Back calculation for QC purpose [General Statistics]
Hi msmnainar,
Do you mean isolating Ceq?
Let a=(x/m)
C/a=1/(k1k2)+(C/k2)
<=>
C/a-C/k2=1/(k1k2)
<=>
C(1/a-1/k2)=1/(k1k2)
<=>
C=(1/(k1k2))/((1/a-1/k2))
or
C=(1/(k1k2))/((1/(x/m)-1/k2))
The latter can be re-arranged as necessary.
❝ Can anybody explain how to back calculate (formula captured below) to compare the results of phosphate binding capacity.
❝ Langmuir equation: Ceq/(x/m)=1/k1.k2+Ceq/k2
Do you mean isolating Ceq?
Let a=(x/m)
C/a=1/(k1k2)+(C/k2)
<=>
C/a-C/k2=1/(k1k2)
<=>
C(1/a-1/k2)=1/(k1k2)
<=>
C=(1/(k1k2))/((1/a-1/k2))
or
C=(1/(k1k2))/((1/(x/m)-1/k2))
The latter can be re-arranged as necessary.
—
Pass or fail!
ElMaestro
Pass or fail!
ElMaestro
Complete thread:
- Back calculation for QC purpose msmnainar 2012-06-24 09:06
- Back calculation for QC purposeElMaestro 2012-06-24 11:12
- Back calculation for QC purpose msmnainar 2012-06-25 05:12
- Back calculation for QC purpose msmnainar 2012-06-25 08:46
- maths versus understanding ElMaestro 2012-06-25 10:36
- maths versus understanding msmnainar 2012-06-25 10:59
- maths versus understanding ElMaestro 2012-06-25 11:03
- maths versus understanding msmnainar 2012-06-25 11:26
- maths versus understanding ElMaestro 2012-06-25 11:03
- maths versus understanding msmnainar 2012-06-25 10:59
- Back calculation for QC purpose ElMaestro 2012-06-25 11:35
- Back calculation for QC purpose msmnainar 2012-06-25 12:00
- Back calculation for QC purpose ElMaestro 2012-06-25 13:19
- Back calculation for QC purpose msmnainar 2012-06-25 12:00
- maths versus understanding ElMaestro 2012-06-25 10:36
- Back calculation for QC purposeElMaestro 2012-06-24 11:12
