CC1 - How do cells do chemistry? Flashcards
How do enzymes speed up reaction?
- Stabilizing the transition state
- Orientation
- Covalent catalysis
- Cofactors
- Acid-base catalysis
What is the Burgi-Dunitz angle?
The perfect angle of attack of a nucleophile at a carbonyl center.
Define kcat.
(Catalytic turnover) The rate of product formation when the enzyme is saturated with substrate and therefore reflects the enzyme’s maximum rate.
What is a first order reaction?
Has a rate proportional to the concentration of one of the reactants. e.g., radioactive decay.
rate = k[A]
What is a second order reaction?
Has a rate proportional to the concentration of two reactants (or the square of a single reactant):
rate = k[A][B]
What is the specificity constant?
A measure of how efficiently an enzyme converts substrates into products:
kcat/Km
How can enzymes have rates quicker than the rate of diffusion?
- Electrostatic steering
- Reducing dimensionality of search
- Quantum tunnelling
How do enzymes compare to non-biological catalysts?
Enzymes:
- faster
- more diverse
- more specific
Non-bio:
- more stable
- cheaper
State the Michaelis-Menten equation.
v = Vmax.S
———–
Km + S
Describe a Lineweaver-Burke plot.
1 = Km . 1 + 1
– —– — —
v Vmax [S] Vmax
Plot: 1/v vs 1/[S]
Describe an Eadie-Hofstee plot.
v = Vmax - v
– ——– ——
[S] Km Km
Plot: v/[S] vs v
Describe a Hanes plot.
[S] = Km + [S]
—- —— —–
v Vmax Vmax
Plot: [S]/v vs [S]
Define kcat/Km.
kCAT/Km is a second-order rate constant that describes how efficiently an enzyme converts substrate into product
What is a Cleland diagram?
A notation for showing when substrates bind to an enzyme and products leave. This is especially useful for multi-substrate enzymes.
What are the 3 types of two-substrate reactions?
- Ordered - binding of two substrates in a specific order.
- Random - binding of two substrates in a random order.
- Ping-pong - one substrate binds, modifying the enzyme, before being released. This allows a second substrate to bind the modified enzyme, leading to the formation of a second product and restoration of the original enzyme.
What is the ternary complex constant?
Kab, describes the binding affinity and specificity of an enzyme for two substrates simultaneously.
State the ternary complex equations for ordered, random, and ping-pong mechanisms.
Ordered: Kab = Kd.Km, where Kd is from the first substrate to bind, and Km is from the second substrate to bind.
Random: Kab = K’a.Kb = K’b.Ka
Ping-pong: Kab = 0 i.e., there’s no ternary complex
How can you distinguish between ternary complexes and ping-pong mechanisms?
A LW-B plot of the two-substrate equation.
- If the slope is dependent on [B], it must be ternary.
- Ping-pong mechanisms don’t form ternary complexes, so the slopes will be independent of [B].
How can you distinguish between ordered and random binding mechanisms?
Product inhibition patterns.
- Random binding can have competitive inhibition by either product.
- Ordered binding can only have competitive inhibition by the first substrate and last product.
List methods to study enzymes and what they shows us.
Rapid mixing and analysis: pre-steady state kinetics and intermediates.
^^ with different ligands: structure
SDM: function of individual residues
Binding analysis: Kd for ligands
Isotopes: test rate-limiting steps
Single molecule studies: heterogeneity, small movements, rare events.
Inhibitors: identify key residues and therapeutics
Computationally: QM/MM
What is burst kinetics?
A type of pre-steady state kinetics where the reaction is initiated by the rapid addition of substrate, forming an enzyme-substrate complex (ES). During the burst phase, a large amount of product is formed in a short period of time, which is referred to as the “burst”. This is followed by a slower steady-state phase, where the rate of product formation is slower and more steady.
What is caged ATP and why is it useful?
A modified form of ATP that has a photolabile protecting group attached and is removed by light. The use of ‘caged’ ATP allows for precise control over the timing and location of ATP release, which is particularly useful for studying fast biological processes that require rapid ATP hydrolysis, such as muscle contraction and neuronal signaling.
What is QM/MM?
Quantum Mechanics/Molecular Mechanics
The quantum mechanics region is typically used to model the most chemically active parts of the system, such as the active site of an enzyme or a reaction center in a protein. The molecular mechanics region is used to model the less reactive regions, such as the solvent or protein matrix.