Michaelis Menton Flashcards
Michaelis menton
v = Vmax S / Km + S
Km and how this affects michaelis menton
Km lower than S, then Vmax is reached
Km higher than S, linearly dependent on S (no S at bottom of equation)
Rate units of association and dissociation constant
M-1
M
K’m
Km x (1+[I] / Ki)
Competitive inhibitors
Changes Vmax and Km
v = Vmax S
K’m + S
Non competitive inhibitors
v = Vmax’ S
Km + S
Where Vmax’ is Vmax/Km’
Burst amplitude
E X (k’1 / k1 + k2)2
Burst rate constant
k’1 + k2
k’1 is k1 [S]
kobs from a Fl graph
kobs = ln2/ t1/2
For first order this is just log
One step ligand binding
Plot
kobs = L X k+1 + k-1 (if not reversible this is only dependent on L)
Slope k+1 intercept k-1
Two step ligand binding
Fast slow
Slow fast
Plot
kobs = K1k2L/K1+L (+k-2)
kobs = k+1 + k-1 x (1 + L/K1)
Intercept k-2
Half Vmax = 1/K1
Mass spec equations
m/z = MW + NH+
n
For the second peak (smaller) all the n’s are plus 1
n = Small -1 / big - small
Time of flight equation
m/z = 2Vt2 / L2
T = m/2zv ^ 1/2 X d
Quantum yield
Excited that fluorescence
Total number of excited
Energy transfer efficiency
Ro6 / Ro6 + R6