7B: Principles of Pharmacokinetics (PK) & Therapeutic Drug Monitoring for Antibiotics Flashcards

1
Q

Recall: What is Pharmacokinetics (PK)?

A
  • The science investigating relationships between the movement of a drug [& its metabolites] through the body & the process affecting it’
  • PK is about ‘What the body does to the drug’ whereas, PD might be defined as ‘What the drug does to the body’

PK describes the kinetic processes of a drug in the body

  • Absorption
  • Distribution
  • Metabolism
  • Excretion
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2
Q

Absorption

A
  • Process whereby the drug reaches systemic circulation from the site of drug administration
  • For the same agent, different routes of administration & formulation give arise different bioavailability & PK profiles
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3
Q

Distribution (V)

A
  • Distribution describes the reversible transfer of drug from the bloodstream to the various tissues (such as fat, muscle & brain tissue)
  • Each drug has a unique volume of distribution (V) – Unit L or L/kg
  • A high V reflects wide distribution to various organs/tissues, rather than stay in blood
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4
Q

Factors affecting drug distribution

A

Physiological / pathological factors:

  • Blood perfusion
  • Membrane permeability
  • Transporters
  • Special physiological barriers e.g. blood-brain barrier (BBB), blood-milk barrier
  • Bacterial infections, meningitis, encephalitis & sepsis could cause BBB dysfunction, resulting in higher permeability

Drug properties:

  • Lipid solubility (Log P)
  • pKa (ionisation state) (& the pHs on both sides of a bio-membrane)
  • Plasma protein binding
  • Tissue binding

Most drugs do not spread evenly throughout the body:

  • Water soluble drugs tend to stay within the blood & the fluid that surrounds cells (interstitial space)
  • Fat-soluble drugs end to concentrate in fatty tissues

Protein bound drug leaves the bloodstream slowly - only unbound drug is distributed to tissues

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5
Q

Examples of absorption

A
  • Gentamycin – water soluble (log P = -1.88) & distributes mainly into ECF, V = 15 L
  • Amoxicillin – log P = 0.87, V = 27 L (adults)
  • Vancomycin – water soluble (HCl salt), log P = -3.1, V = 30 L (0.4 – 1 L/kg)
  • Reference – Chloroquine (non-antibiotic) is highly lipophilic (log P = 4.5), distributes to fat tissues, V = 13,000 L
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6
Q

Clearance

A
  • ‘The volume of blood completely cleared of the drug per unit time’
  • Units are in terms of volume per time
  • Efficiency of irreversible elimination of a drug from the body such as urine, sweat, mostly by liver (metabolic conversion)
  • Cltotal = Clrenal + Clhepatic + Clother
  • The fraction or percentage of the total amount of drug removed at any time remains constant & independent of the dose
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7
Q

Examples of clearance

A
  • Vancomycin – Cltotal = Clrenal, is directly related to creatinine clearance 90 mL/min (=5.4 L/h)
  • Gentamycin – 2.8 L/h (0.089L/h in infant)
  • Amoxicillin – 10 L/h
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8
Q

Elimination rate constant (Ke) & half-life (t1/2)

A
  • Ke is the fraction of drug in the body that is eliminated per unit of time e.g. fraction/h (unit = h-1)

Ke = Cl / Vd

  • Ke & elimination half life (t1/2)

t1/2 = 0.693 / Ke = (0.693 / Cl) x Vd

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9
Q

Compartment models

A
  • A simplified & idealised description of PK process
    + The body is represented as one or more compartments
    + The rate of drug movement between compartment is described by 1st order kinetics (inflow, outflow)
  • Gives a visual representation of various rate processes involved in drug disposition
  • Useful in relating plasma drug concentration in efficacy & toxicity
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10
Q

Compartment models: Examples

A

One single compartment model means the drug distributes instantaneously & uniformly in the body

  1. One-compartment model IV bolus injection
  2. One-compartment model with 1st order absorption
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11
Q

Pharmacokinetic models:

A

2 compartment models:

  • The drug distributes slowly to tissues in which case the drug equilibrates slowly
  • Drug transfer between compartments is assumed to take place by 1st order process
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12
Q

Therapeutic Drug Monitoring

A
  • TDM is the clinical practice of measuring the drug concentrations at designated intervals in a patient’s bloodstream, thereby optimising individual dosage regimens
  • To improve clinical outcomes from infections, one of the methods to improve antimicrobial dosing in individual patients is through application of TDM
  • To individualise medicine – Getting the Dose Right!
    + Reduce toxicity & improved efficacy
    + Reduce the development of antimicrobial resistance
  • TDM plays important role in the dosing of antimicrobial agents to define the antimicrobial exposures necessary for maximising killing or inhibition of bacterial growth
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13
Q

Definitions used in antibiotic dosing

A
  • Minimum Inhibitory Concentration (MIC) – the concentration at which a chemical prevents visible growth of a bacterium
  • Minimum Effective Concentration (MEC) – the minimum concentration at which a therapeutic response is obtained
  • Maximum Recommended Concentration – the maximum effective concentration above which toxic side effects occur
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14
Q

Multiple dosing & steady state

A
  • Steady state (SS) is defined as the situation the rate of drug entering the body is equal to the rate of drug being removed from the body & the plasma
  • At steady state, drug concentration in plasma remains constant over time (drug in = drug out)

Dose / Time = avg steady state concentration x Cl

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15
Q

Time to reach steady state

A
  • Attained SS needs ~5* T0.5 (97% of SS achieved)
  • Time to reach 90% of Cpssav = 3.3* T0.5
  • Time to reach 99% of Cpssav = 6.6* T0.5
  • Time to reach SS is independent of dosing frequency
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16
Q

Loading dose

A
  • A higher dose of a drug that is given at the beginning of a course of treatment before dropping down to a lower maintenance dose
    + E.g. Doxycycline t1/2 = 18 h, 200 mg loading dose followed by 100 mg every 12 h
  • Loading doses to rapidly establish drug concentrations that are therapeutic
  • Particularly useful for drugs with long half-lives
17
Q

Loading dose determination

A

The volume of distribution is used to calculate the loading dose:

Loading Dose = Vd x Cp desired

18
Q

Maintenance dose

A
  • The maintenance rate [mg/h] of drug administration equal to the rate of elimination at steady state
  • Provided the clearance & target concentration are known then it is possible to calculate the maintenance dose required to maintain that concentration as:

Rate ‘In’ = Rate ‘Out’

  • Clearance (Drug ‘out’) is used to determine the maintenance dose required to maintain a target plasma concentration at steady state
19
Q

PK profile & therapeutic efficacy

A

PK profile influences the intensity, duration & termination of activity

20
Q

Antibiotic dosing strategies

A

Dosing will vary depending on their mode of action:

  • Concentration-dependent antibiotics (e.g. aminoglycosides) – could be administered by extended interval regimens:
    + To maximise bactericidal effect & minimise toxicity
    + To allow time between doses for the drug to take effect
  • Time-dependent agents – the critical factor for time above the MIC
21
Q

TDM for antimicrobials: Predictors of efficacy

A
  • ƒT>MIC (total time for C > MIC) – for time dependent antimicrobials
  • Cmax/MIC – for concentration-dependent antimicrobials
  • AUC0-24 / MIC – for BOTH concentration & time-dependent antimicrobials
  • In some cases it may require peak (Cmax) or trough, or both to be measured at regular intervals
    + Peak – to monitor achievement of therapeutic concentration
    + Trough – to monitor drug clearance, to avoid toxicity
22
Q

Final comments

A
  • The crucial PK parameters ‘V’ & ‘CL’ determine the extent & duration a compound remains in an organism
  • A large V means a large loading dose is necessary, a large CL means a large maintenance dose is required
  • For antibiotics, its efficacy may be concentration or time dependent or both, dosing methods should be adjusted as per the “Predictors of efficacy”
  • TDM is often required to ensure the efficacy as well as the patient safety