Sedimentation of Reversibly Interacting Macromolecules with Changes in Fluorescence Quantum Yield

TL;DR

This paper investigates how changes in fluorescence quantum yield affect sedimentation velocity measurements of macromolecular interactions, revealing limitations of traditional analysis and proposing a more comprehensive model.

Contribution

It introduces a new binding model that accounts for signal changes due to fluorescence quantum yield variations during sedimentation analysis.

Findings

Standard sedimentation analysis may misestimate binding parameters when signals change.

Coupled transport effects significantly influence sedimentation behavior in reversible systems.

The proposed model improves accuracy for systems with fluorescence quenching or enhancement.

Abstract

Sedimentation velocity analytical ultracentrifugation with fluorescence detection has emerged as a powerful method for the study of interacting systems of macromolecules. It combines picomolar sensitivity with high hydrodynamic resolution, and can be carried out with photoswitchable fluorophores for multi-component discrimination, to determine the stoichiometry, affinity, and shape of macromolecular complexes with dissociation equilibrium constants from picomolar to micromolar. A popular approach for data interpretation is the determination of the binding affinity by isotherms of weight-average sedimentation coefficients, sw. A prevailing dogma in sedimentation analysis is that the weight-average sedimentation coefficient from the transport method corresponds to the signal- and population-weighted average of all species. We show that this does not always hold true for systems that exhibit significant signal changes with complex formation - properties that may be readily encountered in practice, e.g., from a change in fluorescence quantum yield. Coupled transport in the reaction boundary of rapidly reversible systems can make significant contributions to the observed migration in a way that cannot be accounted for in the standard population-based average. Effective particle theory provides a simple physical picture for the reaction-coupled migration process. On this basis we develop a more general binding model that converges to the well-known form of sw with constant signals, but can account simultaneously for hydrodynamic co-transport in the presence of changes in fluorescence quantum yield. We believe this will be useful when studying interacting systems exhibiting fluorescence quenching, enhancement or Forster resonance energy transfer with transport methods.