(Solved) : First 30 Data Points 449922 008570779239226 450133 004826567427062 450344 007641828357149 Q37227180 . . .
First 30 data points:
449.922 0.08570779239226
450.133 0.04826567427062
450.344 0.07641828357149
450.555 0.0420726683901
450.766 0.07806596403511
450.977 0.0632368398625
451.188 0.07823641373825
451.399 0.03857844947587
451.61 0.08474191074117
451.821 0.06116303514105
452.032 0.08590665037925
452.243 0.06559472742252
452.454 0.07266839010255
452.665 0.05298144939064
452.875 0.07619101730064
453.086 0.0705945853811
453.297 0.08153177466549
453.508 0.07644669185535
453.719 0.07485582795943
453.929 0.06371978068805
454.14 0.08877588704866
454.351 0.0609357688702
454.562 0.07786710604812
454.773 0.02085168034999
454.983 0.06999801142013
455.194 0.08207153205875
455.405 0.07582170961052
455.615 0.0326127098662
455.826 0.07604897588137
456.037 0.04829408255447
Fit the data of “PL_MEHPPV.txt” with two Gaussian functions. Print the centers of the Gaussian functions in your code and show the fit graphs as shown below. You may add a background constant parameter as a fit value. This is a common data analysis in science. The red curve is the sum of the two Gaussian functions (green, blue) with a constant value. 1.0 0.8 AD 豆0.4 0.2 0.0 450 475 500 525 550 55 60 625 650 Wavelength (nm) Show transcribed image text Fit the data of “PL_MEHPPV.txt” with two Gaussian functions. Print the centers of the Gaussian functions in your code and show the fit graphs as shown below. You may add a background constant parameter as a fit value. This is a common data analysis in science. The red curve is the sum of the two Gaussian functions (green, blue) with a constant value. 1.0 0.8 AD 豆0.4 0.2 0.0 450 475 500 525 550 55 60 625 650 Wavelength (nm)
Expert Answer
Answer to First 30 data points: 449.922 0.08570779239226 450.133 0.04826567427062 450.344 0.07641828357149 450.555 0.0420726683901…
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