Pharmacokinetics Flashcards

1
Q

What are the equations for clearance?

A

Cl = Dose/AUC (AUC of a concentration/time graph of an IV bolus dose)

Cl = Q x ER

Cl = Vd x K

Cl = Vd/t (t = time constant)

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2
Q

What are the equations for rate of elimination?

A

Relim = Concentration x Clearance

Relim = VD x K

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3
Q

Volume of distribution

A

VD = Dose / Co

Where Co is the concentration at time 0

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4
Q

What is the equation to find the loading dose for a single compartment model?

A

Loading dose = VD x C

where VD is volume of distribution and C is desired plasma concentration

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5
Q

What is the equation for the infusion rate required for a single compartment model?

A

Rate inf = C x CL

Where C = concentration and CL is the clearance

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6
Q

What are the equations for the time constant?

A

t = 1 / K

t = VD/Cl

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7
Q

What is the equation for Half life for a zero order reaction?

A

T 1/2 = Co/2K

Where Co is the concentration at time 0 and K is the rate constant of elimination

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8
Q

What are the equations for half life for first order reactions?

A

t1/2 = 0.693/K

t1/2 = 0.693T
or
t1/2 = 0.693(VD/CL)

Where T = time constant

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9
Q

Define volume of distribution

A

The apparent volume into which a drug disperses to explain the observed plasma concentration at time t=0.

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10
Q

Define time constant

A

The time it takes plasma concentration to fall to 1/e of its current value (37% of its current value)
OR
The time it would have taken the plasma concentration to fall to zero had the initial rate of decline continued.

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11
Q

Define half life

A

The time it takes for plasma concentration to fall to half of its current value
t1/2 = ln2.T
(T = time constant)

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12
Q

Define the rate constant for elimination

A

The inverse of the time constant

The fractional volume eliminated in unit time

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13
Q

Define clearance

A

The volume of blood from which drug is completely removed per unit time.
The product of volume of distribution and rate constant for elimination (Vd x K)
The ratio of volume of distribution to time constant (Vd/T)

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