Lec 2- Calculations Flashcards

1
Q

Doses based on BSA (body surface area)

A
  • BSA can be a better indicator of metabolic mass than body weight because it is less affected by abnormal adipose mass (fat)
  • In dose calculations it is mainly used for chemotherapy (cancer and infection) as well as glucocorticoid dosing
  • There are a number of ways of estimate BSA. All calculate to units of square metres
  • The method used in the GPhC pre-registration examination is mosteller (1987)- others include Duois and Dubois (1916) and Haycock, Schwartz and Wisotsky (1978)
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2
Q

The Mosteller formula

A
  • BSA (m2) = Sqaure root (Height (cm) * Weight (Kg)/3600)
  • Example: A baby is 2 month old and weighs 5.4kg at a height of 60cm. She is prescribed caspofungin, to treat invasive candidiasis at a dose of 25 mg/m2 OD. What dose will she receive
  • BSA= Sq.root(60 x 5.4)/3600 = 0.3
  • 0.3 x 25 = 7.5 mg
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3
Q

Ideal Body Weight (IBW)

A
  • Most dose calculations by body weight are based on actual body weight (ABW)
  • In some cases, ideal body weight is more appropriate e.g. adult patient whose ABW is > or < than the average body weight (70kg)
  • Ideal body weight can be estimated from the patients height (cm)
  • Male IBW = (0.9 x H) - 88kg
  • Female IBW = (0.9 x H)- 92 kg
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4
Q

Drug absorption

A
  • Bioavailability (F): the fraction of a drug that reaches the systemic circulation (0 to 1)
  • Salt Fraction (S)- the fraction of the administered dose that is active drug (e.g. drug in salt or ester form)
  • Amount of drug reaching systemic circulation= F x S x Dose
  • Dose = Amount absorbed / F x S
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5
Q

Volume of distribution (Vd)

A
  • Theoretical volume to distribute a drug if it were found at the same concentration throughout the body as that is serum
  • Vd= amount of drug systemically absorbed/ Serum conc (C)
  • Amount of drug reaching systemic circulation = F x S x Dose
  • Vd = (F x S x Dose)/ C
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6
Q

Loadig dose

A
  • An initial higher dose of a drug that may be given at the beginning of a course of treatment before dropping down to a lower maintenance dose
  • Amount of drug in body= Target conc (Cs) v Vd
  • Loading dose = amount of drug in the body / FxS
  • Loading dose = (Cs x Vd)/ F x S
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7
Q

Drug clearance

A
  • Drugs are cleared by excretion and metabolism- the overall process generally follows first-order kinetics
  • Drug clearance is the volume of plasma cleared of the drug in unit time (usually one hour)
  • If zero order, clearance is a constant
  • Some drugs, depend heavily upon renal function for excretion. In this case, the renal function becomes a limiting process (digoxin & gentamicin dependant on renal excretion)
  • Renal function is assessed by estimated glomerular filtration rate (GFR)
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8
Q

Elimination Half-life

A
  • The time taken for the plasma concentration to fall to half its original value
  • 95% of drugs follow first order kinetics- elimination rate is proportional to serum concentration
  • Thus 50% of the drug is eliminated in each half life and this remains constant with time
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9
Q

Example of elimination rate

A
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10
Q

Maintenance dose

A
  • Amount of drug to keep the serum concentration at steady state (Css)
  • Amount of drug removed= Cl x Css (unit time)
  • Maintenance Dose= Amount of drug removed / F x S
  • Maintenance dose ever t hours = (Cl x Css x t)/ F x S
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11
Q

The alligation method

A
  • Used when mixing 2 products of different % strengths of the same active ingredient to produce a 3rd product
  • The method applies to liquids or semi-solids (creams and ointments)
  • The percentage concentration of the mixed products can vary between zero (pure solvent or base) and 100 (pure active product)
  • You will have the percentage strength of the 2 products and the resultant mixture AND the amount (Vol and Wt) of one of these three
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12
Q

The alligation method

A
  • You have in stock a 1% hydrocortisone ointment and a 2.5% hydrocortisone ointment
  • You need 120g of a 2% ointment how much of each stock will you need to use?
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13
Q

Displacement Value

A
  • The number of parts by weight of drug that displaces one part by weight of base
  • If DV= 1 then the drug has the same density as the base. The higher the drug density the less the DV
  • Used for solid preparation e.g. suppositories that are prescribed by unit weight
  • Amount of base= (N x W) - (N x w)/DV
  • N= Number of suppositories
  • W= mould calibration
  • w= Weight active ingredient in 1 suppository
  • DV= displacement value
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14
Q

Displacement volume

A
  • Volume of solvent displaced when a known amount of drug is dissolved
  • Most significant when small volumes involved
  • Usually expressed as mL/100mg or mL/10mg
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