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Mar 20th, 2018
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  1. import Praktikum
  2. import numpy as np
  3. from pylab import *
  4. import matplotlib.pyplot as plt
  5.  
  6.  
  7. def konda(name):
  8. data = Praktikum.lese_lab_datei(name)
  9. t = data[:,1]
  10. I = data[:,2]
  11. U = data[:,3]
  12. lnI=[0]*100
  13. lnt=[0]*100
  14. olnI=[0]*100
  15. for i in range(0,100):
  16. lnI[i]=np.log(I[i]+0.00035)
  17. lnt[i]=t[i]
  18. olnI[i]=0.00005/(sqrt(6.)*I[i])
  19. return(lnI,lnt,olnI)
  20.  
  21. I1,t1,oI1=konda('lab/CA1.lab')
  22. I2,t2,oI2=konda('lab/CA2.lab')
  23. I3,t3,oI3=konda('lab/CA3.lab')
  24. I4,t4,oI4=konda('lab/CA4.lab')
  25. I5,t5,oI5=konda('lab/CA5.lab')
  26. ot=[0.00001/sqrt(12.)]*100
  27. a1=Praktikum.lineare_regression_xy(np.array(t1),np.array(I1),np.array(ot),np.array(oI1))
  28. a2=Praktikum.lineare_regression_xy(np.array(t2),np.array(I2),np.array(ot),np.array(oI2))
  29. a3=Praktikum.lineare_regression_xy(np.array(t3),np.array(I3),np.array(ot),np.array(oI3))
  30. a4=Praktikum.lineare_regression_xy(np.array(t4),np.array(I4),np.array(ot),np.array(oI4))
  31. a5=Praktikum.lineare_regression_xy(np.array(t5),np.array(I5),np.array(ot),np.array(oI5))
  32. print(a1)
  33. print(a2)
  34. print(a3)
  35. print(a4)
  36. print(a5)
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