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''' | |
Script to analyze, plot and fit fluorescence anisotropy data | |
Data file can be foudn here: | |
https://www.normandcyr.com/data/data.csv | |
''' | |
import pandas as pd | |
import matplotlib.pyplot as plt | |
from scipy import optimize | |
from math import sqrt | |
# read the data (presented in mP) | |
df = pd.read_csv('data.csv', sep = ',', header = 0) | |
# convert to anisotropy values | |
df = (2 * (df / 1000)) / (3 - (df / 1000)) | |
# calculate mean and standard deviation of the data | |
df['mean'] = df.mean(axis = 1) | |
df['stdev'] = df.std(axis = 1) | |
LC3Aconc = 20000 | |
DOR = 20 | |
LC3A = [LC3Aconc] | |
# fill dataframe with LC3A concentration (serial dilution 3 folds) | |
for i in range(len(df) - 1): | |
LC3Aconc = float(LC3Aconc / 3) | |
LC3A.append(LC3Aconc) | |
# create the dataframe with mean and standard deviation | |
LC3A.reverse() | |
df['LC3A'] = LC3A | |
data_for_graph = pd.concat([df['LC3A'], df['mean'], df['stdev']], axis = 1) | |
# plot the data | |
data_for_graph.plot.scatter(x = 'LC3A', y = 'mean', yerr = 'stdev', logx = True) | |
def fit_FP(LC3Aconc, Af, Ab, Kd): | |
return(Af + (LC3Aconc + DOR + Kd) - ((LC3Aconc + DOR + Kd)**2 - (4 * LC3Aconc * DOR))**-1 * ((Ab - Af) / (2 * LC3Aconc))) | |
# fit the data | |
print(optimize.curve_fit(fit_FP, df['LC3A'], df['mean'], p0 = None)) |
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