Understanding Noncovalent Interactions: Ligand Binding Energy and Catalytic Efficiency from Ligand‐Induced Reductions in Motion within Receptors and Enzymes

Williams, Dudley H.; Stephens, Elaine; O’Brien, Dominic P.; Zhou, Min

doi:10.1002/anie.200300644

Cited by 471 publications

(335 citation statements)

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“…Cooperative binding interactions can be homotropic or heterotropic, when the combined binding to a multivalent receptor involves the same or different types of guests. In additions, these interactions can be positive or negative, when the binding of a guest promotes or obstructs the binding of a second guest (4).…”

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confidence: 99%

Squaring cooperative binding circles

Deutman

Monnereau

Moalin

et al. 2009

Proc. Natl. Acad. Sci. U.S.A.

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The cooperative binding effects of viologens and pyridines to a synthetic bivalent porphyrin receptor are used as a model system to study how the magnitudes of these effects relate to the experimentally obtained values. The full thermodynamic and kinetic circles concerning both activation and inhibition of the cage of the receptor for the binding of viologens were measured and evaluated. The results strongly emphasize the apparent character of measured binding and rate constants, in which the fractional saturation of receptors with other guests is linearly expressed in these constants. The presented method can be used as a simple tool to better analyze and comprehend the experimentally observed kinetics and thermodynamics of natural and artificial cooperative systems.kinetics ͉ slippage ͉ supramolecular chemistry ͉ thermodynamics C ooperative binding plays an important role in nature, where it is used to construct well-defined assemblies and is used as a tool to transfer information at the cellular level (1). The formation of the tobacco mosaic virus (2) and the binding of oxygen to hemoglobin (3) are 2 well-known examples of cooperative processes. Cooperative binding interactions can be homotropic or heterotropic, when the combined binding to a multivalent receptor involves the same or different types of guests. In additions, these interactions can be positive or negative, when the binding of a guest promotes or obstructs the binding of a second guest (4).One of the challenges in the field of supramolecular chemistry is to design artificial systems that display cooperative binding effects, not only to better understand the mechanisms involved in the natural processes but also to prepare functional materials and catalysts that benefit from such binding interactions. Over the years, a large number of artificial receptors displaying positive (5-8) and negative (9-11) homotropic and positive (12-20) and negative (21-23) heterotropic cooperative binding phenomena have been developed. Although in many cases the origins of the cooperative effects could be identified, few studies have dealt in detail with the kinetics and thermodynamics of such complicated multicomponent receptor-guest systems. This is surprising, because unlike the complex biological systems, the artificial receptor-guest systems can be easily studied, and the fine details of cooperative behavior can be uncovered. It is generally known that measured association constants are context dependent in the sense that apparent values that depend on, e.g., the solvent system, salt concentrations, pH, and in the worst case impurities, are obtained (4). As a consequence, the observed cooperative binding effects might often deviate from the intrinsic ones.To investigate how the measured cooperative binding effects as derived from the observed experimental binding constants are related to the intrinsic ones, we present a detailed study of the combined binding of viologens and pyridines to the bivalent zinc porphyrin receptor Zn1 (24, 25) (Scheme 1). Pyridine ligan...

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confidence: 99%

Squaring cooperative binding circles

Deutman

Monnereau

Moalin

et al. 2009

Proc. Natl. Acad. Sci. U.S.A.

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“…Among several approaches, the H/D exchange combined with heteronuclear NMR spectroscopy is the most convenient and powerful way because it can provide residue-specific information for most residues (7). For many globular proteins, this approach has identified protected cores, which are often composed of secondary structures buried inside the molecules and the cooperative interactions with partner molecules (4,8), leading to allostery (9). Detailed analyses of exchanges in the native state of cytochrome c in the presence of various concentrations of denaturants suggested a pathway to unfolding, in which groups of secondary structural elements (i.e.…”

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confidence: 99%

Cores and pH-dependent Dynamics of Ferredoxin-NADP+ Reductase Revealed by Hydrogen/Deuterium Exchange

Lee

Tamura

Hoshino

et al. 2007

Journal of Biological Chemistry

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NMR-detected hydrogen/deuterium (H/D) exchange of amide protons is a powerful way for investigating the residuebased conformational stability and dynamics of proteins in solution. Maize ferredoxin-NADP ؉ reductase (FNR) is a relatively large protein with 314 amino acid residues, consisting of flavin adenine dinucleotide (FAD) and nicotinamide adenine dinucleotide phosphate (NADP ؉ )-binding domains. To address the structural stability and dynamics of FNR, H/D exchange of amide protons was performed using heteronuclear NMR at pD r values 8.0 and 6.0, physiologically relevant conditions mimicking inside of chloroplasts. At both pD r values, the exchange rate varied widely depending on the residues. The profiles of protected residues revealed that the highly protected regions matched well with the hydrophobic cores suggested from the crystal structure, and that the NADP ؉ -binding domain can be divided into two subdomains. The global stability of FNR obtained by H/D exchange with NMR was higher than that by chemical denaturation, indicating that H/D exchange is especially useful for analyzing the residue-based conformational stability of large proteins, for which global unfolding is mostly irreversible. Interestingly, more dynamic conformation of the C-terminal subdomain of the NADP ؉ -binding domain at pD r 8.0, the daytime pH in chloroplasts, than at pD r 6.0 is likely to be involved in the increased binding of NADP ؉ for elevating the activity of FNR. In light of photosynthesis, the present study provides the first structure-based relationship of dynamics with function for the FNR-type family in solution.Protein conformations as shown by x-ray crystallography or nuclear magnetic resonance spectroscopy are virtually dynamic entities over various time ranges in solution (1, 2). Clarifying such conformational motions at the level of the atom or residue is essential for understanding the structural stabilities of proteins and the relationships between protein structures and functions (3-5). The hydrogen/deuterium (H/D) 4 exchange of amide protons in backbones has become an important way to address the motions of a protein from small or relatively large scale motions involved in biological functions such as binding of a substrate or releasing a product to much more large scale motions like a global unfolding process (4, 6). Among several approaches, the H/D exchange combined with heteronuclear NMR spectroscopy is the most convenient and powerful way because it can provide residue-specific information for most residues (7). For many globular proteins, this approach has identified protected cores, which are often composed of secondary structures buried inside the molecules and the cooperative interactions with partner molecules (4, 8), leading to allostery (9). Detailed analyses of exchanges in the native state of cytochrome c in the presence of various concentrations of denaturants suggested a pathway to unfolding, in which groups of secondary structural elements (i.e. foldons) are unfolded sequentially through distin...

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“…Also hydrophobic interactions can be dominated by entropy effects rather than enthalpy effects. Generally, the tighter and more directed interactions (eg hydrogen and polar bonds) the less entropic and more enthalpic driven is the interaction [6,24,25].…”

Section: X-ray Crystal Structuresmentioning

confidence: 99%

Binding energies of tyrosine kinase inhibitors: Error assessment of computational methods for imatinib and nilotinib binding

Fong¹

2015

Computational Biology and Chemistry

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To cite this version:Clifford Fong. Binding Energies of Tyrosine Kinase Inhibitors: error assessment of computational methods for imatinib and nilotinib binding. Computational Biology and Chemistry, Elsevier, 2015, 58, pp.40-54. <10.1016/j.compbiolchem.2015 The binding energies of imatinib and nilotinib to tyrosine kinase have been determined by quantum mechanical (QM) computations, and compared with literature binding energy studies using molecular mechanics (MM). The potential errors in the computational methods include these critical factors: Errors in X-ray structures such as structural distortions and steric clashes give unrealistically high van der Waals energies, and erroneous binding energies.  MM optimisation gives a very different configuration to the QM optimisation for nilotinib, whereas the imatinib ion gives similar configurations  Solvation energies are a major component of the overall binding energy. The QM based solvent model (PCM/SMD) gives different values from those used in the implicit PBSA solvent MM models. A major error in inhibitor -kinase binding lies in the non-polar solvation terms.  Solvent transfer free energies and the required empirical solvent accessible surface area factors for nilotinib and imatinib ion to give the transfer free energies have been reverse calculated. These values differ from those used in the MM PBSA studies.  An intertwined desolvation -conformational binding selectivity process is a balance of thermodynamic desolvation and intramolecular conformational kinetic control.  The configurational entropies (TΔS) are minor error sources.

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Understanding Noncovalent Interactions: Ligand Binding Energy and Catalytic Efficiency from Ligand‐Induced Reductions in Motion within Receptors and Enzymes

Cited by 471 publications

References 104 publications

Squaring cooperative binding circles

Squaring cooperative binding circles

Cores and pH-dependent Dynamics of Ferredoxin-NADP+ Reductase Revealed by Hydrogen/Deuterium Exchange

Binding energies of tyrosine kinase inhibitors: Error assessment of computational methods for imatinib and nilotinib binding

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