Mathematical Modeling for Immunocolloid Labeling


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For many biological applications, it is becoming increasingly important to extend imaging capabilities to simultaneously identify multiple molecular species in order to gain insight into the structural and functional elements of cells. A key part of this drive is the ability to rationally optimize various labeling techniques, which in turn requires an understanding of the basic physical processes operating during the labeling process, and how these processes interact. The kinetics of the immunocolloid labeling process are typically modeled using a Langmuir kinetic equation [1]. However, very different behavior which can not be explained by a Langmuirtype model has been noted in certain experiments [2], [3]. We develop a mathematical model for the labeling process which exhibits these two behaviors in different parameter limits, gives some insight into how to optimize the labeling process, and can easily be extended to more complicated situations.

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Journal: TechConnect Briefs
Volume: 1, Technical Proceedings of the 2004 NSTI Nanotechnology Conference and Trade Show, Volume 1
Published: March 7, 2004
Pages: 155 - 157
Industry sector: Medical & Biotech
Topics: Biomaterials, Informatics, Modeling & Simulation
ISBN: 0-9728422-7-6