Enzymes Part 2 (Kinetics) Flashcards
Endergonic Reaction
- ΔG > 0
- Non-spontaneous; requires input of energy
- Products have higher free energy than the reactants
Exergonic Reaction
- ΔG < 0
- Spontaneous
How can an endergonic reaction be driven to move forward?
By coupling it with an exergonic (favorable) reaction
Main molecule utilized in enzyme coupled reactions:
ATP
- adenine (nitrogenous base)
- ribose (5 carbon sugar)
- three phosphate groups
- -3.5 total charge
ATP has a high energy phosphate bond. Removal of 1 phosphate group leads to ADP and gives off a considerable amount of energy.
What type of reaction occurs and how much energy is given off?
- hydrolysis (a phosphate bond is cleaved)
- ΔG = -30.5 kJ/mol
ATP + H2O → ADP + Pi
ΔG =
-30.5 kJ/mol
ADP + Pi → ATP
ΔG =
+30.5 kJ/mol
What is the molecular basis for the large amount of energy given of by the conversion of
ATP + H2O → ADP + Pi
- Electrostatic repulsion between the three phosphates destabilizes ATP molecule.
- ATP has -3.5 charge
- ADP has -2.5 charge
- After hydrolysis, an individual phosphate can be stabilized by resonance stabilization, which makes it more stable than its form in ATP.
Equilibrium is a state of:
maximum stability
A process is spontaneous and can perform work only when it is:
moving toward equilibrium
Reaction velocity versus [E]:
- more enzyme = faster rate.
- linear correlation
- substrate has more enzyme to bind to, increases [ES], increases product formation.
Reaction velocity versus [S]:
- rate increases asymptomatically with increasing [S]
- Velocity initially increases linearly, but then stabilizes and becomes constant when all enzyme active sites are saturated.
If you want to increase Vmax, you need to increase:
[E]
E + S ⇔ ES ⇒ E + P
What is Km?
- Michaelis Constant
- Conversion of E + S ⇔ ES
- reflects affinity for a substrate to an enzyme
- Km = [S] at ½Vmax
E + S ⇔ ES ⇒ E + P
What is Kcat?
- Rate of ES ⇒ E + P
- (Kcat)([E]) = Vmax
(Kcat)([E]) =
Vmax
Michaelis Menten Equation
- v = initial velocity at a given [S]
½Vmax =
Km