Glucose Standard Curve Calculator
While it is possible to directly quantify the concentration of glucose in solution through UV-spectrophotometry (λMax ≈ 270 nm), this method is liable to many interferences due to the abundance of biomolecules which absorb light in this wavelength range. For example, if a glucose sample is cross-contaminated with peptides or proteins, which absorb light at 280 nm, the absorbance reading at 270 nm for glucose will be greatly skewed. Because of the wide array of biological interferences possible, a colorimetric or fluorimetric approach is highly recommended when accurate measurements of glucose sample concentration is required. These methods utilize a glucose specific enzyme (glucose-oxidase) to activate a secondary detection system, ensuring that the detected signal is a result of varying glucose concentration rather than potential biological interferences.
A colorimetric or fluorimetric assay requires the generation of a standard curve in order to determine the concentration of an unknown sample of glucose. The standard curve is created by measuring the responses of a known set of glucose standards, which are either provided by the manufacturer of the assay or can be easily generated through serial dilution of a glucose stock solution. A best fit regression model is applied to the glucose standards and their respective response values. This regression model can then be used to calculate the concentration of any unknown glucose sample.
This tool will generate four different regression models for any given experimental data set. They are, in order, 1) linear 2) linear-logarithmic 3) logarithmic-linear 4) logarithmic-logarithmic. Choose the best regression model based on which R-squared value is closest to 1. Then enter the sample response value into the table to view the sample concentration.
A colorimetric or fluorimetric assay requires the generation of a standard curve in order to determine the concentration of an unknown sample of glucose. The standard curve is created by measuring the responses of a known set of glucose standards, which are either provided by the manufacturer of the assay or can be easily generated through serial dilution of a glucose stock solution. A best fit regression model is applied to the glucose standards and their respective response values. This regression model can then be used to calculate the concentration of any unknown glucose sample.
This tool will generate four different regression models for any given experimental data set. They are, in order, 1) linear 2) linear-logarithmic 3) logarithmic-linear 4) logarithmic-logarithmic. Choose the best regression model based on which R-squared value is closest to 1. Then enter the sample response value into the table to view the sample concentration.
How to use this tool
1. Paste experimental data into the box on the right. Data can be copied directly from Excel columns. Data can also be comma-separated, tab-separated or space-separated values. If entering data manually, only enter one X-Value per line.
Replicates can be graphed simultaneously. Graph will generate error bars based on the standard error of the mean (SEM). Simply paste or enter all data columns to begin. Format should be as follows:
Users can graph up to three data sets on the same graph for comparison purposes. To add a new data set , press the "+" tab above the data entry area.Data sets can be renamed by double clicking the tab. Each dataset will generate a corresponding Regression value as well as the equation for the best fit line.
2. Verify your data is accurate in the table that appears.
3. Press the "Calculate Regression" button to display results, including calculations and graph.
Replicates can be graphed simultaneously. Graph will generate error bars based on the standard error of the mean (SEM). Simply paste or enter all data columns to begin. Format should be as follows:
Concentration | Response 1 | Response 2 | ... |
C1 | R11 | R21 | ... |
C2 | R12 | R22 | ... |
C3 | R13 | R23 | ... |
... | ... | ... | ... |
Users can graph up to three data sets on the same graph for comparison purposes. To add a new data set , press the "+" tab above the data entry area.Data sets can be renamed by double clicking the tab. Each dataset will generate a corresponding Regression value as well as the equation for the best fit line.
2. Verify your data is accurate in the table that appears.
3. Press the "Calculate Regression" button to display results, including calculations and graph.
Data Entry
+
Feedback
Have a question or a feature request about this tool? Feel free to reach out to us and let us know! We're always looking for ways to improve!References
This online tool may be cited as follows
MLA | "Quest Graph™ Glucose Standard Curve Calculator." AAT Bioquest, Inc., 21 Dec. 2024, https://www.aatbio.com/tools/glucose-standard-curve-calculator. | |
APA | AAT Bioquest, Inc. (2024, December 21). Quest Graph™ Glucose Standard Curve Calculator. AAT Bioquest. https://www.aatbio.com/tools/glucose-standard-curve-calculator. | |
BibTeX | EndNote | RefMan |