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Fitting sigmoid dose-response curves with Prism To fit a sigmoidal curve with Prism, the X values must be logarithm of concentration. If you entered concentrations, Prism can transform those values. Click Analyze, choose Transformations from the list of Data Manipulations, and choose to transform X to log(X). Also check the option box to create a new graph. Since the log(0) is undefined, you cannot enter a concentration of zero as a logarithm. If you enter a concentration of zero and then transform to logarithms, the result will be blank. Instead of entering a dose of zero, enter a low concentration -- one or two log units below your lowest concentration. Beware of entering the zero value as a value much lower than two log units below your lowest concentration. When fitting a sigmoid curve, Prism sets the initial estimated value of the IC50 to be halfway between the lowest and highest X values. If you enter a really low value for the zero concentration, the initial value will be much lower than the true IC50, and Prism may not be able to complete the curve fit (unless you override the initial value). Before fitting a dose-response curve, make these decisions:
To fit the curve: From the data table or a graph, click Analyze. Choose nonlinear regression from the list of regressions. Choose the list of classic equations and choose either "Sigmoid dose-response" or "sigmoid dose-response (variable slope)". Then click the Method and/or Constants option buttons to configure the fit according to your choices above. Prism fits the data to the equation below. If you choose the equation with a standard slope, HillSlope is fixed to 1.0. Y=Bottom + (Top-Bottom)/(1+10^((LogEC50-X)*HillSlope)) |
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