This presentation contains system suitability parameters of chromatographic system

1. CHROMATOGRAPHY
Gas chromatography
High performance
liquid chromatography
Sample
Data Acquisition & Storage
Solvent
Mobile
phase
Pump
Injector
Detector
Integrator
Column ( Stationery Phase) Waste

2. What is system suitability test?
 It is used to verify that the chromatographic
system is suitable for the intended analysis.
 That is to ensure that the complete testing system
including instruments,electronics,reagents,column
& analyst is suitable for intended application.
 System suitability test is an essential part of
HPLC & GC methods

3. WHEN IS SYSTEM SUITABILITY TEST?
At the beginning of analysis & At the end of
analysis it is better to inject after every six
injections.
No sample analysis is acceptable unless the
requirements of system suitability have been met.
When ever there is a significant change in
equipment or in a critical reagent, suitability
testing should be performed before the injection of
samples.

4. HOW TO VARIFY CHROMATOGRAPHIC
SYSTEM BY SYSTEM SUITABILITY TEST?
By injecting system suitability test solution and by
checking SST parameters whether they are in the
specification limit or not.
If they are in the specification limit then
chromatographic system is suitable for analysis.
If they are not in the specification limit then
chromatographic system is not suitable for analysis

5. WHAT ARE THE SST PARAMETERS?
1.PRECISION
2.CAPACITY FACTOR
4.RESOLUTION
5.THEORETICAL PLATE
6.TAILING FACTOR
3.SELECTIVITY FACTOR

6. PRECISION (OR INJECTION REPETABILITY)
 Precision useually expressed in terms of Relative
Standard Deviation (RSD)
 RSD indicates the performance of equipment
which includes Plumbing, Column & Environmental
condition at the time of analysis.
 It should be note that sample preparation &
manufacturing variations not considered.
 Precision is the closeness with which results of
replicate analyses of a sample agree

7. HOW TO CALCULATE %RSD:
%RSD = Standard Deviation*100/Mean
Standard deviation
Arithmetic Mean
Inject working standard at specified concentration
for six times and calculate %RSD
Note :
 %RSD of six replicate injections is not more than 1%
is desirable and up to 2.0% and more than 2.0% are
also acceptable.

8. CAPACITY FACTOR or RETENTION FACTOR(k’)
 It is the migration rate of analyte on a column.
 It is a measure of where the peak of interest is
located w.r.to void volume.
A measure of the time the sample component
resides in the stationary phase relative to the time it
resides in the mobile phase.
 It is the ratio of the adjusted retention volume
(time) and the hold-up or Void volume (time).
K¹ = VR¹/Vo = tR¹/ to

9. tR -Retention time of analyte.
to-Retention time of Mobile phase.
VR: Retention volume:
volume of mobile phase
required to elute a solute
Retention time of analyte(tR):
The time between sample injection and an analyte peak
reaching a detector at the end of the column.
Retention time of Mobile phase(tM):
The time taken for the mobile phase to pass through the
column.
K¹ = VR¹/VM = tR¹/ to =(tR-to)/tM

10. NOTE:
1.The analyte peak should be well resolved from the
void volume & other peaks.
2.Generally the ideal valve of K¹ is 2-5.But the valve
acceptable between 1-20
If less than one means elution takes very fast
accurate determination of Rt is very difficult.
If greater than 20 means elution takes very long
time.

11. SELECTIVITY FACTOR OR RELATIVE
RETENTION(α)
It describes the separation of two species on the
column.
 The relative retention of a two peaks in a
chromatogram is called SELECTIVITY .
Selectivity (α ) = K2/K1 = (tR2-tM)/(tR1-tM)
Note:
1.Selectivity factor always greater than 1.

12. RESOLUTION (R)
Although the selectivity factor describes the separation of band
centers it does not take account into the base widths. Another
measure of how well species have been separated is provided by
measurement of the Resolution.
“The ratio of separation of band maxima to
their average base width”.
Resolution is
“The distance between the peaks centers of two
component peaks divided by the average base
width of the peaks”
“The ability of a chromatographic column to
separate peaks. It is usually expressed in terms of
the separation between two adjacent peaks”

13. 2 ( tr2-tr1)
R = -------------
Wb2+Wb1
Note:
1.Base line resolution achieved at R=1.5. But more than
two is desirable.
2.We can relate the resolution to the number of plates
in the column, the selectivity factor and the retention
factors of the two solutes.

14. N: is the average column plate number for
the two bands of interest
k: is the average k value for the two bands
α: separation factor of the two peaks
k and α are in practice controlled by
changing the column packing and by
varying the composition of the mobile
phase solvent (solvent parameters)
N is controlled by changing the mobile
phase flow rate, packing particle size and
column dimensions

15. EFFICIENCY (or )THEORITICAL PLATE NUMBER(N)
 Theoretical plate number is a (theoretical) “measure
of the efficiency per unit length of the column”.
Martine & Synge used a chromatographic model
involving a hypothetical division of column in to no.of plates
(known as theoretical plate). And the volume of one plate
was such that “the solute concentration in mobile
phase leaving the plate was in equilibrium with
average solute concentration in the stationary phase
in that plate”(If the equilibration constant of solute is 1)
After sufficient equilibrations, The compound distributed
through out the whole column but maximally
concentrated at the center of the column. i.e. Greater
the no.of equilibrations that occur on a column the greater
becomes the concentration of compound on a certain part
of the column.
column Theoretical plate

16. M.P 500
Solute 1000
S.P 500
M.P 250 250
Solute 500 500
S.P 250 250
M.P 125 250 125
Solute 250 250+250=500 250
S.P 125 250 125
M.P 62.5 187.5 187.5 62.5
Solute 125 125+250=375 250+125=375 125
S.P 62.5 187.5 187.5 62.5
M.P 31.25 125 187.5 125 31.25
Solute 62.5 62.5+187.5=250 187.5+187.5=375 187.5+62.5=250 62.5
S.P 31.25 125 187.5 125 31.25
PROCESS
AT
COLUMN

17. tR tR = Retention time of analyte.
N = 16 (---------)² Wb =Width of peak at base.
Wb
Calculation of number of theoretical plate(N):
tR tR = Retention time of analyte.
N = 5.545 (---------)² W0.5 = Width of peak at half height
W0.5 of the peak.
tR
N = σ (---------)²
W
There are different methods for calculation of N :
W σ Method
Wi 4 Inflection ( 2σ )
Wh 5.54 half peak height
W3σ 9 3σ
W4σ 16 4σ
W5σ 25 5σ
Wtan 16 tangent
No of theoretical
plates is more then
the column is more
efficient.
N= More than
2000 is desirable

18. HETP :
Gidding pointed out that equilibrium is attained only
at band maxima and non equilibrium takes place at all
other points .which contradict to Martin & Synge.
 The height at which band maxima is appeared(or
equilibrium is attained) is known as Height
Equivalent To Theoretical Plate(HETP).
L Length of the column
H = HETP = ---- = ---------------------------
N No of theoretical plates
 Smaller the valve of HETP more efficient is the
column.

19. TAILING FACTOR or ASYMETRIC FACTOR
 It is a factor describing shape of a chromatographic
peak. And it is a measure of peak tailing.
Theory assumes a ideal symmetric peak which is
known as Gaussian peak. The front side deviation
from the Gaussian peak is known as peak fronting &
rear side deviation is known as peak tailing.
 Peak fronting is very rare in regular analysis so every one
look on tailing mainly.

20. TAILING FACTOR or ASYMETRIC FACTOR

21. Tailing factor is defined as “the distance from the front slope of
the peak to the back slope divided by twice the distance from the
center line of the peak to the front slope, with all measurements
made at 5% of the maximum peak height”.
Asymmetric factor is defined as “the distance from front slope of
the peak to the center of line divided by the distance from the
center line to the back slope of the peak, with all measurements
made at 10% of the maximum peak height”.
Tailing factor less
than 1.5 is desirable
and more than 1.5 is
also acceptable.

22. Plate height = H = A + B/u + u [CM +CS]
Van Deemter model
u = L/ tM
A: Eddy diffusion
random movement through stationary phase
B: Longitudinal diffusion
diffusion from high concentration to low concentration
CS: Stationary mass transfer
CM: Mobile phase mass transfer
u: average linear velocity of mobile phase

23. Term A
- molecules may travel
unequal distances
- independent of u
- depends on size of
stationary particles or
coating (TLC)
H = A + B/u + u [CM +CS]
Van Deemter model
time
Eddy diffusion
MP moves through the column
which is packed with stationary
phase. Solute molecules will take
different paths through the
stationary phase at random. This
will cause broadening of the
solute band, because different
paths are of different lengths.

24. Term B
H = A + B/u + u [CM +CS]
Van Deemter model
Longitudinal diffusion
B = 2γ DM
γ: Impedance factor due to
packing
DM: molecular diffusion
coefficient
B term dominates at low u and is
more important in GC than LC
since DM(gas) > 104
DM(liquid)
One of the main causes of
band spreading is
DIFFUSION
The diffusion
coefficient measures
the ratio at which a
substance moves
randomly from a region
of high concentration to
a region of lower
concentration

25. Term B
H = A + B/u + u [CM +CS]
Van Deemter model
Longitudinal diffusion
B = 2γ DM
γ: Impedance factor due to
packing
DM: molecular diffusion
coefficient
B term dominates at low u and is
more important in GC than LC
since DM(gas) > 104
DM(liquid)
B - Longitudinal diffusion
The concentration of analyte is less
at the edges of the band than at
the centre. Analyte diffuses out
from the centre to the edges. This
causes band broadening. If the
velocity of the mobile phase is high
then the analyte spends less time
on the column, which decreases
the effects of longitudinal
diffusion.

26. Cs: stationary phase mass transfer
Cs = [(df)2
]/Ds
df: stationary phase film thickness
Ds: diffusion coefficient of analyte in SP
CM: mobile phase – mass transfer
CM = [(dP)2
]/DM packed columns
CM = [(dC)2
]/DM open columns
H = A + B/u + u [CM +CS]
Van Deemter model
Term C
dP: particle diameter
dC: column diameter
Bandwidth
Stationary
phase
Mobile
phase
Elution
Broadened bandwidth
Slow
equilibration

27. Cs: stationary phase mass transfer
CM: mobile phase – mass transfer
H = A + B/u + u [CM +CS]
Van Deemter model
Term C
Bandwidth
Stationary
phase
Mobile
phase
Elution
Broadened bandwidth
Slow
equilibration
C - Resistance to mass transfer
The analyte takes a certain amount of time to equilibrate between the stationary
and mobile phase. If the velocity of the mobile phase is high, and the analyte has
a strong affinity for the stationary phase, then the analyte in the mobile phase
will move ahead of the analyte in the stationary phase. The band of analyte is
broadened. The higher the velocity of mobile phase, the worse the broadening
becomes.

28. KIRANREDDY MUNNANGI
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