These cookies ensure basic functionalities and security features of the website, anonymously. Notice how it is not a linear relationship, but rather, a hyperbola relationship.Necessary cookies are absolutely essential for the website to function properly. Below is the standard curve from this example. In the ‘ Table of results‘ sheet, you will also find additional information about your standard curve, such as the R square value.įinally, the plotted standard curve can be found in the new graph sheet. So, for the sample A3, the concentration of this sample is 60.421 pg/mL. You will also find the 95% confidence limits for each of these samples. Specifically, these are found in the ‘ X‘ column. In the ‘ Interpolated X values‘ results sheet you will find all of the calculated concentrations for the test samples. You should now notice a few result sheets and a graph have been created for you. Then click the ‘ OK‘ button to run the analysis. I also like to untick the ‘ Plot curve with 95% confidence band‘ option. This will ensure the concentrations for our test samples are calculated. Make sure the ‘ Report each interpolated value with its 95% confidence interval‘ is ticked. If you are unsure which one to select, simply select an option from the list and click the ‘ Details…‘ button to view a graphical representation of what each one looks like.ģ. In other words, what is the relationship between the concentrations and the absorbance values, for example.įor this example, my standard curve exhibits a hyperbola relationship, so I will select the ‘ Hyperbola (X is concentration)‘ option. In the new window, you need to tell GraphPad what type of a standard curve you have. Or, go to ‘ Insert > New Analysis …‘ and select the ‘ Interpolate a standard curve‘ option under the ‘ XY analyses‘ header.Ģ. With the data sheet open, find the ‘ Analysis‘ ribbon at the top and click the ‘ Interpolate a standard curve‘ button. To do this, simply follow the steps below.ġ. Now we are ready to interpolate the standard curve using GraphPad. The standards are in rows 1 – 7 and the test samples are in the rows after this. The image below shows what the data sheet looks like for this example. There is no need to include the blank/background sample in the GraphPad sheet. Thus, simply remove the background absorbance value from all of the samples, including the controls. Note, the absorbance values I have entered into GraphPad have already been background-corrected. Under the standards, enter the test sample absorbance values, leaving their concentration values blank. The corresponding absorbance values then go in the first ‘ Y‘ column. In the ‘ X‘ column, enter the known concentrations of the standards. Example dataĪs mentioned, for this example I will use data generated from an ELISA experiment. Then click the ‘ Create‘ button to open the new sheet. Then, under the ‘ Enter/import data’ header, select the option ‘ Enter and plot a single Y value for each point‘. When prompted in GraphPad, select an ‘ XY‘ type of Table and Graph sheet. The aim of this task is to determine the concentration of the test samples by using their abosrbance values and interpolating this from the standard curve. For this example, I have performed an ELISA experiment where I have known concentrations of standards and their absorbance values, as well as some test samples. In this tutorial, I will show you how to interpolate a standard curve by using GraphPad Prism.
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