Waller Pharmacokinetics Lecture Flashcards

1
Q

Therapeutic applications of pharmacokinetics

A

How long will toxic effects last after overdose?
What is the best dosing schedule for a drug with a low therapeutic index?
How much should doses be adjusted in the presence of renal failure?
What happens to drug concentrations when a patient skips a dose?

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2
Q

First order kinetic processes

A

Most common
Rate = [C]k

Half-life of the process is a function of “k” in Rate = [C]k
The rate of elimination changes as a function of [C], and because [C] is always declining, the rate is always getting slower

t 1/2 = .693/k

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3
Q

When is a first-order process complete?

A

clinically, in 4-5 half lives

most important factor is usually the elimination half-life

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4
Q

Zero order kinetic processes and an example

A

Rate = k
This means the rate is constant
Concentration of the drug is irrelevant
Encountered far less frequently than first-order
Famous example: alcohol –> constant rate of metabolism whether the person has a BAL of 0.03% or 0.3%

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5
Q

What causes zero-order elimination?

A

Metabolizing enzyme is saturated
Transporter is saturated
Capacity-limited elimination

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6
Q

Volume of distribution equation

A

Vd = amount of drug in body/ C

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7
Q

Clearance equations

A

CL = Vd x ke

CL- Vd x .693/ half-life

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8
Q

Half life equation

A

t 1/2 = .693 x V / CL

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9
Q

Volume of Distribution description

A

Volume of distribution relates the amount of drug (X) to the concentration in plasma
Apparent volume of fluid in which a drug would distribute
Calculate Vd at time 0
Apparent volume the drug would occupy if the entire dose were distributed instantly

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10
Q

what is the imporantce of Volume of distribution?

A

Although numbers are mythical, they have important uses:
Caution drugs with small Vd
Measure free + albumin-bound drug
Calculating plasma concentration for –
Loading doses
Multiple doses
The larger the Vd, the slower the rate of elimination

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11
Q

Clearance info

A

Measure of removal of drug from the body
Not a measure of amount of drug removed but indicates the volume of plasma or blood from which drug is completely removed in a given period

Useful for:
Calculating plateau concentration of drug
Understanding what happens when ke changes (e.g., renal failure)
Clearance of drug by several organs is additive
CLsystemic = CLkidney + CLliver + CLother

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12
Q

half life and its relationship to Vd and Clearance

A

Elimination rate, volume of distribution, and clearance relate to how fast a drug effect will terminate

Time course in the body depends on both volume of distribution and clearance

Clearance and volume of distribution are independent factors that determine k and t1/2

t 1/2 = .693 x V / CL

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13
Q

assumptions of the one-compartment model

A
Distribution is rapid
Distribution is equal
Absorption is first-order
Elimination is first-order
All kinetic parameters remain constant with time
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14
Q

Single Dose

A
Increasing or decreasing dose shifts the response curve
May modulate drug effect
May prolong drug effect
Not recommended (increased risk of adverse reactions)

Repeated doses should be given

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15
Q

Varied Absorption

A

Varied absorption rate

Varied extent of absorption
Bioavailability – fractional extent to which unchanged drug reaches site of action following administration by any route

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16
Q

Bioavailability and various routes

A

IV– 100% by def’n. Most rapid onset.

IM- large volumes often feasible, may be painful

Subcutaneous- smaller volumes than IM; may be painful

Oral- most convenient; first- pass effect may be important

Rectal - less first-pass effect than oral

Inhalation- often very rapid onset

transdermal- usually very slow absorption, used for lack of first-pass effect; prolonged duration of action

17
Q

Repeated Doses, Steady-State- conditions

A

Two conditions:

  1. Constant input, maintenance dose
    - Constant dose & dosing interval
    - —Drug A IV every 4 hours
    - —Drug B PO every 8 hours x3 weeks
  2. First-order elimination

Drug accumulates until steady-state is achieved

If two conditions not met, steady-state will not be reached

18
Q

steady-state: why does plateau occur?

A

First-order elimination is critical

Rate in > rate out –> level rises

If drug stopped or all drug has been absorbed
rate out > rate in –> level drops

If constant rate & first-order out
rate in = rate out –> no change in levels

19
Q

Drug concentration at steady-state

A

Direct function of amount of drug taken per unit of time
To increase steady-state concentrations:
Increase drug dose but maintain dosing interval
Keep the same dose but give it more frequently

20
Q

Greater dosing interval –> ?

A

produces greater peaks and valleys around the plateau
Continuous IV infusion vs. different dosing intervals
Is it realistic to say that we have reached steady-state when the concentration is only stable with a continuous infusion?
We use an average “elevation”

21
Q

Rates of absorption and the steady state

A

The more rapid the absorption, the greater the fluctuations around the plateau
Slowing the rate of absorption blunts the fluctuations

22
Q

Varied elimination and the steady state

A

Worry about slower than expected elimination
Steady-state changes in direct proportion to change in ke
Adjust the dose or dosing interval accordingly

23
Q

Loading Dose- guidance

A

When possible, start with maintenance dose
Safety: if toxic effects occur at concentrations below intended steady-state, dose can be adjusted

Life threatening problems require rapid attainment of steady-state. Use loading dose
Safety: even if loading dose must be used, avoid going directly for plateau if possible (e.g., use multiple loading doses)

24
Q

loading dose calculation

A

You know what plasma concentration needs to be attained [C]
If you know an approximate volume of distribution (Vd), a loading dose can be calculated from rearranging equation

Vd = amount of drug in body / C

(Loading) Dose = Vd[C]

Best to aim for low end of therapeutic window
When switching to maintenance dose, monitor patient carefully

25
Q

Predicting Steady-State Concentration

A

Necessary parameters:
Bioavailability (F) the fraction of each dose that reaches systemic circulation
Volume of distribution (Vd) the apparent volume in which a drug would distribute
Clearance (CL) measure of drug removal
The maintenance dose

Css = (F)(Dose Rate)(t1/2) / (0.693)(Vd)

26
Q

If maintenance dose changes by 25%

A

Css changes in direct proportion by 25%

27
Q

If elimination is impaired by 50% (t1/2 is twice as long)

A

Css is twice as high

28
Q

Compare the decimals: mcg, mg, mL, L

A

1 mcg = 1,000 ng
1 mg = 1,000 mcg
1 mg = 1,000,000 ng
1 L = 1000 mL