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A Computational Model for the PLP-Dependent Enzyme Methionine γ-Lyase

Abstract : Pyridoxal-5′-phosphate (PLP) is a cofactor in the reactions of over 160 enzymes, several of which are implicated in diseases. Methionine γ -lyase (MGL) is of interest as a therapeutic protein for cancer treatment. It binds PLP covalently through a Schiff base linkage and digests methionine, whose depletion is damaging for cancer cells but not normal cells. To improve MGL activity, it is important to understand and engineer its PLP binding. We develop a simulation model for MGL, starting with force field parameters for PLP in four main states: two phosphate protonation states and two tautomeric states, keto or enol for the Schiff base moiety. We used the force field to simulate MGL complexes with each form, and showed that those with a fully-deprotonated PLP phosphate, especially keto, led to the best agreement with MGL structures in the PDB. We then confirmed this result through alchemical free energy simulations that compared the keto and enol forms, confirming a moderate keto preference, and the fully-deprotonated and singly-protonated phosphate forms. Extensive simulations were needed to adequately sample conformational space, and care was needed to extrapolate the protonation free energy to the thermodynamic limit of a macroscopic, dilute protein solution. The computed phosphate pK a was 5.7, confirming that the deprotonated, −2 form is predominant. The PLP force field and the simulation methods can be applied to all PLP enzymes and used, as here, to reveal fine details of structure and dynamics in the active site.
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Contributor : Aurélien Arnoux Connect in order to contact the contributor
Submitted on : Tuesday, May 10, 2022 - 3:49:47 PM
Last modification on : Friday, May 13, 2022 - 3:11:37 PM



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Xingyu Chen, Pierre Briozzo, David Machover, Thomas Simonson. A Computational Model for the PLP-Dependent Enzyme Methionine γ-Lyase. Frontiers in Molecular Biosciences, Frontiers Media, 2022, 9, ⟨10.3389/fmolb.2022.886358⟩. ⟨hal-03663983⟩



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