2: pharmacodynamics Flashcards
What is the receptor theory?
drug + receptor -> drug-receptor complex -> effector -> response
What is a receptor?
anything of a biological system that reacts w a drug to give an effect
what does an agonist do?
interacts with receptor, elicits a direct response
what does an antagonist do?
interacts with receptor, does not elicit a direct response
What is affinity?
KD. probability that a drug molecule will interact with its receptor to form a DR complex
D + R -> DR
higher affinity -> more DR complex formed
Kd = k2/k1
(k1 is binding, k2 is dissociate)
also half Bmax
smaller kd -> higher affinity -> lower conc of drug needed
What is the law of mass action?
What is efficacy? what is its value for a full agonist, partial agonist and antagonist?
alpha. a measure of the biological effectiveness of the DR complex
full agonist: a=1
partial agonist: 0<a<1
antagonist: a = 0
higher efficacy -> higher Emax
formula for response
a.[DR]
pharmacological efficacy vs clinical efficacy vs receptor efficacy
pharmacological efficacy: max response that can be achieved with a drug
clinical efficacy: how well a treatment succeeds in achieving its aim
receptor efficacy: ability to produce an effect on the receptor (agonist has efficacy, antagonist doesnt)
drug conc-response relationship
[DR] = [Rt].[D] / (Kd + [D])
What is EC50?
dose (conc of drug) to produce 50% of max response
indicates and helps compare potency
lower EC50 -> higher potency
properties of dose/drug-response curve
- Emax
- EC50 at 1/2 Emax
- Sigmoidal (when [D] is logged - ie log[D])
What is potency? What does a higher/lower EC50 value tell you about its potency?
dose required to produce a given degree of response
lower dose required -> higher potency
lower EC50 -> higher potency
why are there spare receptors?
when there is maximum response before all the receptors are occupied
- drug does not need to bind to all receptors to reach max response
What is the relationship between receptor density and potency?
more receptors -> increased [DR] -> an apparent increase in drug
[DR] = [Rt].[D] / (Kd + [D])