[p]+dE)
xmean.append((xle[p] + xre[p]) / 2)
count=[]
for l in range(0,pocet):
count.append(0)
#XII
for i in range(0,len(Etot)):
E_index=int(((Etot[i]-E_min)/dE))
if ((xle[E_index] <= Etot[i]) and (Etot[i] < xre[E_index])):
count[E_index]=count[E_index]+1
plt.rcParams.update({'font.size': 20})
fig, ax = plt.subplots(figsize =(10, 7))
ax.hist(Etot, bins = xle)
plt.title(detector+', #'+str(shot_no))
plt.xlabel('Energy [keV]')
plt.ylabel('Count')
plt.xlim(0,)
ax.set_yscale('log') #log scale y
caption = '# x = energy in keV, dE= '+str(dE)+' keV'
plt.savefig(figure_E_hist, dpi = 1000)
return caption, xmean,count, xle, Etot
def hist_file(file_hist, xmean, count, caption ):
with open(file_hist, "w", encoding="utf-8") as hist:
hist.write('#\n')
hist.write('#'+str(caption)+'\n')
hist.write('# x_mean count\n')
hist.write('\n')
for m in range(0,len(xmean)):
hist.write(str(xmean[m])+' '+str(count[m])+'\n')
hist.close
return T_first, E_tot
def multiplot(icon_fig, x1,y1,x2,y2):
plt.rcParams.update({'font.size': 20})
fig, ax = plt.subplots(nrows=2,figsize =(10, 7))
ax[0].plot(x1, y1)
ax[0].set_xlabel('Time [ms]')
ax[0].set_ylabel('Energy [keV]')
if is_plasma == 1:
for t in (t_plasma_start, t_plasma_end):
ax[0].axvline(t, color='k', linestyle='--')
ax[0].set_xlim([0, (t_plasma_start + t_plasma_end)])
else:
ax[0].set_xlim(0,)
ax[0].set_ylim(0,) #keV
ax[1].hist(y2, bins = x2)
ax[1].set_xlabel('Energy [keV]')
ax[1].set_ylabel('Count')
ax[1].set_xlim(0,)
#ax[1].set_ylim(0,)
ax[1].set_yscale('log') #log scale y
fig.subplots_adjust(hspace=0.3)
plt.savefig(icon_fig, dpi = 1000)
return
#soubory, ktere ctu
#read files
t3pa=get_file(shot, identifier)
name_calib='caliba'
caliba=get_file_calib(name_calib)
name_calib='calibb'
calibb=get_file_calib(name_calib)
name_calib='calibc'
calibc=get_file_calib(name_calib)
name_calib='calibt'
calibt=get_file_calib(name_calib)
#vytvorene soubory:
#created files
t3pa_cls='H03-W0051_shot_'+str(shot)+'_450V.t3pa_cls'
E_hist='H03-W0051_shot_'+str(shot)+'_450V_E_hist.txt'
E_in_time_hist='H03-W0051_shot_'+str(shot)+'_450V_discharge_energy.txt'
count_in_time_hist= 'H03-W0051_shot_'+str(shot)+'_450V_discharge_hits.txt'
#created figures
icon_fig='icon-fig'
figure_E_in_time_hist='discharge_energy'
figure_count_in_time_hist='discharge_hits'
figure_E_hist='Energy_spectrum'
hit_map_fig='hit-map'
#nactu jednotlive kalibracni matice - abych to nemusel delat v kazde funkci
a=load_calib(caliba)
b=load_calib(calibb)
c=load_calib(calibc)
t=load_calib(calibt)
#nactu a urcim jednotlive hodnoty - abych to nemusel delat v kazde funkci
index, matrix_index, ToA, ToT, FToA, overflow, pocet_udalosti = load_t3pa_file(t3pa)
index, matrix_index, ToA, ToT, FToA, overflow, pocet_udalosti, RowNo, ClmNo = t3pa_data(pocet_udalosti,index, matrix_index, ToA, ToT, FToA, overflow)
raw data
#hit map
hit_map(detector,hit_map_fig,RowNo,ClmNo)
Energy and time calculation from raw data.
E=energy(a, b, c, t, ToT, pocet_udalosti, RowNo, ClmNo)
T=Time(ToA, FToA, pocet_udalosti, RowNo, ClmNo)
index, matrix_index, ToA, ToT, FToA, overflow, RowNo, ClmNo, E, T = remove_interactions_with_zero_energy(index, matrix_index, ToA, ToT, FToA, overflow, RowNo, ClmNo, E, T)
#sort by time
T, index, matrix_index, ToA, ToT, FToA, overflow, RowNo, ClmNo, E = (list(t) for t in zip(*sorted(zip(T, index, matrix_index, ToA, ToT, FToA, overflow, RowNo, ClmNo, E), reverse=True))) #serazeni od nejvetsiho po nejmensi
T_pom=T.copy()
#save to file
T_first, E_tot = file_t3pa_cls_new(t3pa_cls,T)
dt, caption, T_int_first, E = energy_spectrum_in_time(T_first, E_tot)
hist_file(E_in_time_hist, T_int_first, E, caption);
([6936573.4375, 7301031.25, 7306454.6875, 7485021.875, 7511914.0625, 7513315.625, 7559159.375, 7593898.4375, 7611689.0625, 7613201.5625, 7613217.1875, 7622937.5, 7625518.75, 7631493.75, 7692221.875, 7692273.4375, 7706396.875, 7714768.75, 7750598.4375, 7751773.4375, 7752821.875, 7753656.25, 7785421.875, 7800654.6875, 7800878.125, 7802468.75, 7843229.6875, 7843328.125, 7867259.375, 7872073.4375, 7943529.6875, 7949439.0625, 7975757.8125, 7997031.25, 7998345.3125, 8020728.125, 8086543.75, 8089007.8125, 8095206.25, 8096807.8125, 8099260.9375, 8295643.75, 8572773.4375, 8738028.125, 9062670.3125, 9071232.8125, 9086584.375, 9086635.9375, 9091764.0625, 9111420.3125, 9111454.6875, 9111512.5, 9112751.5625, 9113773.4375, 9115200.0, 9120903.125, 9121465.625, 9122732.8125, 9143859.375, 9223923.4375, 9265290.625, 9265378.125, 9265454.6875, 9265698.4375, 9345757.8125, 9348957.8125, 9349415.625, 9349912.5, 9354265.625, 9354267.1875, 9354376.5625, 9392839.0625, 9415118.75, 9415146.875, 9419762.5, 9419768.75, 9419801.5625, 9419829.6875, 9419868.75, 9419939.0625, 9420021.875, 9420028.125, 9420162.5, 9420176.5625, 9420562.5, 9421398.4375, 9421626.5625, 9421717.1875, 9421729.6875, 9421745.3125, 9506867.1875, 9620310.9375, 9705450.0, 9708503.125, 9711507.8125, 9712459.375, 9714195.3125, 9718820.3125, 9720993.75, 9723568.75, 9741728.125, 9756120.3125, 9775007.8125, 9842748.4375, 9842754.6875, 9853698.4375, 9856279.6875, 9859276.5625, 9859346.875, 9863098.4375, 9863818.75, 9881609.375, 9898387.5, 9898775.0, 9899617.1875, 9907023.4375, 9907559.375, 9911868.75, 9930292.1875, 9948760.9375, 9954637.5, 9968859.375, 9969404.6875, 9972139.0625, 9979595.3125, 9996154.6875, 9999621.875, 9999670.3125, 10046401.5625, 10050009.375, 10051859.375, 10057796.875, 10070987.5, 10075531.25, 10075556.25, 10076167.1875, 10076353.125, 10078203.125, 10078650.0, 10080320.3125, 10081821.875, 10081971.875, 10100532.8125, 10131029.6875, 10131400.0, 10131473.4375, 10131856.25, 10132384.375, 10133182.8125, 10158225.0, 10161201.5625, 10193503.125, 10237831.25, 10249287.5, 10348850.0, 10447993.75, 10484929.6875, 10953356.25, 10972826.5625, 10995515.625, 10996835.9375, 11082409.375], [23.16643787221256, 25.494563681642713, 25.675952093853773, 5.412762681834191, 10.201489027390846, 139.80697666664025, 35.02153998246219, 38.2948667109713, 15.886076196137694, 15.75592783466726, 69.7639788516973, 77.17410783229637, 11.296562583010315, 119.6443180359427, 19.689235690196284, 20.546716117060107, 15.873955311005925, 12.574349754907841, 49.44062397023018, 40.045292824735306, 55.44850942678121, 82.40023239726256, 42.18452284233935, 59.16388248109185, 21.14585399590129, 142.03366621455555, 6.640710073782167, 24.345656848958413, 19.817390825325013, 29.337072468627976, 8.758400869288712, 90.19498110069414, 30.238662635994405, 9.690726230439312, 5.341947160346485, 23.606499446423125, 99.51675999195493, 63.02887757724944, 71.22160222619786, 51.135678217544864, 34.8774760977572, 53.03947854455825, 134.50613503061936, 31.846516128905307, 11.252475207181249, 20.333382760117544, 68.57337914219517, 5.358141565849752, 5.157026853713576, 13.273531081497282, 10.139629876356704, 5.5881394003421, 36.8220642219822, 5.537887827952641, 182.24201291514214, 15.276584484444362, 9.470840674142876, 122.94862672995112, 26.983120417729765, 10.049991952010048, 13.624776029249489, 156.9604967825641, 5.212281259186312, 56.26409880257427, 37.92978233538834, 14.516942829282984, 20.252794205172968, 5.494019947284862, 9.179653660912328, 9.405566833347947, 57.28681643697447, 93.65389034429825, 13.23598900028691, 6.776745679646822, 28.04804195095826, 14.041770212824428, 30.172653637097604, 25.331279510917188, 10.238714359431448, 27.101638750264406, 22.914723697736118, 116.13422991152468, 19.884234055883766, 19.05602175558976, 46.906471335311664, 14.667946302687453, 51.25541086927657, 81.34402468988729, 18.664383302345307, 24.28391737601191, 63.643919270010336, 9.744366860128117, 100.40161889142495, 33.29049896640662, 33.854642479912236, 88.3733962823893, 39.950869821691036, 17.620205454961805, 23.35837081331732, 11.146802785530888, 27.054763608794573, 12.720234524812378, 76.32564809385767, 11.040864305804828, 93.32380192311537, 8.999585854516205, 50.62268833703816, 30.140971069483786, 5.382585384105076, 14.291723027266345, 31.47794621277941, 72.12126058554463, 64.85530864315666, 137.75439996564185, 117.30283657050231, 28.741386990293925, 45.28466764880186, 29.94990992006876, 51.14359213359765, 72.86576081820587, 7.077401193029171, 21.499469605504935, 13.29102272193361, 59.78186234108681, 10.845203880679911, 19.151232613222785, 44.56672363573149, 6.856020504651313, 26.900479371826655, 27.72718558793359, 24.326507677246727, 38.51535489328919, 19.400023943816258, 17.43535374155391, 15.651777182431045, 18.3360859007369, 14.508875588948815, 151.51782971177713, 40.888150615018894, 6.191748922721536, 26.29545028754204, 20.01306513520868, 100.13144098880134, 6.389119740888967, 92.31647200696406, 5.438860331315334, 63.374293088484166, 51.85829301044096, 15.655350169882997, 28.51259863116895, 72.668935279193, 54.333355447858764, 89.81480992395133, 15.607239775500473, 64.00699049233673, 28.70847076284226, 41.600282097202594, 7.58583839421523, 52.053450433667486, 97.40082188064103, 5.264993745131439, 64.87136031047831])
caption, xmean,count, xle, Etot = energy_spectrum(E_tot)
hist_file(E_hist, xmean, count, caption);
([6936573.4375, 7301031.25, 7306454.6875, 7485021.875, 7511914.0625, 7513315.625, 7559159.375, 7593898.4375, 7611689.0625, 7613201.5625, 7613217.1875, 7622937.5, 7625518.75, 7631493.75, 7692221.875, 7692273.4375, 7706396.875, 7714768.75, 7750598.4375, 7751773.4375, 7752821.875, 7753656.25, 7785421.875, 7800654.6875, 7800878.125, 7802468.75, 7843229.6875, 7843328.125, 7867259.375, 7872073.4375, 7943529.6875, 7949439.0625, 7975757.8125, 7997031.25, 7998345.3125, 8020728.125, 8086543.75, 8089007.8125, 8095206.25, 8096807.8125, 8099260.9375, 8295643.75, 8572773.4375, 8738028.125, 9062670.3125, 9071232.8125, 9086584.375, 9086635.9375, 9091764.0625, 9111420.3125, 9111454.6875, 9111512.5, 9112751.5625, 9113773.4375, 9115200.0, 9120903.125, 9121465.625, 9122732.8125, 9143859.375, 9223923.4375, 9265290.625, 9265378.125, 9265454.6875, 9265698.4375, 9345757.8125, 9348957.8125, 9349415.625, 9349912.5, 9354265.625, 9354267.1875, 9354376.5625, 9392839.0625, 9415118.75, 9415146.875, 9419762.5, 9419768.75, 9419801.5625, 9419829.6875, 9419868.75, 9419939.0625, 9420021.875, 9420028.125, 9420162.5, 9420176.5625, 9420562.5, 9421398.4375, 9421626.5625, 9421717.1875, 9421729.6875, 9421745.3125, 9506867.1875, 9620310.9375, 9705450.0, 9708503.125, 9711507.8125, 9712459.375, 9714195.3125, 9718820.3125, 9720993.75, 9723568.75, 9741728.125, 9756120.3125, 9775007.8125, 9842748.4375, 9842754.6875, 9853698.4375, 9856279.6875, 9859276.5625, 9859346.875, 9863098.4375, 9863818.75, 9881609.375, 9898387.5, 9898775.0, 9899617.1875, 9907023.4375, 9907559.375, 9911868.75, 9930292.1875, 9948760.9375, 9954637.5, 9968859.375, 9969404.6875, 9972139.0625, 9979595.3125, 9996154.6875, 9999621.875, 9999670.3125, 10046401.5625, 10050009.375, 10051859.375, 10057796.875, 10070987.5, 10075531.25, 10075556.25, 10076167.1875, 10076353.125, 10078203.125, 10078650.0, 10080320.3125, 10081821.875, 10081971.875, 10100532.8125, 10131029.6875, 10131400.0, 10131473.4375, 10131856.25, 10132384.375, 10133182.8125, 10158225.0, 10161201.5625, 10193503.125, 10237831.25, 10249287.5, 10348850.0, 10447993.75, 10484929.6875, 10953356.25, 10972826.5625, 10995515.625, 10996835.9375, 11082409.375], [23.16643787221256, 25.494563681642713, 25.675952093853773, 5.412762681834191, 10.201489027390846, 139.80697666664025, 35.02153998246219, 38.2948667109713, 15.886076196137694, 15.75592783466726, 69.7639788516973, 77.17410783229637, 11.296562583010315, 119.6443180359427, 19.689235690196284, 20.546716117060107, 15.873955311005925, 12.574349754907841, 49.44062397023018, 40.045292824735306, 55.44850942678121, 82.40023239726256, 42.18452284233935, 59.16388248109185, 21.14585399590129, 142.03366621455555, 6.640710073782167, 24.345656848958413, 19.817390825325013, 29.337072468627976, 8.758400869288712, 90.19498110069414, 30.238662635994405, 9.690726230439312, 5.341947160346485, 23.606499446423125, 99.51675999195493, 63.02887757724944, 71.22160222619786, 51.135678217544864, 34.8774760977572, 53.03947854455825, 134.50613503061936, 31.846516128905307, 11.252475207181249, 20.333382760117544, 68.57337914219517, 5.358141565849752, 5.157026853713576, 13.273531081497282, 10.139629876356704, 5.5881394003421, 36.8220642219822, 5.537887827952641, 182.24201291514214, 15.276584484444362, 9.470840674142876, 122.94862672995112, 26.983120417729765, 10.049991952010048, 13.624776029249489, 156.9604967825641, 5.212281259186312, 56.26409880257427, 37.92978233538834, 14.516942829282984, 20.252794205172968, 5.494019947284862, 9.179653660912328, 9.405566833347947, 57.28681643697447, 93.65389034429825, 13.23598900028691, 6.776745679646822, 28.04804195095826, 14.041770212824428, 30.172653637097604, 25.331279510917188, 10.238714359431448, 27.101638750264406, 22.914723697736118, 116.13422991152468, 19.884234055883766, 19.05602175558976, 46.906471335311664, 14.667946302687453, 51.25541086927657, 81.34402468988729, 18.664383302345307, 24.28391737601191, 63.643919270010336, 9.744366860128117, 100.40161889142495, 33.29049896640662, 33.854642479912236, 88.3733962823893, 39.950869821691036, 17.620205454961805, 23.35837081331732, 11.146802785530888, 27.054763608794573, 12.720234524812378, 76.32564809385767, 11.040864305804828, 93.32380192311537, 8.999585854516205, 50.62268833703816, 30.140971069483786, 5.382585384105076, 14.291723027266345, 31.47794621277941, 72.12126058554463, 64.85530864315666, 137.75439996564185, 117.30283657050231, 28.741386990293925, 45.28466764880186, 29.94990992006876, 51.14359213359765, 72.86576081820587, 7.077401193029171, 21.499469605504935, 13.29102272193361, 59.78186234108681, 10.845203880679911, 19.151232613222785, 44.56672363573149, 6.856020504651313, 26.900479371826655, 27.72718558793359, 24.326507677246727, 38.51535489328919, 19.400023943816258, 17.43535374155391, 15.651777182431045, 18.3360859007369, 14.508875588948815, 151.51782971177713, 40.888150615018894, 6.191748922721536, 26.29545028754204, 20.01306513520868, 100.13144098880134, 6.389119740888967, 92.31647200696406, 5.438860331315334, 63.374293088484166, 51.85829301044096, 15.655350169882997, 28.51259863116895, 72.668935279193, 54.333355447858764, 89.81480992395133, 15.607239775500473, 64.00699049233673, 28.70847076284226, 41.600282097202594, 7.58583839421523, 52.053450433667486, 97.40082188064103, 5.264993745131439, 64.87136031047831])
caption, T_hit,count = hits_in_time_hist_new(T_pom, dt, t_plasma_start, t_plasma_end, is_plasma, figure_count_in_time_hist)
hist_file(count_in_time_hist, T_hit, count, caption);
([6936573.4375, 7301031.25, 7306454.6875, 7485021.875, 7511914.0625, 7513315.625, 7559159.375, 7593898.4375, 7611689.0625, 7613201.5625, 7613217.1875, 7622937.5, 7625518.75, 7631493.75, 7692221.875, 7692273.4375, 7706396.875, 7714768.75, 7750598.4375, 7751773.4375, 7752821.875, 7753656.25, 7785421.875, 7800654.6875, 7800878.125, 7802468.75, 7843229.6875, 7843328.125, 7867259.375, 7872073.4375, 7943529.6875, 7949439.0625, 7975757.8125, 7997031.25, 7998345.3125, 8020728.125, 8086543.75, 8089007.8125, 8095206.25, 8096807.8125, 8099260.9375, 8295643.75, 8572773.4375, 8738028.125, 9062670.3125, 9071232.8125, 9086584.375, 9086635.9375, 9091764.0625, 9111420.3125, 9111454.6875, 9111512.5, 9112751.5625, 9113773.4375, 9115200.0, 9120903.125, 9121465.625, 9122732.8125, 9143859.375, 9223923.4375, 9265290.625, 9265378.125, 9265454.6875, 9265698.4375, 9345757.8125, 9348957.8125, 9349415.625, 9349912.5, 9354265.625, 9354267.1875, 9354376.5625, 9392839.0625, 9415118.75, 9415146.875, 9419762.5, 9419768.75, 9419801.5625, 9419829.6875, 9419868.75, 9419939.0625, 9420021.875, 9420028.125, 9420162.5, 9420176.5625, 9420562.5, 9421398.4375, 9421626.5625, 9421717.1875, 9421729.6875, 9421745.3125, 9506867.1875, 9620310.9375, 9705450.0, 9708503.125, 9711507.8125, 9712459.375, 9714195.3125, 9718820.3125, 9720993.75, 9723568.75, 9741728.125, 9756120.3125, 9775007.8125, 9842748.4375, 9842754.6875, 9853698.4375, 9856279.6875, 9859276.5625, 9859346.875, 9863098.4375, 9863818.75, 9881609.375, 9898387.5, 9898775.0, 9899617.1875, 9907023.4375, 9907559.375, 9911868.75, 9930292.1875, 9948760.9375, 9954637.5, 9968859.375, 9969404.6875, 9972139.0625, 9979595.3125, 9996154.6875, 9999621.875, 9999670.3125, 10046401.5625, 10050009.375, 10051859.375, 10057796.875, 10070987.5, 10075531.25, 10075556.25, 10076167.1875, 10076353.125, 10078203.125, 10078650.0, 10080320.3125, 10081821.875, 10081971.875, 10100532.8125, 10131029.6875, 10131400.0, 10131473.4375, 10131856.25, 10132384.375, 10133182.8125, 10158225.0, 10161201.5625, 10193503.125, 10237831.25, 10249287.5, 10348850.0, 10447993.75, 10484929.6875, 10953356.25, 10972826.5625, 10995515.625, 10996835.9375, 11082409.375], [23.16643787221256, 25.494563681642713, 25.675952093853773, 5.412762681834191, 10.201489027390846, 139.80697666664025, 35.02153998246219, 38.2948667109713, 15.886076196137694, 15.75592783466726, 69.7639788516973, 77.17410783229637, 11.296562583010315, 119.6443180359427, 19.689235690196284, 20.546716117060107, 15.873955311005925, 12.574349754907841, 49.44062397023018, 40.045292824735306, 55.44850942678121, 82.40023239726256, 42.18452284233935, 59.16388248109185, 21.14585399590129, 142.03366621455555, 6.640710073782167, 24.345656848958413, 19.817390825325013, 29.337072468627976, 8.758400869288712, 90.19498110069414, 30.238662635994405, 9.690726230439312, 5.341947160346485, 23.606499446423125, 99.51675999195493, 63.02887757724944, 71.22160222619786, 51.135678217544864, 34.8774760977572, 53.03947854455825, 134.50613503061936, 31.846516128905307, 11.252475207181249, 20.333382760117544, 68.57337914219517, 5.358141565849752, 5.157026853713576, 13.273531081497282, 10.139629876356704, 5.5881394003421, 36.8220642219822, 5.537887827952641, 182.24201291514214, 15.276584484444362, 9.470840674142876, 122.94862672995112, 26.983120417729765, 10.049991952010048, 13.624776029249489, 156.9604967825641, 5.212281259186312, 56.26409880257427, 37.92978233538834, 14.516942829282984, 20.252794205172968, 5.494019947284862, 9.179653660912328, 9.405566833347947, 57.28681643697447, 93.65389034429825, 13.23598900028691, 6.776745679646822, 28.04804195095826, 14.041770212824428, 30.172653637097604, 25.331279510917188, 10.238714359431448, 27.101638750264406, 22.914723697736118, 116.13422991152468, 19.884234055883766, 19.05602175558976, 46.906471335311664, 14.667946302687453, 51.25541086927657, 81.34402468988729, 18.664383302345307, 24.28391737601191, 63.643919270010336, 9.744366860128117, 100.40161889142495, 33.29049896640662, 33.854642479912236, 88.3733962823893, 39.950869821691036, 17.620205454961805, 23.35837081331732, 11.146802785530888, 27.054763608794573, 12.720234524812378, 76.32564809385767, 11.040864305804828, 93.32380192311537, 8.999585854516205, 50.62268833703816, 30.140971069483786, 5.382585384105076, 14.291723027266345, 31.47794621277941, 72.12126058554463, 64.85530864315666, 137.75439996564185, 117.30283657050231, 28.741386990293925, 45.28466764880186, 29.94990992006876, 51.14359213359765, 72.86576081820587, 7.077401193029171, 21.499469605504935, 13.29102272193361, 59.78186234108681, 10.845203880679911, 19.151232613222785, 44.56672363573149, 6.856020504651313, 26.900479371826655, 27.72718558793359, 24.326507677246727, 38.51535489328919, 19.400023943816258, 17.43535374155391, 15.651777182431045, 18.3360859007369, 14.508875588948815, 151.51782971177713, 40.888150615018894, 6.191748922721536, 26.29545028754204, 20.01306513520868, 100.13144098880134, 6.389119740888967, 92.31647200696406, 5.438860331315334, 63.374293088484166, 51.85829301044096, 15.655350169882997, 28.51259863116895, 72.668935279193, 54.333355447858764, 89.81480992395133, 15.607239775500473, 64.00699049233673, 28.70847076284226, 41.600282097202594, 7.58583839421523, 52.053450433667486, 97.40082188064103, 5.264993745131439, 64.87136031047831])
Detected energies during the discharge + Energy spectrum
multiplot(icon_fig, T_int_first,E,xle,Etot)