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Estimation of systemic clearance

Total clearance (Ch) can be derived as follows. From an earlier definition, we know that  [Pg.64]

The renal clearance of a drug may be determined by employing any of the following methods. [Pg.64]

Ku is the excretion rate constant (h ) and V is the apparent volume of distribution (e.g. mL, Lkg body weight). [Pg.64]

Equations 4.19 and 4.20 are equivalent since the product of percentage excreted in unchanged form multiplied by the dose administered (i.e. the numerator of the right-hand side of Eq. 4.20) provides the amount of drug excreted in unchanged form in urine at time infinity (XJ.., the numerator value of the right-hand side of Eq. 4.19). [Pg.64]

This relationship makes it relatively easy to determine the renal clearance (Clr) of any drug that is excreted, to some measurable extent, in unchanged form in the urine  [Pg.65]


The estimation of systemic clearance together with this value gives valuable information about the behaviour of a drug. High clearance drugs with values approaching hepatic blood flow will indicate hepatic extraction (metabolism) as a reason for low bioavailability. In contrast poor absorption will probably be the problem in low clearance drugs which show low bioavailabilities. [Pg.24]


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