Chapter 14
Multiple IV Bolus Dose Administration
return to the Course index
previous | next
Multiple Dose
Aspirin given for a headache may be given as a single administration, whereas
aspirin for arthritis will be given as a multiple dose. Antibiotics are usually
given as a multiple dose regimen to produce and maintain effective plasma
concentration. In fact, many drugs are given this way; anti-hypertensives,
anti-epileptics etc.
Multiple dose administration is a very common method of drug administration. Up to this point we can calculate the drug concentration in plasma at any time after a single dose. We will continue now by looking at the equations for multiple dose administration.
Multiple IV Bolus
After a single dose administration we assume that there is no drug in the body
before the drug is given and that no more is going to be administered.
However, in the case of multiple dose administration we are expected to give
second and subsequent doses before the drug is completely eliminated. Thus
ACCUMULATION of the drug should be considered. On repeated drug
administration the plasma concentration will be repeated for each dose interval
giving a PLATEAU or STEADY STATE with the plasma concentration
fluctuating between a minimum and maximum value.
We have already looked at the shape of the plasma concentration versus time curve following a single intravenous administration. If we assume instantaneous mixing we start off with an initial concentration, Cp0, calculated as Dose/V and then we have a fall in concentration with time controlled by the elimination rate constant.
Independent Doses
Figure 14.3.1 Drug Concentration after Two Independent IV Bolus Doses
If the doses are given far enough apart then the concentration will have fallen to approximately zero before the next dose. There will then be no accumulation of drug in the body.
return to the Course index
This page was last modified: Sunday, 28th Jul 2024 at 4:59 pm
Privacy Statement - 25 May 2018
Material on this website should be used for Educational or Self-Study Purposes Only
Copyright © 2001 - 2025 David W. A. Bourne (david@boomer.org)
 | Pharmacy Math Part Two A selection of Pharmacy Math Problems |
 |