Geeves 1 Flashcards
Specific activity
Activity per mg of protein
This is the activity of one enzyme unit
Proof enzymes were proteins
Sumner 1962- discovered that Jack beans used urea
Managed to separate Jack bean urease from samples by size, charge ph etc.
Showed that there is a reaction Urea + H2O -> CO2 + NH3
Enzyme acceleration
Accelerate by 2 fold to 10^17 fold
Lower activation energy
Acceleration is the same in both directions- cannot alter eqm
Simple transition state theory
Catalyst lowers the activation energy without changing eqm
Energy to break depends on length, angle and neighbour
TS exists for a bond vibration (10s)
Transmission coefficient- between 0-1 determines the outcome either S or P once TS is reached
Total activity
u moles of S->P per minute
The activity of the all of the enzymes in a sample
Arrhenius equation
Rate (k) = Ae -Ea/RT
Where A is the probability factor, e is natural log, Ea is the activation energy, R is the gas constant 8.314 J/mol and T is temp
Dialysis for ligand binding
Semi permeable membrane, chambers filled with ligand
Protein added to one side
Ligand diffuses to equilibrate free ligand
Actin tropomyosin sedimentation
Proteins binding to actin will sediment with it
Run the supernatsnt and pellet on gels
The actin will then separate from the tropomyosin
The band intensities correspond to conc so can be used for Kd
The steady state assumption
Assumes that the ES concentration is constant
Must be small compared to the rate of change of S or P
The 4 key points of MM
3 assumptions of MM
Curve
How Km and S
Initial rates- S is constant, P is 0
Steady state- ES constant
Total E is fixed
Curve saturates gradually
If Km is lower than the S in the cell then it is S independent
If S is low than Km, then half Vmax will never be reached, and there will be a linear line (v= Vmax[S]/Km)
Catalytic efficiency
The equation for max rate
Vmax/Km or kcat/Km
The upper limit is k1, where ES would instantly form E and P
v = Vmax X S
K + S
Km and the EQ constant
Km = k2 + k-1
k1
Or
K1/ (1+K2)
Enzymes are more than simple catalysts
7
Specific Control flux Signals Protecting labile substrates Energy economy of the cell Part of the information pathway Are proteins
The lock and key model
Binding site designed to match substrate
Does not explain how TS lowered
But maybe if it matched the TS and introduced strain
Replaced by induced fit model
Ordered substrate binding
Both substrates then both products
Lactate + NAD -> Pyruvate + NADH
Ping pong model
ATP + creatine -> ADP + phosphocreatine
Serine proteases
Chymotrypsin
His-Asp-Ser catalytic triad
Specificity pocket allows greater surface area for binding. Backbone amides or positive charges.
Oxyanion hole- stabilises transition state, negative charge on oxygen or alkoxide (O of alcohol)
The lock and key model
Binding site designed to match substrate
Does not explain how TS lowered
But maybe if it matched the TS and introduced strain
Replaced by induced fit model
Ordered substrate binding
Both substrates then both products
Lactate + NAD -> Pyruvate + NADH
Ping pong model
ATP + creatine -> ADP + phosphocreatine
Serine proteases
Chymotrypsin
His-Asp-Ser catalytic triad
Specificity pocket allows greater surface area for binding. Backbone amides or positive charges.
Oxyanion hole- stabilises transition state, negative charge on oxygen or alkoxide (O of alcohol)
Limits on enzyme specificity
Discriminate similar size substrates
E.g. Aminoacyl tRNA synthetase
even though Val and Thr are a similar shape, the Val tRNA is 200x more selective as it has an additional OH in the binding site
Induced fit model
Replaced lock and key
Preformed site but coalesces around substrate
Substrate induces conformational change
Protein is dynamic
Enzymes stresses and strains the substrate to destabilise it
Diffusion limited collisions
Equation
E/t = k [E] [S]
Where S is constant
The binding site only represent about 1% of the protein, so 1% of k