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Absorption
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Routes of
Administration
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First-Pass Effect
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Pulmonary
Effects
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Pharmacokinetics
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Drug
Metabolism
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Introduction
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Phase
I and Phase II Reaction Overview:
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Phase
I characteristics
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Phase
II characteristics
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Conjugates
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Principal
organs for biotransformation
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Bioavailability
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Microsomal
Mixed Function Oxidase System and Phase I Reactions
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Phase II Reactions
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Individual
Variation in Drug Responses
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Genetic
Factors in Biotransformation
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Effects
of Age on Drug Responses
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Drug-Drug
Interactions
Pharmacokinetics
and some IV Anesthetics Agents
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Barbiturates
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Benzodiazepines
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Ketamine
and Etomidate
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Propofol
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Opioids
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Absorption
Principles:
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I. Aqueous diffusion
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Within large aqueous components
(e.g.,interstitial space, cytosol)
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Across epithelial
membrane tight junctions
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Across endothelial
blood vessel lining
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Driving force: drug
concentration gradient (described by Fick's Law ).
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The driving force represents a
tendency for molecules to move in the direction of
higher concentration to lower concentration in accord
with random molecular motion. A traditional way of
thinking about this is to imagine a fluid-filled
container which is two sections divided by an
imaginary plane. The solution on one side is
more concentrated in terms of some dissolved substance
that is the solution on the other side of the boundary
plane.
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Recall that the molecules move
randomly, suggesting that sometimes a molecule
initially in the "low concentration" section
can move to the "high concentration"
section. However, on balance. It is more
likely that based on probability molecules will tend
to move from the higher concentrations side to the
lower concentrations side. Suppose that
initially there are 2,000 molecules on side A and
1,000 molecules on side B. After a while we look again
and find that there now are 1750 molecules on side A
and 1250 molecules on side B-- a new ratio is been
established, but the process continues until the ratio
is approximately 1:1.
Fick's Law
- Fick's Law describes passive
movement molecules down its concentration
gradient.
- Flux (J)
(molecules per unit
time) = (C1 -
C2) · (Area ·Permeability coefficient) / Thickness
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where C1
is the higher concentration and C2
is the lower concentration
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area = area across which diffusion
occurs
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permeability coefficient: drug
mobility in the diffusion path
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thickness: length of the diffusion
path
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| Katzung, B. G. Basic
Principles-Introduction , in Basic and Clinical
Pharmacology, (Katzung, B. G., ed) Appleton-Lange, 1998,
p 5. |
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Plasma protein-bound drugs
cannot permeate through aqueous pores
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Charged drugs will
be influenced by electric field
potentials {membrane potentials,
important in renal, trans-tubular
transport}
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