These resources are provided to serve the analysis needs of researchers using our competitive ELISA kits. If your plate layout does not match the layout in this tool, please contact our Technical Support team at Techserv@caymanchem.com for assistance with analysis.
If you have questions on the use of our tools, or feel something is missing, please contact Technical Services.
Currently, Cayman Chemical uses two Excel workbooks to perform immunometric analysis. Both are available for your download and use.
Your downloading these files implies acceptance of the license agreement listed below and present in each workbook.
Trouble downloading? Right-click the link and select "Save Target As..."
These instructions are repeated on the first sheet of each workbook.
Elisa Triple Worksheet
Elisa Double Worksheet
| Term | Definition |
|---|---|
| Blank | Background absorbance caused by Ellman's Reagent |
| TA (Total Activity) | Total enzymatic activity of the AChE-linked tracer |
| NSB (Non-Specific Binding) | Non-immunological binding of the tracer to the well |
| B0 (Maximum Binding) | Maximum amount of tracer bound by antiserum in the absence of free analyte |
| Std0# (Standards) | Standards #1 through #8 made by serially diluting Std01 seven times. See diagram (concentrations may vary depending on the assay) Standards serial dilution |
| Blank | Background absorbance caused by Ellman's Reagent |
| Std0# (Standards) | Standards #1 through #8 made by serially diluting Std01 seven times. See diagram (concentrations may vary depending on the assay) Standards serial dilution |
| Smpl# (1:#) | Samples and their associated dilution factors [Dilutions must be entered in the format shown] |
| Ctrl# (1:#) | Positive controls and their dilutions (Cayman Chemical uses 1:5 dilutions of Std01 and Std03) |
| Assay | Pop-up menu to choose the assay you are analyzing. Selecting an assay inserts the value of Std01 and its units into cells B70 and H69, respectively |
| Stats | y-int, slope and R2 are obtained from the log-regression fit of the calibration data. These values are automatically calculated and inserted into cells C79 through C81 |
| Field | Explanation |
|---|---|
| LAYOUT | Contains sample names and associated dilution factors |
| RAW DATA | Data entered into the worksheet in the format defined by the LAYOUT section |
| SUBTRACTED | The AvgRawBlnk is subtracted from each cell |
| B/B0 | The value of each cell is computed by subtracting the AvgNSB and AvgBlank from the SUBTRACTED value, and then dividing by the AvgBo. The result of each cell is evaluated to determine if it is within the 20-80% B/B0 linear range of the calibration curve, and highlighted accordingly |
| LOGIT | The logit for each cell is computed using the forumula: ln(B/B0/((1 - B/B0)). This technique "linearizes" the values to facilitate regression analysis |
| CONC | The concentration for each cell is calculated based on the absorbance value, constants from the linear regression curve (see StdCurve section), and the dilution factor from the LAYOUT section |
| STANDARDS | The Avg and Recalc values are calculated for each concentration value. Recalc are the standard concentration values calculated from the regression constants |
| Samples | This table is compiled from the preceding sections. It includes
|
| STATS | y-int and slope are obtained from the linear regression fit of the calibration data. These values must be manuallytransferred from the StdCurve worksheet |
| CURVE | The IC20, IC50, and IC80 values are calculated. The IC20 and IC80 are the upper and lower detection limits of the standard curve, respectively. The IC50 is a quality control parameter (given as 50% B/B0 in the kit booklet) |
| % Error | The absolute percent error of the control concentrations from their predicted value |
This is the calibration curve of the concentration standards plotted versus their absorbance values. The data are fit to a linear regression line with the general equation: y = m x + b.
The worksheets were designed to be as "hands-off" as possible. The following instructions assume you have loaded your plate according to one of the plate layouts shown above, and have the data in a form that can be imported (or pasted) directly into a spreadsheet. To analyze your data:
All concentration values, and relevant statistics, are automatically calculated. The Samples table is then filled in with the data. All averages and statistics are calculated based on all replicates for each sample. It is the responsibility of the individual researcher to decide if any data can be eliminated. Caution should be exercised, however, when doing this! Cayman Chemical has examined statistical methods to test for the presence of outliers in ELISA assays. We find that individual replicates are rarely flagged as outliers, and cannot be eliminated from the experiment.
NoteThe sole purpose of the data contained in this workbook is to demonstrate the functions of the individual spreadsheets. It should not be used to determine any experimental parameters (e.g.,standard dilutions, etc.).
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THIS SOFTWARE IS PROVIDED BY CAYMAN CHEMICAL COMPANY, INC. "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL CAYMAN CHEMICAL BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
The views and conclusions contained in the software and documentation are those of the authors and should not be interpreted as representing official policies, either expressed or implied, of Cayman Chemical Company, Inc.