Abstract

OptZyme is a new computational procedure for designing improved enzymatic activity (i.e., kcat or kcat/KM) with a novel substrate. The key concept is to use transition state analogue compounds, which are known for many reactions, as proxies for the typically unknown transition state structures. Mutations that minimize the interaction energy of the enzyme with its transition state analogue, rather than with its substrate, are identified that lower the transition state formation energy barrier. Using Escherichia coli β-glucuronidase as a benchmark system, we confirm that KM correlates (R2 = 0.960) with the computed interaction energy between the enzyme and the para-nitrophenyl- β, D-glucuronide substrate, kcat/KM correlates (R2 = 0.864) with the interaction energy of the transition state analogue, 1,5-glucarolactone, and kcat correlates (R2 = 0.854) with a weighted combination of interaction energies with the substrate and transition state analogue. OptZyme is subsequently used to identify mutants with improved KM, kcat, and kcat/KM for a new substrate, para-nitrophenyl- β, D-galactoside. Differences between the three libraries reveal structural differences that underpin improving KM, kcat, or kcat/KM. Mutants predicted to enhance the activity for para-nitrophenyl- β, D-galactoside directly or indirectly create hydrogen bonds with the altered sugar ring conformation or its substituents, namely H162S, L361G, W549R, and N550S.

Highlights

  • Enzymes are highly-specific, biomolecular catalysts that cause extraordinary reaction rate enhancements under mild conditions [1]

  • We find that the all-atom root mean square deviation (RMSD) between unbound (E) and bound (E?S) GUS is only 0.22 A, implying that there is minimal conformational rearrangement in GUS upon binding [62] with pNP-GLU, which justifies the approximation of BES with IES (IE with the substrate, pNP-GLU)

  • With the aid of a quantum mechanics (QM)-derived reaction mechanism, we validated that the IES correlates with KM (Equation 7), and the IE with the TSA (IETSA) correlates with kcat/KM (Equation 17). kcat can be measured through a weighted combination of IES and IETSA (Equation 18)

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Summary

Introduction

Enzymes are highly-specific, biomolecular catalysts that cause extraordinary reaction rate enhancements under mild conditions [1]. Various computational tools utilizing primary, secondary, and/ or tertiary protein structural information have been tested to discover promising enzyme redesigns These approaches range from relatively simple (e.g., comparative modeling [9,10,11,12] and scoring-based methods [13,14,15,16,17,18,19]) to complex (e.g., molecular mechanics force fields [20,21,22,23,24,25,26] and hybridized quantum mechanics/molecular mechanics (QM/MM) techniques [1,27,28,29,30,31,32,33]). A number of review articles [36,37] highlight recent progress and remaining challenges in computational enzyme design

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