the inhibitor can bind to either E or ES. S & I do not bind to the same sites! [Figure 5.11a]
; and
.
Note that will have two inhibitor binding constants, they may be the same, as in the equation above, or could be different, leading to more complex behavior.
Plots for classic, simple situation: [Figure 5.11b]


In uncompetitive inhibition the inhibitor binds ONLY to the ES complex. [Figure 5.10] .For double reciprocal plots get parallel lines! This is not generally found for single substrate enzymes, but is found in multi-substrate systems. |
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Look at inhibition with multisubstrate enzyme: Note that in the Ping Pong and Ordered sequential mechanisms the enzyme forms before & after are the same and thus Q is a competitive inhibitor of A (that is A can displace Q) where as in the random sequential P & Q will be noncompetitive since neither can be disiplaced by substrate because of the different forms allowed by the random binding. Such inhibition differences can be used to distinguish between the different mechanisms.
Together these effects lead to the plot below where the rising leg is due to activation energy effects (increasing rate) and the falling leg is due to protein denaturation.

Papain: inflection at pH 4.2 for cys-25 and at pH 8.2 for his-159. [Figure 6.5]

Note that the two legs represent two pH titration curves (rotate the left leg 90 deg. then flip; rotate the right leg 90 deg. counter clockwise and you can see them), with pK's equal to 4.2 and 8.2 respectively. This is a typical example for an enzyme with titratable groups in the active site. Can also have non-symmetrical curves with only one group. And of course can have curves due to denaturation by titration of charged surface and interior side chains
We will look at catalysis in two types of systems:
Look at some examples of catalysis in model systems (organic chemistry) and how they might operate in enzymes. Recall, catalysts reduce the activation energy. [Figure 6.1, 6.2]
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© R. A. Paselk 2010;
Last modified 26 February 2013