2011
DOI: 10.1007/978-1-61779-105-5_13
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Determination of the Kinetic On- and Off-Rate of Single Virus–Cell Interactions

Abstract: Human rhinoviruses are the causative agents of the common cold. The serotypes belonging to the minor receptor group attach to members of the low-density lipoprotein receptor family and enter the host cell via receptor-mediated endocytosis. Receptor binding, the very first step in infection, was characterized by force spectroscopy measurements at the single molecule level. We demonstrate how kinetic on- and off-rate constants can be derived from such experiments carried out with the atomic force microscope.

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Cited by 19 publications
(16 citation statements)
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“…For kinetic on-rate analysis, the BP (fraction of curves showing binding events) was determined at a certain hold time (t) (the time the tip is in contact with the surface). Those data were fitted and K D calculated as described previously 32 . In brief, the relationship between interaction time ( τ ) and BP is described by the following equation: where A is the maximum BP and t 0 the lag time.…”
Section: Methodsmentioning
confidence: 99%
“…For kinetic on-rate analysis, the BP (fraction of curves showing binding events) was determined at a certain hold time (t) (the time the tip is in contact with the surface). Those data were fitted and K D calculated as described previously 32 . In brief, the relationship between interaction time ( τ ) and BP is described by the following equation: where A is the maximum BP and t 0 the lag time.…”
Section: Methodsmentioning
confidence: 99%
“…The kinetics for a receptor-ligand interaction (i.e., bonding and de-bonding) is characterized by the interaction’s on- and off-rates. We have estimated on-rates (k on ) of TIM-1−EBOV GP/VSV and TIM-4−EBOV GP/VSV interactions, using a method established by the Hinterdorfer group 23,48 . By assuming the interactions follow a pseudo first-order kinetics, the on-rates can be estimated using k on = (τ C eff ) −1 , where τ refers to the interaction time, and C eff denotes the effective concentration of the binding partner (in this case TIM-1 or TIM-4 on the surface) within an effective volume, V eff .…”
Section: Resultsmentioning
confidence: 99%
“…By assuming the interactions follow a pseudo first-order kinetics, the on-rates can be estimated using k on = (τ C eff ) −1 , where τ refers to the interaction time, and C eff denotes the effective concentration of the binding partner (in this case TIM-1 or TIM-4 on the surface) within an effective volume, V eff . The V eff can be approximated by the volume of a sphere, whose radius r eff is the sum of the size of the virus and cross-linker 48 . Therefore, the equation can be rewritten as: k on = N A ·(4/3)·π·r eff 3·n b −1 ·τ −1 , where N A is the Avogadro constant, and n b is the number of the binding partner 48 .…”
Section: Resultsmentioning
confidence: 99%
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“…Longer contact times of the MFZ-AFM tip on the cellular surface resulted in a significant increase in the binding probability. Assuming that the ligand-transporter interaction can be approximated with first-order kinetics, an estimation of the kinetic on-rate constant k on from single molecule unbinding force measurements requires that the interaction time τ and the effective concentration c eff be determined for k on = (τ × c eff ) −1 (29, 32, 46). The interaction time was calculated from the binding probability at different dwell times by using p = A (1 − exp(−( t − t 0 )/τ)), with t 0 representing the lag time and with A representing the maximum achievable binding probability.…”
Section: Resultsmentioning
confidence: 99%