Zero-Order Process

The rate of a zero-order process is constant regardless of the amount of the drug involved in the process.

The rate of change of the amount of the drug (A) involved in a zero-order process:

dA

dt
= -K0

Where K0 is the zero-order rate constant.

For example:

If you have $100 and you decided to spend $10/day

This is a zero-order spending. The rate of spending is constant regardless of the amount of money remaining.

Notice that in 10 days you will spend all the money you have.

Integration of the equation above yields:

A = A0 - K0t

This is the equation for the amount of the drug (A) at any time t, if the zero-order rate constant for the process is K0 and the initial amount of the drug is A0.


A plot of A versus t on a rectangular graph paper yields a straight line. The Y-intercept is equal to A0 , and the slope is -K0.

Slope = -K0
A0
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