Enzyme catalysed reactions Flashcards
What are the two models of substrate-enzyme interaction?
Lock and key
Induced fit
Briefly explain the lock and key model?
- Active site has rigid shape
- Only substrates with matching shape can fit
- Substrate is a key that fits the lock of the active site
Briefly explain the induced fit model
- Substate enters the active sit of enzyme
- Enzyme slightly changes shape as the substrate binds
- Complex forms and products released
-Binding of substrate conduces modification of active site allowing the complex to form
How does substrate (reactant) concentration affect rate of reaction in enzyme catalysed reactions?
-Increased substrate conc. increases reaction rate to a maximum velocity and no further as enzyme becomes saturated
(at constant enzyme conc.)
What is the Michaelis-Menten equation and what is it used for?
-dCs/dt = -rs = (Vmax*Cs)/ (Km + Cs)
-rs: volumetric rate of reaction
Cs: conc. of substrate
Vmax: max. rate of reaction at infinite substrate conc.
Km: = 1/2 Vmax, Michaelis constant for the substrate
Used when enzyme conc. is the limiting factor to represent the kinetics of enzyme reactions
What does a high Km show?
- Lots of substrate is needed to saturate the enzyme
- The enzyme has low affinity (attractive force) for the substrate
-The opposite is true for a low Km
What is the main feature of zero-order reactions, what is the Michaelis-Menten equation used?
-High substrate conc. Cs»>Km
: -rs ≈ Vmax
What is the main feature of first-order reactions, what is the Michaelis-Menten equation used?
-Low substrate conc. Km»>Cs
: -rs ≈ (Vmax*Cs)/Km
What is Km when the substrate conc. is such that the reaction rate Is equal to one-half the maximum rate?
Km = Cs(1/2)
From: Vmax/2 = (Vmax*Cs(1/2))/ (Km + Cs(1/2))
What units does Km have?
M (molar->moldm^-3)
When do you need to integrate the Michaelis-Menten equation and what should the limits be?
-When substrate is being converted/its conc. is changing over a period of time as change isn’t constant
- On the left hand side, limits of new conc. (top) and original conc. (bottom)
- On the right hand side, limits of time