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Published on: September 6, 2016
How to extend range linearity in enzyme inhibition-based biosensing assays
Aziz Amine1, Stefano Cinti2, Fabiana Arduini2
1Faculty of Science and Techniques, Hassan II University of Casablanca, BP 146, Mohammedia 20650, Morocco.
This study introduces a novel graphical method using the integrated Michaelis-Menten equation to extend the linear range of enzyme inhibition bioassays. This approach improves inhibitor analysis accuracy and efficiency, offering a cost-effective alternative to traditional methods.
Area of Science:
- Analytical Chemistry
- Biochemistry
- Enzyme Kinetics
Background:
- Enzyme inhibition bioassays are valuable analytical tools but often suffer from narrow linear ranges.
- Conventional methods like chromatography and mass spectrometry can be costly and time-consuming.
Purpose of the Study:
- To develop a novel graphical method to extend the linear range of enzyme inhibition bioassays.
- To provide a more accurate and efficient method for inhibitor analysis.
Main Methods:
- Utilized the integrated Michaelis-Menten equation for a novel graphical analysis.
- Applied the method to quantify fluoride using acetylcholinesterase inhibition.
- Demonstrated applicability with catalase enzyme inhibition by cyanide.
- Investigated fixed substrate conversion for inhibitor determination.
Main Results:
- Extended the linear range for fluoride quantification up to 5 mM, significantly improving upon the conventional 0.6 mM limit.
- Successfully applied the method to catalase-cyanide inhibition.
- Achieved wide linear range determination with high precision and speed using fixed substrate conversion.
Conclusions:
- The novel graphical method effectively extends the linear range of enzyme inhibition bioassays for various reversible inhibitions.
- This approach offers advantages such as reduced reagent consumption, waste generation, and measurement time.
- It provides a cost-effective and efficient alternative for inhibitor analysis.
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