Rate constants: Zero and first order kinetics, Half-life, Volume of distribution, Clearance

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37 Terms

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Pharmacokinetics

the mathematical analysis of processes of ADME (described best by the rate by which the process proceeds)

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What are the 2 orders in pharmacokinetics? Which is most common?

- zero order and first order

- Greater than 95% of drugs follow first order

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Rate

refers to the speed a drug progresses through each ADME process

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Order

describes how the concentration of the drug influences the rate of ADME processes

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Rate constants (K)

specific values that represent the speed of each individual process under defined characteristics

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What is the difference between the rate and rate constant of a process?

While rate constant is a constant (does not change with time) and depends on the characteristics of the process, the rate may or may not be constant)

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For zero-order kinetics, is the rate of the process constant or changing?

rate is constant at all the time

- is the same as the zero-order rate constant

(DIFFERENT FROM HALF-LIFE, where half-times vary)

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In first-order kinetics, is the rate of the process constant or changing?

rate of process would change with time because A would change with time

(DIFFERENT FROM HALF-LIFE, where have times are the same)

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If Drug A is degraded to product B, how would the rate of forward reaction be expressed?

-dA/dt

(negative sign shows that the concentration of drug A decreases over time T)

<p>-dA/dt</p><p>(negative sign shows that the concentration of drug A decreases over time T)</p>
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As the reaction continues, the concentration of Drug B increases, how is the rate of the reaction expressed?

dB/dt

(positive sign shows that the concentration of drug B increases over time T)

<p>dB/dt</p><p>(positive sign shows that the concentration of drug B increases over time T)</p>
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What is K?

the proportionality constant, a rate constant

- units are h^-1

<p>the proportionality constant, a rate constant </p><p>- units are h^-1</p>
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What is n?

order of kinetics process (zero or first)

<p>order of kinetics process (zero or first)</p>
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If n=1, what is the order of reaction?

First-order

(2^1=2, A^1=A)

<p>First-order</p><p>(2^1=2, A^1=A)</p>
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If n=0, what is the order of reaction?

zero-order

(2^0=1, A^0=1)

<p>zero-order</p><p>(2^0=1, A^0=1)</p>
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In a first-order process, the rate is directly proportional to....

the concentration of drug undergoing reaction

(the greater the concentration, the faster the reaction)

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Why do first-order processes follow linear kinetics?

because of the proportionality between the rate of reaction and the concentration of drug

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First Order Kinetics Equation (2)

1. A = A0e^-kt

2. Cp = Cp0e^-kt

<p>1. A = A0e^-kt</p><p>2. Cp = Cp0e^-kt</p>
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First Order Kinetics Equation:

A = ?

A0 = ?

k = ?

t = ?

A = concentration of drug

A0 = initial dose of drug

k = rate constant

t = time

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Half-life (t½)

the time required for the concentration of a drug to decrease to half of its initial concentration

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Half-life (t½) formula first-order

t½ = 0.693/k

- units of t½=min,hour,day

- units of k= hour^-1 for 1st order

<p>t½ = 0.693/k</p><p>- units of t½=min,hour,day</p><p>- units of k= hour^-1 for 1st order</p>
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For first-order kinetics, is t½ constant or different?

t½ is constant regardless of the starting concentration [A]

(ex. the the half life is the same, half less each 2 hours)

<p>t½ is constant regardless of the starting concentration [A]</p><p>(ex. the the half life is the same, half less each 2 hours)</p>
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T/F: For a first-order process, the half-life DOES depend on [A] (conc. of drug)

FALSE

for first-order the half-life does NOT depend on [A]

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In zero-order processes, does the half-life depend on [A]?

Yes, it does depend on [A] (the initial concentration)

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For zero-order kinetics, is t½ constant or different?

it may be different

- it depends on the initial concentration from which decline is measured

(ex: in the graph, t½ is different)

<p>it may be different</p><p>- it depends on the initial concentration from which decline is measured</p><p>(ex: in the graph, t½ is different)</p>
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Equation to find K from time and concentration (to be plugged into half-life equation)

K = lnC1 - lnC2/t2-t1

C1 = first concentration

C2 = last concentration

t2 = last time

t1 = first time

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Are zero-order processes defined as one whose rate is dependent or independent of the concentration of drug?

INDEPENDENT of the concentration of drug

(rate cannot be increased by increasing the concentration)

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Half-life (t½) formula zero-order

t½ = 0.5[A]0/k

<p>t½ = 0.5[A]0/k</p>
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How to find K when only t½ is given

K=0.693/t½

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Volume of Distribution (VD)

described the extent to which a drug is distributed in body tissues relative to plasma

"fraction" of drug stays in blood, "fraction" resides in periphery

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Volume of Distribution (VD) formula

VD = D0/Cp0

D0 = initial drug amount

Cp0 = initial drug concentration

(in units of volume/weight: ml, L, or ml/kg, L/kg)

<p>VD = D0/Cp0</p><p>D0 = initial drug amount</p><p>Cp0 = initial drug concentration </p><p>(in units of volume/weight: ml, L, or ml/kg, L/kg)</p>
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Many drugs bind to plasma proteins such as....

albumin, a-1-acid glycoprotein, lipoprotein

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An increase in plasma protein binding will....

decrease the volume of distribution, vice versa

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Free (unbound) drug is considered an...

active 'species'

- crosses membranes easier

- binds to drug receptors easier

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Clearance (Cl)

the volume of blood fluid that is completely cleared from the drug per unit time

- efficiency of eliminating organs

- Units: volume/time (L/hr, mL/min), volume/time/weight (L/hr/kg)

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Clearance (Cl) formula

knowt flashcard image
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If a decrease in Cl occurs while Vd remains unchanged.... (3)

- slower overall rate of elimination

- concern of drug accumulation and toxicities

- may require dosage adjustments (ex. pts with hepatic and renal insufficiency, increase dosing interval)

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If an increase in Cl occurs while Vd remains unchanged... (2)

- faster overall rate of elimination

- may require dose/dose interval adjustments (increase dose or decrease dosing interval)