Biology:Kinetic exclusion assay

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Figure 1. A fraction of receptor not bound to ligand in solution is captured by the ligand coated solid phase and subsequently labelled with a fluorescent secondary antibody.

A kinetic exclusion assay (KinExA) is a type of bioassay in which a solution containing receptor, ligand, and receptor-ligand complex is briefly exposed to additional ligand immobilized on a solid phase.[1][2]

Description

During the assay, a fraction of the free receptor is captured by the solid phase ligand and subsequently labeled with a fluorescent secondary molecule (Figure 1).[1][2] The short contact time with the solid phase does not allow significant dissociation of the pre-formed complexes in the solution.[3] Solution dissociation is thus “kinetically excluded” from contributing to the captured receptor and the resulting signal provides a measure of the free receptor in the solution.

Measuring the free receptor as a function of total ligand in a series of equilibrated solutions enables calculation of the equilibrium dissociation constant (Kd).[1][2][3][4][5][6][7][8] Measuring the free receptor with several points before equilibrium enables measurement of the association rate constant (kon). The off rate (koff) can also be directly measured, however it is usually calculated from the measured Kd and measured kon, (koff = Kd * kon).

Kinetic exclusion assays have been used to measure Kd’s in the nanomolar to femtomolar range.[4][5][6][7][9][10]

Applications

Figure 2. Example of signal generation. 1) Beads Load. 2) Equilibrated solution passes over column. 3) Introduction of secondary label. 4) Fluorescent emission of captured free receptor.

Because the fluorescent secondary molecule is applied after capture of the free receptor from solution (Figure 2) the binding constants measured using a kinetic exclusion assay are for unmodified molecules in solution and thus more accurately reflects endogenous binding interactions than methods requiring modification (typically labeling or immobilization) before measurement.[1][2] Kinetic exclusion assays have been performed using unpurified molecules,[4][5] in serum,[7] and have measured binding to cell membrane proteins on intact whole cell[8][11] which brings the measured binding interactions closer to their endogenous state.

Molecules suited for measurement by KinExA are antibodies,[4][7][12][13][14] recombinant proteins,[15][16][17] small molecules,[6][18][19][20] aptamers,[21][22] lipids,[23][24] nanobodies,[25] and toxins.[12][26][27]

Kinetic exclusion assay have also been applied for concentration immunoassay, where it has proven capable of providing the maximum theoretical, Kd limited, sensitivity.[28][29] An example of this technique has been employed for sensitive detection of environmental contaminants in near real-time.[30]

Standard equilibrium affinity analysis

A series of samples are prepared with all the same receptor (R) concentration but in which the ligand (L) concentration is titrated. After equilibrium is reached each sample is measured by flowing it through the column (Figure 2).

For 1:1 reversible binding Equilibrium Kd is defined as

(1) Kd≡koff/kon =R*L/RL

the binding is reversible so conservation of mass can be written as

(2) RT = R+RL

(3) LT = L +RL

Where:

Kd = equilibrium dissociation constant

kon = forward rate constant

koff = reverse rate constant

R = free receptor site concentration at equilibrium

L = free ligand site concentration at equilibrium

RL = concentration of complex at equilibrium

RT= total concentration of receptors

LT = total concentration of ligand

A simple equation[1][2] relating the free fraction of R (=R/RT) to the Kd and LT is then fit to the measured data to find the Kd of the interaction.

Rate constant analysis

To measure the rate constants, known concentrations of receptor and ligand are mixed in solution and the quantity of free receptor is repeatedly measured over time as the solution phase reaction occurs. The time course of the free receptor depletion is then fit with a standard bimolecular rate equation.

(4) dLR/dt = kon∙R∙L - Kd∙kon∙RL

where Kd * kon has been substituted for koff .

References

  1. 1.0 1.1 1.2 1.3 1.4 Blake, Robert C.; Pavlov, Andrey R.; Blake, Diane A. (1999). "Automated Kinetic Exclusion Assays to Quantify Protein Binding Interactions in Homogeneous Solution" (in en). Analytical Biochemistry 272 (2): 123–134. doi:10.1006/abio.1999.4176. PMID 10415080. 
  2. 2.0 2.1 2.2 2.3 2.4 Darling, Ryan J.; Brault, Pierre-Alexandre (2004). "Kinetic Exclusion Assay Technology: Characterization of Molecular Interactions" (in en). ASSAY and Drug Development Technologies 2 (6): 647–657. doi:10.1089/adt.2004.2.647. ISSN 1540-658X. PMID 15674023. http://www.liebertpub.com/doi/10.1089/adt.2004.2.647. 
  3. 3.0 3.1 Glass, Thomas R.; Winzor, Donald J. (2014). "Confirmation of the validity of the current characterization of immunochemical reactions by kinetic exclusion assay" (in en). Analytical Biochemistry 456: 38–42. doi:10.1016/j.ab.2014.04.011. PMID 24751468. 
  4. 4.0 4.1 4.2 4.3 Bee, Christine; Abdiche, Yasmina N.; Stone, Donna M.; Collier, Sierra; Lindquist, Kevin C.; Pinkerton, Alanna C.; Pons, Jaume; Rajpal, Arvind (2012-04-30). "Exploring the Dynamic Range of the Kinetic Exclusion Assay in Characterizing Antigen-Antibody Interactions". PLOS ONE 7 (4): e36261. doi:10.1371/journal.pone.0036261. ISSN 1932-6203. PMID 22558410. Bibcode2012PLoSO...736261B. 
  5. 5.0 5.1 5.2 Rathanaswami, Palaniswami; Richmond, Karen; Manchulenko, Kathy; Foltz, Ian N. (2011-07-01). "Kinetic analysis of unpurified native antigens available in very low quantities and concentrations". Analytical Biochemistry 414 (1): 7–13. doi:10.1016/j.ab.2011.02.034. ISSN 1096-0309. PMID 21371417. https://pubmed.ncbi.nlm.nih.gov/21371417/. 
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  10. Kielczewska, Agnieszka; D'Angelo, Igor; Amador, Maria Sheena; Wang, Tina; Sudom, Athena; Min, Xiaoshan; Rathanaswami, Palaniswami; Pigott, Craig et al. (2022-02-01). "Development of a potent high-affinity human therapeutic antibody via novel application of recombination signal sequence–based affinity maturation" (in en). Journal of Biological Chemistry 298 (2): 101533. doi:10.1016/j.jbc.2021.101533. PMID 34973336. PMC 8808179. https://linkinghub.elsevier.com/retrieve/pii/S0021925821013430. 
  11. Xie, Lei; Mark Jones, R.; Glass, Thomas R.; Navoa, Ryman; Wang, Yan; Grace, Michael J. (2005). "Measurement of the functional affinity constant of a monoclonal antibody for cell surface receptors using kinetic exclusion fluorescence immunoassay". Journal of Immunological Methods 304 (1–2): 1–14. doi:10.1016/j.jim.2005.04.009. ISSN 0022-1759. PMID 16098983. http://dx.doi.org/10.1016/j.jim.2005.04.009. 
  12. 12.0 12.1 Fan, Yongfeng; Barash, Jason R.; Lou, Jianlong; Conrad, Fraser; Marks, James D.; Arnon, Stephen S. (2016-03-01). "Immunological Characterization and Neutralizing Ability of Monoclonal Antibodies Directed Against Botulinum Neurotoxin Type H". Journal of Infectious Diseases 213 (10): 1606–1614. doi:10.1093/infdis/jiv770. ISSN 0022-1899. PMID 26936913. 
  13. Köck, K; Pan, W J; Gow, J M; Horner, M J; Gibbs, J P; Colbert, A; Goletz, T J; Newhall, K J et al. (2014-12-15). "Preclinical development of AMG 139, a human antibody specifically targeting IL-23". British Journal of Pharmacology 172 (1): 159–172. doi:10.1111/bph.12904. ISSN 0007-1188. PMID 25205227. 
  14. Tabrizi, Mohammad A.; Bornstein, Gadi Gazit; Klakamp, Scott L.; Drake, Andrew; Knight, Richard; Roskos, Lorin (2009). "Translational strategies for development of monoclonal antibodies from discovery to the clinic". Drug Discovery Today 14 (5–6): 298–305. doi:10.1016/j.drudis.2008.12.008. ISSN 1359-6446. PMID 19152840. http://dx.doi.org/10.1016/j.drudis.2008.12.008. 
  15. Kariolis, Mihalis S.; Miao, Yu Rebecca; Jones, Douglas S.; Kapur, Shiven; Mathews, Irimpan I.; Giaccia, Amato J.; Cochran, Jennifer R. (2014). "An engineered Axl 'decoy receptor' effectively silences the Gas6/Axl signaling axis". Nature Chemical Biology 10 (11): 977–983. doi:10.1038/nchembio.1636. ISSN 1552-4450. PMID 25242553. 
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  17. Champagne, Kelly; Shishido, Akira; Root, Michael J. (2009-02-06). "Interactions of HIV-1 inhibitory peptide T20 with the gp41 N-HR coiled coil". The Journal of Biological Chemistry 284 (6): 3619–3627. doi:10.1074/jbc.M809269200. ISSN 0021-9258. PMID 19073602. 
  18. Schiele, Felix; van Ryn, Joanne; Litzenburger, Tobias; Ritter, Michael; Seeliger, Daniel; Nar, Herbert (2015-06-05). "Structure-guided residence time optimization of a dabigatran reversal agent". mAbs 7 (5): 871–880. doi:10.1080/19420862.2015.1057364. ISSN 1942-0862. PMID 26047352. 
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