Oral Administration Flashcards

1
Q

First Order Administration Model

A

Ka - Rate of absorption (h^(-1))
K - rate of elimination (h^(-1))
X - Drug in body or in blood
Xa - Drug absorbable drug at action site

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2
Q

First Order Administration Rate Equations

A

dXa/dt = -Ka * Xa

dX/dt = KaXa - KX

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3
Q

Amount of drug @ time t…

A

X = [(ka * Dose)/V(ka-K)] * (e^(-Kt) - e^(-kat))

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4
Q

Concentration Equation

A

C = same equation of amount of drug at time t but F (bioavailability) is included (ka * F * Dose)

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5
Q

Extrapolation of…

A

Linear elimination phase (lnC v.s. time):
y-intercept: Ka * F * Dose/(V * (ka-K))
slope: -K

Absorption phase (lnC v.s. time):
slope: -Ka
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6
Q

Lag Time

A
  • Theoretically, intercepts of absorption and elimination lines should be equal, this rarely happens
  • Actual intersection = lag times
  • Indicates that absorption doesn’t start immediately after drug administration
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7
Q

Reasons for Delayed Absorption

A
  1. Slow tablet disintegration
  2. Slow and/or poor drug dissolution from dosage form
  3. Aggregation of drug particles reducing SA
  4. A delayed release formulation

Usually formulation problems

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8
Q

Physiology Problems with Absorption

A
  1. Slow gastric emptying time

2. Dosage form taken with food

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9
Q

Negative Lag Time

A
  • Absorption didn’t start before drug was administered
  • Usually indicates that absorption and elimination rate constants are very similar
  • More complex math models are employed to provide an accurate estimation of absorption rate constant
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10
Q

PK Parameters -Absorption

A
  • Absorption rate constant (Ka)
  • Relates overall rate of systemic drug absorption from an orally administration dosage form
  • May include many rate limiting processes - disintegration, dissolution, gastric emptying, etc.
  • May be zero (sustained release) or first order (immediate release, delayed release w=once release starts)
  • If ka is altered, AUC = same but the curve shape is different
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11
Q

PK Parameters - tmax

A

-Function of K and ka, NOT dose

tmax = [ln(ka/K)/(ka-K)] when dC/dt = 0

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12
Q

PK Parameters - Cmax

A

Cmax = [F * Dose/V] * e^(-Ktmax)

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