MD Flashcards
(646 cards)
Definition
Stability:
Pharmaceutical:
Stability: Is the capacity of a pharmaceutical to remain within specifications established to ensure its identity, strength quality & purity
Pharmaceuticals: A drug substance having a pharmacological effect and the dose forms containing the drug which are intended for therapeutic use
Introductions
- Physical
- Microbiological
- Chemical
L1, pg 6
Why?
- Dry powder
- Amber containers
- Airtight container
- Store at controlled low temperature
L1, pg 7
Why is stability important?
- Maintain the activity: (potency & purity) of the product
- Safety of patients: Drug substance may generate toxic impurities via degradation
- Lidocaine, isoniazid, chlorhexidine, and gabapentin
How much drug degradation is acceptable?
L1, pg 11 & 12
- Typically 1-2% from when originally prepared, can be up to 10% if the drug has a wide therapeutic window
- Gabapentin degrades directly to gabapentin-lactam
- 20-fold more toxic than its parent
Shelf-life = Expiration dating period:
- TIME during which a drug product is expected to remain WITHIN THE APPROVED SPECIFICATIONS for use, provided it is STORED CORRECTLY (under the conditions defined on the container label), and AFTER WHICH IT MUST NOT BE USED
Rate equations
“order’ here: “apparent order”
L1, pg 15
- graphs
- The ORDER of a reaction is determined by the SHAPE of the conc. vs time profile where as the RATE CONSTANT determines the sloipe
Reaction Order
L1, pg 16
Consider chemical reaction
- nD + mW -> P
Law of mass action: L1, pg 16
Rate equations
- 2nd order
- 2nd order rate constant k
L1, pg 17 & 18
if n = m = 1
- n+ m = 2
Rate equations
Apparent 1st order = Pseudo order
Suppose:
- W = water; aqueous solution [W] = const., k = const.
with k.[W] = Kobs
L1, pg 19 & 20
Note: Kobs (1st order) is independent of concentration
Apparent or Pseudo 1st Order
Describes a situations where
- One of the reactants is present in large excess or does not effect the overall reaction
- It can therefore be held constant
- usually the amount of water present in a degradation reaction
L1, pg 21
Rate equations
Apparent 1st order: Parallel reactions
- Suppose: D undergoing reaction with water and with H+ and OH-: Ionisation of H20<=> H+ + OH-
1) D + W -> P
2) D + H+ -> P
3) D + OH- -> P
Rate equations
Apparent 1st order: parallel reactions
L1, pg 23 & 24
Summary
- Expressed drug degradation as a mathematical equations = RATE REACTIONS
- Rate reactions = determine REACTION ORDER
- APPARENT FIRST ORDER REACTIONS
- First order rate reactions are INDEPENDENT OF CONCENTRATION (1/time)
- UNITS of degradation rate constants differ depending on the ORDER OF THE REACTION
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Rate equations - integration
L1, pg 26
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Apparent 1st order reactions
graph on L1, pg 27
Half-life
- Time at which [D] has decreased to HALF of its original amount
graph on L1, pg 29 & 31
Apparent 1st order: Half-life
L1 pg 30
- t0.5 is independent of the concentration
Apparent 1st order: Half-life
1st order reaction at t).5:
L1, pg 32 & 33
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Apparent 1st order: half-life
- Half-life: t0.5
L1, pg 34
Shelf- life
- L1, pg 36 & 37
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More Rate Equations
L2, pg 4
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Rate equations
- Apparent 0. order: suspensions
- With [D]solution, [W] const.
L2, pg 5 & 6
Apparent 0. order: half-life
L2, pg 7 & 8 & 9 & 10 & 11
Note: t0.5 depends on the initial concentration
Apparent 0. order: shelf-life
- order reaction at t0.9:
- L2, pg 12 & 13 & 14