Description

For most enzyme-catalyzed reactions, the velocity of the reaction varies with the substrate concentration. The Michaelis-Menten equation describes the change in reaction velocity as the substrate concentration changes.


 

velocity for an enzyme-catalyzed reaction =

= ((maximum velocity) * (substrate concentration)) / ((Km) + (substrate concentration))

 

where:

• The maximum velocity (Vmax) is the plateau reaction velocity reached as the substrate concentration increases.

• Km is the substrate concentration at which the velocity for the reaction is half of the maximum velocity.

 

This can be rearranged to give the substrate concentration for a given velocity:

 

substrate concentration =

= ((velocity) * (Km)) / ((maximum velocity) - (velocity))

 

Expressing the activity of an enzyme:

• A common measure for enzyme activity is the "unit"of enzyme activity, which is the amount of enzyme which catalyzes the conversion of 1 µmol of substrate per minute under a defined environment of temperature, pH and other factors.

• The katal is a unit recommended by the International Union of Biochemistry and is the amount of enzyme that will convert 1 mole of substrate per second under a defined environment.

• One unit of enzyme activity is equivalent to 16.67 nanokatal (nkat).

 


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