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Foundation-II Module — 3rd Year MBBS
AIM CONCEPT INTEGRATION
3rd Year MBBS
Foundation Module
Pharmacology

Drug Excretion, Dosage Regimens and Pharmacokinetic Principles

Connect drug removal, clearance, maintenance dosing, half-life, steady state and elimination kinetics for rapid KMU revision.

1. THE TOPIC IN ONE CONNECTED FLOW

Drug concentration in the body depends on the balance between drug input and drug removal. Clearance describes how efficiently elimination occurs, while clearance together with volume of distribution determines half-life. These relationships then determine maintenance dosing, accumulation and the time required to approach steady state.

Drug in Body
Distributed drug available for removal
Elimination
Metabolism + excretion
Clearance
Efficiency of drug removal
Plasma Half-Life
Depends on Vd and clearance
Repeated Dosing
Drug progressively accumulates
Steady State
Drug input = drug elimination
Maintenance dose

replaces the amount removed by clearance

helps maintain the desired steady-state concentration.

2. KEY CLINICAL CONNECTIONS

Reduced Clearance

Renal function falls

drug removal decreases

half-life may increase

repeated doses accumulate

steady-state concentration rises if dosing is unchanged.
Half-Life and Steady State

Longer half-life

slower accumulation

longer time to approach steady state

slower response after changing the maintenance regimen.
Capacity-Limited Elimination

Elimination pathway becomes saturated

constant amount is removed per unit time

small dose increase may produce a disproportionate rise in concentration, as with phenytoin at higher concentrations.

3. AIM HIGH-YIELD INTEGRATION REVIEW

Excretion physically removes drug or metabolites

elimination includes metabolism plus excretion

clearance expresses the efficiency of this removal.
Kidney

glomerular filtration + tubular secretion − tubular reabsorption

final urinary drug excretion.
⭐ Clearance decreases

drug remains longer

half-life and accumulation tend to increase when other factors are unchanged.
Maintenance dosing rate

target concentration × clearance ÷ bioavailability

greater clearance requires greater replacement dosing.
Young’s and Dilling’s formulae

use age

Clark’s formula

uses body weight in pounds.
⭐ t½ = 0.693 × Vd ÷ clearance

larger Vd prolongs half-life

greater clearance shortens it.
First-order kinetics

constant fraction removed

relatively constant half-life

predictable approach to steady state over about 4–5 half-lives.
AIM Exam Trap:
First-order

constant fraction eliminated;
zero-order

constant amount eliminated. Do not interchange these two descriptions.
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