kinetics exam 2- IV Infusion Flashcards

1
Q

Intravenous Infusion: Cp Changes Over Time

A

administer a dose

the concentration starts at zero and increases as the infusion rate > elimination rate

the line hits a plateau as the infusion rate = elimination rate

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2
Q

Drugs Following A One- Compartment Model

A

Infusion is typically a zero-order process

  • For most drugs, elimination is first-order
  • The rate of change of the amount of drug in the
    body

where R = the infusion rate; DB = amount of the
drug in the body

  • Since DB = CpVD, following integration, the
    equation becomes:
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3
Q

Drugs Following A One-Compartment Model: The Steady State

A
  • At infinite time, t= infinity and (1–e-kt) = 1

this represents the steady or plateau phase ie the plasma level at steady state
Css = R/Cl

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4
Q

Drugs Following A One-Compartment Model: The Steady State II

A

The equation may also be arrived at using the fundamental fact that at steady state,
*
the Ratein = Rateout
i.e. Css is directly related to R and inversely related to the clearance (Cl) and the apparent volume of distribution (VD).

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5
Q

Drugs Following A One-Compartment Model: The Steady State III

A

It takes an infinite amount of time to reach the true steady state i.e. the graph is asymptotic

  • The number of half lives required to reach 90%, 95% and 99% of steady-state are 3.32, 4.32 and 6.65 respectively
  • NB: An increase in the infusion rate will increase the Css, but will have no effect on the time needed to get there.
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6
Q

Drugs Following A One-Compartment Model: Calculating Patient t1/2

A
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7
Q

Drugs Following A One-Compartment Model: Simultaneous Loading Dose and IV Infusion

A

when the loading dose and the IV infusion are added together, the line reaches the concentration at steady state

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8
Q

Drugs Following A One-Compartment Model: Clearance

A

The time needed to reach a steady state is inversely related to clearance, given a constant apparent volume of distribution

  • This is important in patients with different renal functions and therefore different Cls
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9
Q

Drugs Following A Two-Compartment Model:

A

This is the case for many drugs administered by i.v. infusion

  • Requires distribution and equilibration before Css is attained
  • At Css, drug levels in the tissue compartment remains the same
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10
Q
A
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