Requirements of a pharmacist dispensing any pharmaceutical product
Measuring stability
+Humidity
+Light
-What about inside your body
+pH +Liver
Measuring stability
Typical examples include
+NB- last 3 speed up rate of drug degradation
Kinetics- storage conditions
-MEP has the list of low temperature drugs in the pharmacy
Why study kinetics- application
Kinetics plays a role in all areas of phamacy
NB- not just drug stability but also how drugs are degraded in the body
Kinetics- what is a rate of a reaction
kinetics= reaction rate constant
Simplifying a complicated scenario- the rate constant
Simplifying a complicated scenario-Order of reaction
How is any of this clinically relevant
-Why are they used in pharmaceuticals -What could happen if we dont adhere to these protocols
Ethyl alcohol

Ethyl alcohol- Zero order reaction
Zero order reaction
Zero order reactions- Calculations
First order reactions
First order reactions continued
NB- Rate of reaction= gradient of graph Reaction rate constant= k -To fix this wee need to transform the graph into a straight line. We use logs for this process called log-transformation
First order calculations -Look at BB slides
NB- the negative is OK it means that the rate is a degradation one. Rate constant are always reciprocals
First order reactions- calcs
Option 2 -Use normal graph paper and pre-log all the values and do the same thing
-This option is good if you dont like using semi-log paper
NB- Note you still have to times by 2.303
First order kinetic equation
Amount v time= curve graph
-Log(amount) v time = gradient *2.303= rate constant Or ln(amount) v time= gradient= rate constant
First order kinetic equationsa
-dA/dt= -k[A0] (change of change of aspirin = rate constant (how quick reaction occurs with [A0]= amount fo aspirin at time 0) -
If this is a 20 mark question -Discuss the difference between 0 and 1st order reactions Discribe using graphs and equations
First order kinetic equation- how to relate that making a graph (y=mx+c)
1st order kinetic equation ln[At]=ln[A0]-k.t ln[At]= Y axis
ln[A0]= c -k= m (this will be a minus in reactions because it is degradation of a product) t= X axis
First order kinetic equation
t=time-1 (min-1; s-1)