馃攳
Michaelis and menten equation related to active diffusion of drugs absorption - YouTube
Channel: unknown
[17]
Hi today we are going to learn about Michaelis
and Mentent equation I will be not deriving
[26]
this equation in this lecture you can go and
get YouTube videos for that you have plenty
[33]
of videos where the people are there in Michelson
menten equation today I'm not going to delete
[39]
this I am explain this equation in context
of biopharmaceutics that to in absorption
[46]
will try to see what this my colleagues and
mentat equation explain about active absorption
[54]
if any drug is undergoing active absorption
how this how can we explain that absorption
[61]
pattern by taking Michael is mental equation
Equation now soldiers write the equation the
[72]
equations is velocity is equal to maximum
velocity into concentration divided by Michael
[80]
is Mentent constant + concentration is the
equation which is being derived previously
[89]
ok I'm not going to do this equation I will
be explained what is the contacts in terms
[93]
of absorption so in this this graph in this
grafi have three parts ok first part is take
[104]
this is a linear line then curve and this
is ok so we have first part here this one
[114]
second part here this work so this is the
first part this is a second part and remaining
[119]
is third part of this graph has three parts
hereNobles try to see a case 1 case 2 and
[146]
Kesari what happens in case of absorption
in case of active absorption ok absorption
[154]
through carrier mediated system so case 1
let se case 1 what is happening here is what
[168]
is happening here is we can take it has like
a KTM is much much greater than concentration
[181]
km is much much greater than the concentration
in such case what happens to the equation
[191]
so equation adjust write the equation because
you are came is much much greater than the
[202]
concentration we can neglect this concentration
camp Lassi will become km and we can write
[209]
the equation as we both are constant maximum
velocity and also your Michael is meant it
[221]
is also a constant so we can write it has
a velocity is equal to constant into valuable
[228]
asset e change in concentration by changing
that is equal to K not check this equation
[237]
how this equation is is a what this equation
is representing it is a present thing first
[246]
order ok so rate of reaction is directly proportional
to the concentration that what this equation
[255]
is representing to draw the graph of this
equation in the Michael is Mentent equation
[262]
the first part is represented by this equation
first part in the cystic here I told this
[269]
part this first part is represented by by
your case 1 ok this one this part is being
[280]
represented by a lawyer this part the first
part is been represented by your first case
[291]
what is saying is what it says I will try
to do the full graph here to avoid the confusion
[302]
ok something this graph will look like this
something now this equation represents the
[307]
first part of the Michael is Mentent graph
this part but it says velocity is increasing
[315]
what the time has concentration increases
the velocity is also increases so what is
[326]
happening here has the concentration of the
drug increases the absorption rate of the
[331]
drug is also increases what do you mean by
this is assume that you have a membrane and
[338]
it assume that there is a git you have a membrane
here ok in this membrane we have active carrier
[355]
carrier mediated system in this membrane we
have carrier mediated system I like this in
[365]
this membrane we have carrier mediated system
analyst at this Academy at systems are 15
[372]
number assume just one thought experiment
will try to do here we have that this carrier
[379]
mediated systems are 15 number floor level
increase the drug concentration is in the
[385]
GIT so here it is blood and this is it inside
the ok slowly increases if I increase if I
[394]
give 10 molecules of drugs year this if I
get and molecules of drugs because the Carriers
[402]
are 15 number all the molecules are been observed
then if I increase further 20 again all the
[411]
molecules are observed if I increase the concentration
2:30 all the molecules will observe because
[417]
the carrier system here is 50 ok all the molecules
will get absorb has the concentration is increased
[429]
so that what this equation is a present case
one if came is much much more than concentration
[437]
in that case that Michael easement equation
is like this and it is showing our it is a
[447]
modified in the form of first order reaction
and also there is a straight line we can see
[452]
here this line is explained by this particular
equation so what is happening has the concentration
[462]
increases absorption rate also increases it
is directly proportional to the concentration
[467]
and we called as a first order that what is
explain in first part first order kinetics
[478]
ok next will try to see the case 2 second
case your km as well as concentration both
[488]
are significant
ok no that significant you can't ignore both
[500]
in such case what happens if your equation
will remain has such because both are important
[507]
for recreational remind her so what does it
indicate is neither the velocity is dependent
[514]
on the concentration not the velocity is not
dependent on the concentration it is showing
[520]
mix Rada previous it is showing first order
now it is showing mixer it is both it is dependent
[527]
9 it is not dependent both zero order of this
part is been explained in the graph of the
[534]
Michael is Mentent equation here this particular
part is explain by this equation so when came
[544]
and C constant and as well as concentration
are significantly court is not both the terms
[550]
in such case what happens this particular
equation remain has it and it explains the
[556]
velocity at the deep end and dependent on
the concentration not it is independent of
[562]
the concentration it is showing mix border
so what is happening here that what this equation
[572]
is saying ok no will see what is happening
here is again will take GIT here and we have
[580]
blood and we have some actively absorbing
pieces ok so if I increase the drug cost carrier
[590]
mediated system how many have 50 molecules
of career immediate system in number 15 number
[595]
their present in the Azeem in the GIT ok so
now in the first case we increase the drug
[602]
concentration till 30 or 40 like that ok now
when the concentration reaches 250 then beyond
[610]
that 5556 ok are you can still 6870 what is
happening here the 50 molecules see here the
[621]
drug molecules is 50 and all the 50 molecules
will go and attached to the carrier mediated
[627]
system because they are also in 15 number
and all the drug is been absorbed initially
[634]
it is first order all how many molecules are
that month molecules are observed if I further
[641]
increase the concentration 255 what happens
here you molecules will go there ok and you
[649]
are actively absorbing species that is a carrier
mediated system it will take a few molecules
[654]
of carrier mediated is it after leaving the
drug in the blood they will come back and
[659]
again pickup the molecules which are present
in the GIT flow process only few will come
[665]
back ok so slowly there will be limiting which
is going to occur and we can clearly see here
[674]
just shift is both it is initially dependent
that is faster and has the concentration increases
[682]
from 55 60 70 it will ship to zero order means
in this case when the concentration and constant
[691]
are significant advances the concentration
is in medium level then what happens medium
[698]
in the sense what compared to the concentration
of your act to actively observing this is
[705]
a carrier mediated system air cancellation
is slightly more than the carrier mediated
[710]
system in such case we can observe both first
order has a second order that we called as
[714]
mixed da ok we call it has a mixture that
what happens in the case to search role in
[722]
there is a shift and we get a curved in the
Michael is melted and the third case is case
[731]
number 3 is if concentration is much much
more than what happened initial concentration
[738]
is less than came then we have concentration
and came are both significant concentration
[745]
is much much more than can higher molecules
of drugs are there in git I will see first
[753]
in the equation C by concentration is much
much more hence KMC can be written as she
[763]
came plus two because came is very less we
can take this came play CSC so if you modify
[769]
the equation for velocity is equal to BMC
by see again this year will get cancelled
[776]
so velocity is equal to VM what is V M it
is a constant maximum velocity is a constant
[783]
term means what velocity is dependent on nothing
here it is zero order zero order means what
[792]
if you keep on increase the concentration
of drug there is no significant change in
[798]
the drug absorption even the increase the
concentration of the drug there is no significant
[802]
change in the drug absorption because here
the saturation of your carrier mediated system
[811]
is going to Aakar I will tell you in this
example we have git lining then blood here
[820]
and we have carrier mediated system that are
we assume that are 50 in number ok if we increase
[827]
our concentration 200 I let se 200 molecules
initially we start with the 1020 and we now
[833]
reach to 200 because concentration of drug
is much much more what happens within this
[840]
250 molecules will go and join will form a
bond with your carrier mediated system and
[848]
it is being carried through a 50-50 molecule
will absorb now I'll increase the concentration
[855]
to 300 then also only 50 molecules will go
wind and again 50 molecule of the no I can
[860]
I will increase the concentration to 400 then
also the rate of absorption is 50 molecules
[867]
only so what is happening here only 50 molecules
are observing even though I am increasing
[872]
the concentration that indicate zero order
this can be represented in the equation like
[879]
this what are the plateau are say the velocity
is not changing what the time even though
[887]
there is increase in the concentration because
concentration is more you are carrier mediated
[895]
system is getting saturated what are the Carriers
we have only 15 number we have that it is
[899]
getting saturated the number 50 what I am
saying is best for your imagination OK where
[904]
are you thought experiment so this is how
we need to understand the Michael is Mentent
[912]
equation in terms of biopharmaceutics RD Kansas
active absorption ok mixed order kinetics
[920]
be called as a mixed order kinetics because
while the drug is undergoing active absorption
[928]
in such case your passive diffusion I cancel
linear kinetics is not observed ok because
[938]
in passive diffusion whether the rate of absorption
is dependent on the concentration are independent
[943]
of the drug concentration but in case of your
active diffusion active absorption your rate
[951]
of absorption is dependence and Independence
will be keep on changing initially it will
[956]
be dependent then it will turn to mixed and
then it will become independent ok as increase
[963]
the drug concentration that what the rate
of absorption will be keep on changing its
[970]
dependency entry card is a mixture or nonlinear
pharmacokinetics because it is known as active
[978]
career know this particular thing I explain
about absorption you can apply this to excretion
[985]
also you can apply this to metabolism also
can apply this to protein binding also distribution
[991]
also wherever there is environment of enzyme
is there are protein is there are wherever
[998]
there is a formation of drug 14 complex is
going to occur in such case we can apply this
[1004]
Michael is meant it equation in Ada me also
ok I explained about only absorption we can
[1012]
apply this to distribution metabolism and
elimination also how we need to understand
[1019]
this ok I hope you understand
Most Recent Videos:
You can go back to the homepage right here: Homepage





