CHEM 350 Lecture 15: Enzyme Kinetics, Inhibition & Control

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Vocabulary practice flashcards covering the six enzyme classes, catalytic principles, Michaelis-Menten kinetics, Lineweaver-Burk plots, multi-substrate reactions, and enzyme inhibition mechanisms from CHEM 350.

36 Terms

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Oxidoreductases

A class of enzymes that catalyze oxidation-reduction (redox) reactions; most are dehydrogenases, while others are classified as oxidases, peroxidases, oxygenases, or reductases.

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Lactate dehydrogenase (LDH)

An oxidoreductase that catalyzes the reversible conversion of lactate to pyruvate coupled to the reduction of the coenzyme NAD+NAD^+ to NADH+H+NADH + H^+.

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Transferases

A class of enzymes that catalyze group transfer reactions, often requiring coenzymes, in which the substrate frequently forms a covalent bond to the enzyme or coenzyme.

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Kinases

An important class of transferases that specifically catalyze the transfer of a phosphoryl group.

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Alanine transaminase (ALT)

A transferase enzyme that catalyzes the transfer of an amino group from alanine to α\alpha-ketoglutarate, forming pyruvate and L-glutamate.

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Hydrolases

A class of enzymes that catalyze hydrolysis reactions, which operate as the reverse of condensation reactions.

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Pyrophosphatase

A hydrolase enzyme that catalyzes the cleavage of pyrophosphate (diphosphate) with water into two inorganic phosphates.

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Lyases

A class of enzymes that catalyze the lysis of a substrate by cleaving a bond to generate a new double bond via a nonhydrolytic, non-redox elimination reaction (or catalyzing the reverse addition across a double bond).

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Pyruvate decarboxylase

A lyase enzyme that catalyzes the scission of a C-C bond in pyruvate, yielding acetaldehyde and carbon dioxide while generating a new double bond.

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Isomerases

A class of enzymes that catalyze structural rearrangements within a single molecule; their catalyzed reactions are the simplest enzymatic reactions because they contain only one substrate and one product.

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Alanine racemase

An isomerase enzyme that catalyzes the optical interconversion between L-alanine and D-alanine.

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Ligases

A class of enzymes (also called synthetases) that catalyze the joining or ligation of two substrates, typically coupling the reaction to NTP (e.g., ATP) hydrolysis to provide the necessary free energy.

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Glutamine synthetase

A ligase that utilizes free energy derived from ATP hydrolysis to join an ammonia group to L-glutamate, forming L-glutamine.

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Lock-and-key model

An enzymatic model where the enzyme active site and the substrate have preformed, rigid complementary shapes prior to binding.

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<p>Induced fit model</p>

Induced fit model

An enzymatic model wherein substrate binding induces a conformational distortion in the enzyme active site to align with the transition state conformation.

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Initial rate (v0v_0)

The velocity of an enzymatic reaction measured at the very beginning of the reaction as a function of substrate concentration [S][S], reflecting the rate of product formation.

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Michaelis-Menten equation

The mathematical relationship describing enzyme-catalyzed reaction velocity as a function of substrate concentration: v0=Vmax⁡[S]Km+[S]v_0 = \frac{V_{\max}[S]}{K_m + [S]}.

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Michaelis constant (KmK_m)

The substrate concentration at which reaction velocity is half of Vmax⁡V_{\max}; it serves primarily as a kinetic parameter measuring enzyme-substrate binding affinity, expressed mechanistically as Km=k−1+k2k1K_m = \frac{k_{-1} + k_2}{k_1}.

<p>The substrate concentration at which reaction velocity is half of $$V_{\max}$$; it serves primarily as a kinetic parameter measuring enzyme-substrate binding affinity, expressed mechanistically as $$K_m = \frac{k_{-1} + k_2}{k_1}$$.</p>
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Maximum velocity (Vmax⁡V_{\max})

The upper limiting reaction rate reached when substrate concentration is saturating ([S]≫Km[S] \gg K_m) and all enzyme active sites are occupied, proportional to total enzyme concentration: Vmax⁡=kcat[E]totalV_{\max} = k_{\text{cat}}[E]_{\text{total}}.

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Steady-state assumption

The kinetic assumption in the Michaelis-Menten derivation stating that the intermediate enzyme-substrate complex concentration ([ES][ES]) remains constant over time because its rate of formation equals its rate of decomposition: k1([E]total−[ES])[S]=(k−1+k2)[ES]k_1([E]_{\text{total}} - [ES])[S] = (k_{-1} + k_2)[ES].

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Turnover number (kcatk_{\text{cat}})

A catalytic rate constant defined as kcat=Vmax⁡[E]totalk_{\text{cat}} = \frac{V_{\max}}{[E]_{\text{total}}}, indicating the number of substrate molecules converted to product per active site per unit time when the enzyme is saturated.

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Catalytic efficiency

The second-order rate constant given by the ratio kcatKm\frac{k_{\text{cat}}}{K_m}, which measures how effectively an enzyme turns over substrate at very dilute substrate concentrations ([S]≈0[S] \approx 0).

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Diffusion-limited reaction

An enzymatic condition where catalytic efficiency approaches the theoretical upper limit of ∼108 (mol/L)−1s−1\sim 10^8\,(\text{mol/L})^{-1} s^{-1}, meaning catalytic rate is limited purely by the speed at which enzyme and substrate diffuse together.

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Lineweaver-Burk equation

The linearized double-reciprocal form of the Michaelis-Menten equation: 1v0=(KmVmax⁡)1[S]+1Vmax⁡\frac{1}{v_0} = \left(\frac{K_m}{V_{\max}}\right)\frac{1}{[S]} + \frac{1}{V_{\max}}, where the slope equals KmVmax⁡\frac{K_m}{V_{\max}}, the y-intercept is 1Vmax⁡\frac{1}{V_{\max}}, and the x-intercept is −1Km-\frac{1}{K_m}.

<p>The linearized double-reciprocal form of the Michaelis-Menten equation: $$\frac{1}{v_0} = \left(\frac{K_m}{V_{\max}}\right)\frac{1}{[S]} + \frac{1}{V_{\max}}$$, where the slope equals $$\frac{K_m}{V_{\max}}$$, the y-intercept is $$\frac{1}{V_{\max}}$$, and the x-intercept is $$-\frac{1}{K_m}$$.</p>
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Ordered sequential reaction

A bisubstrate mechanism where all substrates bind to the enzyme in a strictly mandatory sequence to yield a ternary complex before any products are released in a specific sequence.

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Random sequential reaction

A bisubstrate mechanism where substrates can bind in any order to form the central ternary complex before products depart.

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<p>Ping-pong reaction</p>

Ping-pong reaction

A bisubstrate kinetic mechanism where the first substrate (AA) binds and yields the first product (PP), leaving behind a modified enzyme form (FF) that subsequently binds substrate BB to generate product QQ and regenerate free enzyme EE.

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Irreversible inhibitors

Inhibitors (also termed inactivators) that permanently abolish enzymatic activity, often by forming covalent bonds or destroying essential functional groups in the active site.

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Inhibitor dissociation constant (KiK_i)

The equilibrium dissociation constant reflecting the binding affinity between free enzyme and a reversible inhibitor: Kd=Ki=[E][I][EI]K_d = K_i = \frac{[E][I]}{[EI]}.

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Classical competitive inhibition

A form of reversible inhibition where the substrate (SS) and inhibitor (II) directly compete for binding to the same active site on the enzyme.

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Nonclassical competitive inhibition

A form of inhibition where the inhibitor binds to a separate site on the enzyme, inducing a conformational change that prevents substrate binding at the active site, and vice versa.

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Uncompetitive inhibition

A reversible inhibition mode where inhibitor (II) binds exclusively to the preformed enzyme-substrate (ESES) complex, halting catalytic production of product.

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<p>Noncompetitive inhibition</p>

Noncompetitive inhibition

A reversible inhibition mode where inhibitor (II) binds equally to free enzyme (EE) or the enzyme-substrate complex (ESES); substrate can still bind the EIEI complex, but turnover to product is blocked.

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Competitive inhibition kinetics

Kinetic profile where Vmax⁡V_{\max} remains unchanged because excess substrate can outcompete the inhibitor, while the apparent Michaelis constant increases (Kmapp>KmK_m^{\text{app}} > K_m), pivoting Lineweaver-Burk plots at the y-intercept.

<p>Kinetic profile where $$V_{\max}$$ remains unchanged because excess substrate can outcompete the inhibitor, while the apparent Michaelis constant increases ($$K_m^{\text{app}} > K_m$$), pivoting Lineweaver-Burk plots at the y-intercept.</p>
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Product inhibition

A regulatory mechanism belonging to competitive inhibition where the enzymatic reaction product (PP) binds to the enzyme active site and turns off further turnover.

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Transition state analog

A competitive inhibitor engineered to structurally mimic the transition state geometry of a reaction, binding to the active site with extremely high affinity to hijack the enzyme.