Description

With repeated administration of a drug, the amount of drug in the body will accumulate if the elimination of the previous dose is incomplete when the next dose is given. Each subsequent dose will result in greater amounts of the drug in the body until a plateau, or steady state, is reached.


 

At steady state:

 

(drug intake per unit time) = (drug elimination per unit time)

 

For all drugs with first order kinetics, the time required to accumulate to steady state levels can be predicted from the half-life. If only maintenance doses are given, without loading dose, then plasma levels will reach 90% of the steady state levels at the end of 4 half-lives. This can be better described as:

 

accumulation index =

= (1 / (1 - (EXP((-1) * (elimination rate constant) * (dosing interval)))))

 

where:

• The elimination rate constant = 0.693 / (half-life)

 

The plasma level of drug at steady state (after 3-4 half-lives) is independent of the loading dose. It is determined by the maintenance dose. A loading dose just allows the steady state level to be reached sooner.

 

The maximum and minimum plasma concentrations at steady state include the accumulation index.

 


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