ROBSON, S. A. | Search bioRxiv

bioRxiv2021

The Effect of Ligands and Transducers on the Neurotensin Recep-tor 1 (NTS1) Conformational Ensemble

Using a discrete, intracellular 19F-NMR probe on transmembrane helix 6 (TM6) of the Neurotensin receptor 1 (NTS1), we aim to understand how ligands and transducers modulate the receptors structural ensemble in solution. For apo NTS1, 19F-NMR spectra reveal an ensemble of at least three conformational substates (one inactive and two active-like) in equilibrium that exchange on the ms-s timescale. Dynamic NMR experiments reveal that these substates follow a linear three-site exchange process that is both thermodynamically and kinetically remodeled by orthosteric ligands. As previously observed in other GPCRs, the full agonist is insufficient to completely stabilize the active-like state. The inactive substate is abolished upon coupling to {beta}-arrestin-1 or the C-terminal helix of Gq, which comprises 60% of the GPCR/G protein interface surface area. Whereas {beta}-arrestin-1 exclusively selects for pre-existing active-like substates, the Gq peptide induces a new substate. Both transducer molecules promote substantial line-broadening of active-like states suggesting contributions from additional s-ms exchange processes. Together, our study suggests i) the NTS1 allosteric activation mechanism may be alternatively dominated by induced fit or conformational selection depending on the coupled transducer, and ii) the available static structures do not represent the entire conformational ensemble observed in solution.

biophysics↗

bioRxiv2021

An algebraic solution for determining overall rotational correlation times from cross-correlated relaxation rates

Accurate rotational correlation times ({tau}c) are critical for quantitative analysis of fast timescale NMR dynamics. As molecular weights increase, the classic derivation of{tau} c using transverse and longitudinal relaxation rates becomes increasingly unsuitable due to the non-trivial contribution of remote dipole-dipole interactions to longitudinal relaxation. Derivations using cross-correlated relaxation experiments, such as TRACT, overcome these limitations but are erroneously calculated in 65% of the citing literature. Herein, we developed an algebraic solutions to the Goldman relationship that facilitate rapid, point-by-point calculations for straightforward identification of appropriate spectral regions where global tumbling is likely to be dominant. The rigid-body approximation of the Goldman relationship has been previously shown to underestimate TRACT-based rotational correlation time estimates. This motivated us to develop a second algebraic solution that employs a simplified model-free spectral density function including an order parameter term that could, in principle, be set to an average backbone S2 {approx} 0.9 to further improve the accuracy of{tau} c estimation. These solutions enabled us to explore the boundaries of the Goldman relationship as a function of the H-N internuclear distance (r), difference of the two principal components of the axially-symmetric 15N CSA tensor ({Delta}{delta}N), and angle of the CSA tensor relative to the N-H bond vector ({theta}). We hope our algebraic solutions and analytical strategies will increase the accuracy and application of the TRACT experiment.

biophysics↗