Chapter 2: General Principles: Pharmacokinetics
Introduction
Clearance is especially important for insuring appropriate long-term drug dosing -- correct steady-state drug concentrations
Clearance of a given drug is usually constant over the therapeutic concentration range because:
Drug elimination systems are not saturated -- therefore the absolute rate of elimination is a linear function of the drug's plasma concentration.
Drug elimination is therefore usually a first-order kinetic process-- a constant fraction of the drug is eliminated per unit time.
Some drugs (e.g., ethanol) exhibit zero order kinetics -- a constant amount of drug is eliminated per unit time. {Clearance is variable}
Clearance: the drug's rate of elimination (by all routes) normalized to the concentration of drug C in some biological fluid:
CL = Rate of elimination / C
CL = Vd x kel where Vd = volume of distribution and kel is the elimination rate constant
CL = Vd x (0.693/t1/2) where 0.693 = ln2 and t1/2 is the drug elimination half-life
Clearance:
Volume per unit time (volume of fluid i.e. blood or plasma that would be completely freed of drug to account for the elimination)
May be defined as:
Blood clearance, CLb
Plasma clearance, CLp
Concentration of unbound or free drug, depending on the concentration measured (Cb, Cp or Cu)
Clearance is additive: a function of elimination by all participating organs such as liver or kidney:
CL systemic = CLrenal + CLhepatic + CLother
"Other" sites may include the lungs and other sites of drug metabolism (muscle, blood)
The two most important sites for drug elimination: kidneys and liver.
Renal clearance: clearance of unchanged drug and metabolites
Kidneys: most important organs for unchanged drug/drug metabolites elimination
Water-soluble compounds exhibit more efficient renal excretion compared to lipid soluble compounds (emphasizing the importance of metabolic conversion of lipid-soluble drugs to water-soluble metabolites)
Renal drug clearance is correlated with exogenous creatinine clearance or serum creatinine concentration
Factors in renal excretion:
Glomerular filtration-- important considerations:
Fraction of free drug (compared to protein-bound drug)--when a drug is bound to protein it is not filtered
Glomerular filtration rate
Tubular secretion (active process)-- important considerations:
Drug/metabolite selectivity
Passive tubular reabsorption-- important considerations:
Enhanced lipid solubility favors reabsorption {lipid-soluble agents more readily cross renal tubular epithelial cell membrane thus entering pericapillary fluid}
Example: thiopental (highly lipid-soluble): completely reabsorbed -- minimal unchanged drug excreted in urine
Renal tubular reabsorption rate influenced by:
pH
Rate of renal tubular urine flow
Weak acid or weak base drug/drug metabolite pKa compared to urinary pH
Hepatic clearance: drug elimination following metabolic transformation of the parent drug to metabolites
Since elimination is not "saturable", elimination is typically first order and directly proportional to drug concentration:
Rate of elimination = CL x C
Other factors affecting renal clearance:
Renal disease
Rates of filtration depend on:
Volume filtered in the glomerulus
Unbound drug concentration in plasma (plasma protein-bound drug is not filtered)
drug secretion rates:
Extent of drug-plasma protein binding
Carrier saturation
Drug transfer rates across tubular membranes
Rate of drug delivery to secretory sites
Changes in plasma protein concentration
Blood flow
Number of functional nephrons
Factors affecting hepatic clearance:
Drug delivery to hepatic elimination sites may be rate-limiting for certain drugs:
Also called flow dependent elimination: in this case most of the drug in the blood is eliminated on the first pass of the drug through the organ
Ahese drugs are termed "high-extraction"
Extent of plasma protein-bound drug
Elood flow (affects clearance on drugs with high extraction ratios).
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Changes in the intrinsic clearance (i.e. enzyme induction, hepatic disease: affects clearance of drugs with low extraction ratios): Examples --
Social factors:
Tobacco smoke induces some hepatic microsomal drug metabolizing enzyme isoforms (CYP1A1, CYP1A2, and possibly CYP2E1)
Chronic ethanol use induces CYP2E1
Dietary considerations:
Grapefruit juice contains chemicals that are potent inhibitors of CYP3A4 localized in the intestinal wall mucosa
Cruciferous vegetables such as brussels sprouts, cabbage, cauliflower and hydrocarbons present in charcoal-broiled meats can induce CYP1A2.
Calcium present in dairy products can chelate drugs including commonly used tetracyclines and fluoroquinone antibiotics.
Age: Neonates have reduced hepatic metabolism and renal excretion due to relative organ immaturity. On the other hand, elderly patients exhibit differences in absorption, hepatic metabolism, renal clearance and volume of distribution.
Genetic Factors:
Genetic polymorphism affecting CYP2D6, CYP2C19, CYP2A6, CYP2C9, and N-acetyltransferase result in significant inter-individual differences in drug-metabolizing abilities (the drug of course must be a substrate for one of the above cytochrome P450 isoforms)
Certain genetic polymorphisms are associated with ethic groups.
For instance, 5%-10% of Caucasians are poor metabolizers of CYP2D6 substrates.
By contrast, the frequency in Asian populations is about 1%-2%. On the other hand, the incidence of poor metabolizers of CYP2C19 drugs is about 20% in Asian populations, but only about 4% in Caucasian populations.
Definition: genetic polymorphism -- "Genetic polymorphism is a type of variation in which individuals was sharply distinct qualities co-exist as normal members of the population" Ford, 1940.
Cytochrome P450 isoform naming conventions:
Review -- drug biotransformation usually involves two phases, phase I & phase II.
Phase I reactions are classified typically as oxidations, reductions, or hydrolysis of the parent drug. Following phase I reactions, the metabolites are typically more polar (hydrophilic) which increases the likelihood of their excretion by the kidney. Phase I metabolic products may be further metabolized
Phase II reactions often use phase I metabolites can catalyze the addition of other groups, e.g. acetate, glucuronate, sulfate or glycine to the polar groups present on the intermediate. Following phase II reactions, the resultant metabolite is typically more readily excreted.
Most phase I reactions are catalyzed by the cytochrome P450 system (CYP).
This superfamily consists of heme-containing isoenzymes which are mainly localized in hepatocytes, specifically within the membranes of the smooth endoplasmic reticulum.
The primary extrahepatic site containing CYP isoforms would be enterocytes of the small intestine.
The gene family name is specified by an Arabic numeral, e.g. CYP3 > 40% of sequence homology characterize CYP isoforms within a family.
CYP families are subdivided into subfamilies designated by an upper case letter, it e.g. CYP3A .
Gene numbers of individual enzymes are noted by a second Arabic numeral following the subfamily letter, e.g. CYP3A4.
CYP isoforms not only metabolize many endogenous substances including prostaglandins, lipids, fatty acids, and steroid hormones but also metabolize (detoxify) exogenous substances including drugs
Major CYP isoforms responsible for drug metabolism include: CYP3A4, CYP2D6, CYP2C9, CYP2C19, CYP1A2, CYP2E1 in in certain cases CYP2A6 and CYP2D6
Important enzymes for phase II reactions include glutathione-S-transferases, UDP-glucuronosyl transferases, sulfotransferases, N-acetyltransferases, methyltransferases and acyltransferases.
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Capacity-limited elimination (zero-order):
Drug examples: ethanol, aspirin.
Capacity-limited elimination:
Saturable, dose-or concentration-dependent
Nonlinear
Michaelis-Menten elimination
If blood flow to the organ does not limit elimination, the relationship between the elimination rate and drug concentration,C, is:
Rate of elimination = Vmax · C / (Km + C)
the form of this equation is very similar to the Michaelis-Menten description of enzyme kinetics. Here, however:
Vmax refers to maximum elimination capacity
Km is the drug concentration at which the rate of elimination is 50% of Vmax.
As expected from the rectangular-hyperbolic shape of the curve, at high drug concentrations (compared to the Km), dependency of elimination rate on drug concentration decreases significantly, approximating zero order behavior. see below:
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Holford, N. H.G. and Benet, L.Z. Pharmacokinetics and Pharmacodynamics: Dose Selection and the Time Course of Drug Action, in Basic and Clinical Pharmacology, (Katzung, B. G., ed) Appleton-Lange, 1998, pp 34-49.
Benet, Leslie Z, Kroetz, Deanna L. and Sheiner, Lewis B The Dynamics of Drug Absorption, Distribution and Elimination. In, Goodman and Gillman's The Pharmacologial Basis of Therapeutics,(Hardman, J.G, Limbird, L.E, Molinoff, P.B., Ruddon, R.W, and Gilman, A.G.,eds) The McGraw-Hill Companies, Inc.,1996, pp. 3-27
Stoelting, R.K., "Pharmacokinetics and Pharmacodynamics of Injected and Inhaled Drugs", in Pharmacology and Physiology in Anesthetic Practice, Lippincott-Raven Publishers, 1999, 1-17.
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Introduction
Half-life: (t1/2) -- time required to decrease the amount of drug in body by 1/2 during elimination (or during a constant infusion).
Assumption:
Single body compartment size = volume of distribution (Vd)
Blood or plasma considered in equilibrium with total volume of distribution
t1/2 = (0.693 · Vd)/CL
t1/2 = (0.693)/kel
0.693 equals the natural logarithm of two. {Since drug elimination is an exponential process, the time required for a twofold decreased is proportional to ln(2)}.
kel = km + kex; where the elimination rate, kel ,constant is the sum of the rate constants due to metabolism, km , and excretion,kex.
Factors affecting t1/2:
Disease states-- affects volume of distribution and clearance
Example 1: a patient with chronic renal failure--
Decreased digoxin (Lanoxin, Lanoxicaps) renal clearance
Decreased Vd due to decreased renal and skeletal muscle mass (decreased digoxin tissue binding)
Resultant increase in digoxin half-life less than expected based on renal function change
Example 2: half-life of diazepam (Valium) increases with age --
Clearance does not change
Volume of distribution changes
Example 3: half-life changes secondary to changes in plasma protein binding.
Patients with acute viral hepatitis: half-life of Tolbutamide (Orinase) decreases (opposite of expected?)
Acute viral hepatitis alters plasma and tissue drug-protein binding; the disease does not change volume of distribution but increases total clearance because more free drug (not bound to protein) is present.
Elimination halftime and anesthesia:
Elimination halftime is important in estimating recovery from anesthetic drug administration.
In the case of IV administered agents, an inconsistency between the elimination halftimes following a single, bolus injection compared to continuous IV infusion, has resulted in the development of an idea of referred to as "context-sensitive or dependent" halftimes.
The definition of "context-sensitive" halftimes is the length of time required for the drug plasma concentration to fall 50% after continuous infusion
For IV anesthetic drug pharmacokinetics, special problems exist because those significant differences in individual drug requirements (up to 2-5 times) as a result of dose-plasma and plasma-effect relationships
By contrast to the above special problems associated with IV anesthetic drug pharmacokinetics and variation between drugs, a similar problem does not exist for the volatile agents were drug-effect relationships appear more predictable.
Half-life:
Useful in estimating time to steady-state: approximately 4 half-lives are required to reach about 94% of a new steady-state
Useful in estimating time required for drug removal from the body
Means for estimation of appropriate dosing interval
With repeating drug doses, the drug will accumulate in the body until dosing ceases.
Practically: accumulation will be observed if the dosing interval is less than 4 half-lives.
Accumulation: inversely proportional to the fraction of the dose lost in each dosing interval
Accumulation factor = 1/Fraction lost in one dosing interval = 1/(1 - fraction remaining)
For example, the accumulation factor for a drug given once every half-life: 1/0.5 equals 2.
Stoelting, R.K., "Pharmacokinetics and Pharmacodynamics of Injected and Inhaled Drugs", in Pharmacology and Physiology in Anesthetic Practice, Lippincott-Raven Publishers, 1999, 1-17.
Dolin, S. J. "Drugs and pharmacology" in Total Intravenous Anesthesia, pp. 13-35 (Nicholas L. Padfield, ed), Butterworth Heinemann, Oxford, 2000