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Calculating the EC10 or IC90 values for a dose response curve is not as simple as the EC50 or IC50 values when using the 4PL or 5PL model equations.
The equation for calculating any EC value given a 4PL curve fit is the following:
ECF = (F/(100-F))^(1/H) * EC50
0 < F < 100 (This is the EC value you are interested in. For example, F=10 for EC10.)
H = Hill Slope for the 4PL curve fit
Luckily, our latest release of MasterPlex ReaderFit 2010 makes this easy. Yes, even with the 5PL curve-fit!
Here’s how:
Copy your response values from the source and paste it into ReaderFit via CTRL+V -> Paste Response Values.
Select all of the data points that will be used to fit one entire dose response curve including all replicates. In the example given below, there are 7 groups each done in duplicate.

Click on the blue Mark Sample Curve button. (The Auto Fill dialog may pop up. Click the Close button if you see it.)
Select Independent Values(X-axis) from the data pull-down menu. This will show the corresponding data in the plate view. By default, all of the Independent Values(X-axis) will be 0.
Select the sample of interest and double-click the lower-cell to enter edit mode. Once in edit mode, type in the concentration value. Make sure all values have the same unit. We will edit that later.
Select either the Four Parameter Logistic (4PL) or Five Parameter Logistic (5PL) from the Curve Fitting section and press the Calculate button.
Right-click on the dose response curve chart and edit the x and y axes. You also have the option to add a chart title.
By default the EC50 and the log EC50 values are calculated for you. If you have an inhibition curve, press the ICxx radio button to switch to IC50 and log IC50 values.
If you have an inhibition curve and you are interested in the IC90 calculation, simply select the ICxx radio button and enter “90” into the Percentages section and press the Add button.
If you have not done so yet, I would like to invite you to try the free 14-day trial of MasterPlex ReaderFit.
We recently had a customer that was interested in MasterPlex QT because his current analysis software for his Bio-Plex instrument was reporting a lot of “OOR < ” or out of range concentration values (below the lower asymptote in this case) for points on the lower end of curve. This is what you would normally expect to see for values that fall below the minimum asymptote BUT the software did not have the capability to use weighting in calculating the lower asymptote which can greatly affect points on the lower part of the curve.
Read the rest of this entry »
Dose response assays are generally characterized by a nonlinear relationship between the response and the amount of drug/agonist/antagonist given. When plotted, this response will usually exhibit a sigmoidal curve that is best described using the 4 Parameter Logistic (4-PL) or 5 Parameter Logistic (5-PL) nonlinear regression model equation.
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The following webinar recordings have been made available for viewing at your own leisure:
Join us for our first webinar on using MasterPlex ReaderFit for microplate reader or elisa data analysis.
We will be covering the following topics in detail:
Here is a small MasterPlex Readerfit demonstration if you simply cannot wait.
We hope to see you there!
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Quick Demo of MasterPlex ReaderFit (1:43 min.)
The microplate analysis demo includes the following simple steps:
Save time, stop copying & pasting, and download the FREE MasterPlex ReaderFit trial and see for yourself how easy it can be!
The Hitachi Software MiraiBio group has just released a new build for MasterPlex ReaderFit, the quantitative analysis and curve-fitting data analysis software for microplate readers. New features and improvements include:
More details on using the File Import Wizard for MasterPlex ReaderFit
The 5-PL or 5 Parameter Logistic is a nonlinear regression model used for prediction of the probability of occurrence of an event by fitting data to a logistic curve. It differs from the 4-PL or 4 Parameter Logistic model in that it is an asymmetric function which is a better fit for immunoassay or bioassay data. As the name suggests, there are 5 parameters in the 5-PL model equation: