Iodometric Titration Method for Estimation of Iodine  in Salt

 

 
 

 

 

 

 


Principle

The   iodine  content  in  iodated  salt  is  estimated   by titrametric procedure known as iodometric titration.  Free iodine reacts  with sodium thiosulphate solution to give a light  yellow colour  complex.  This  colour  complex  combines  with   soluble chemical  starch which indicates the presence of  sodium  iodide.

 

 

Equipment and Chemicals

 

Equipment

i.    Laboratory balance

ii.   Gas burner or kerosene stove

iii.  Reagent bottles with stoppers -  250ml, 500 ml, and 1000 ml

iv.   Measuring cylinder with stopper, 50 ml

v.    Wash bottle, 500ml

vi.   Glass stirring rod

vii.  Conical flask with stopper, 100ml

viii. Glass or plastic funnel

ix.   Burette, 10 ml

x.    Burette stand

xi.   Clock or watch

xii.  A closed box, cupboard or drawer to keep the conical flask

 

 

Chemicals :

i.     Sodium thiosulphate, (Na2S2O3 5H2O)

ii.    Concentrated sulphuric acid,(H2SO4)

iii.   Potassium iodide,(KI)

iv.    Soluble chemical starch

 

All  the  chemicals  should be analytical  grade   and  double distilled  water  should be used  free   of  iodine  and  other contaminants.

 

 

Preparation of reagents

 

a)   Sodium thiosulphate (0.005 M) :

1.24  g sodium thiosulphate was dissolved  in 1  litre  hot double  distilled water.  This volume was sufficient for  testing 200 salt samples. The solution was  stored in a cool, dark place.

 


b)   Sulphuric acid (2N H2SO4):

5.56 ml concentrated  sulfuric acid  was added dropwise into 90 ml of chilled  double  distilled water  and  the  final volume was made upto 100  ml  with  double distilled water. This volume was sufficient for testing 100  salt samples.

 

CAUTION: To avoid violent and dangerous reaction  always  add the acid to water, never water to acid.

 

c)  Potassium iodide  (KI):

100 g potassium iodide was dissolved in 1000 ml  double distilled water.  This volume was sufficient for testing 200 salt samples. This was stored in a refrigerator.

 

d) Saturated Salt Solution :

100 ml double distilled water was taken in a conical flask and sodium chloride was added until the salt was insoluble.  This solution was heated till the NaCl crystals formed on the sides of the  vessels. After cooling down the saturated salt  solution  at room  temperature  the  supernatant was transferred  in  a  clean bottle.

 

(e) Soluble Chemical Starch:

10g   soluble  chemical starch was dissolved in 100  ml  hot double distilled water. Then the volume was adjusted upto 1000 ml with saturated sodium chloride solution. This was sufficient  for testing 200 salt samples. The starch solution was prepared  fresh every day.

 

Procedure:

10 g of salt was dissolved in 50 ml double distilled  water. Then  1.0  ml of 2 N sulphuric acid and 5.0 ml of  10%  potassium iodide  was  added.  On shaking, the  solution  turned  a  yellow colour. This was incubated at room temperature in the dark for 10 minutes. During  the  incubation  period  sodium   thiosulphate solution  was poured into the burette and the level  of  solution was adjusted to zero. The samples were removed from the dark  and titrated against the sodium thiosulphate solution until it turned into  a very light yellow colour (pale yellow).  Subsequently,  a few  drops (1-5ml) of 1% starch solution was added. The  solution turned  a deep purple colour. Finally, it was titrated until  the solution became colourless and the final reading was observed.

 

Result:

From  table  given below, the iodine content of  the  sample  in parts per million was calculated accordingly.     

 

The results were recorded in a register, under the following parameters

-    Date of collection

-    Date of testing

-    Sample number

-    Type  of salt

-    Cluster number

-    The level of iodine in the sample.

 

 

Precautions

i)                    Adding  sulphuric acid to  a solution of  iodated  salt liberates  iodine,  which is titrated with  sodium  thiosulphate.   Potassium iodide (KI) is used because of the low solubility of  iodine and more iodine is dissolved in order to maintain the equilibrium.

 

ii)                  Potassium iodide solution is added to keep the iodine  in the dissolved state. 

 

iii)                The  reaction mixture should be kept in the dark  for  10 minutes  before  titration  because  light  accelerates a   side reaction  in  which  iodide  ions  are  oxidized  to  iodine   by atmospheric oxygen.

 

iv)                 Starch solution must be prepared freshly.

 

v)                   Starch is used as an external indicator.

 

vi)                 The  starch  solution must be added near the  end  of  the titration,  when  very little  amount of iodine is  left  and  the solution has a faint-yellow colour.  If starch is added  earlier, the  iodine-starch  complex becomes very strong  and  reacts  too slowly   with  sodium  thiosulphate,  resulting  in  false   high readings.

 

vii)               The titration should be done in a comfortably cool  room because  iodine  is volatile  and the sensitivity of  the  starch indicator diminishes as the temperature rises.

                         

 


Table

_________________________________________________________________

Burette                         Parts  per                     Burette             Parts   per

reading                        million                         reading            million

____________________________________________________________________

0.0                                0.0                                3.0                    31.7

0.1                                1.1                                3.1                    32.8

0.2                                2.1                                3.2                    33.9

0.3                                3.2                                3.3                    34.9

0.4                                4.2                                3.4                    36.0

0.5                                5.3                                3.5                    37.0

0.6                                6.3                                3.6                    38.1

0.7                                7.4                                3.7                    39.1

0.8                                8.5                                3.8                    40.2

0.9                                9.5                                3.9                    41.3             

1.0                                10.6                              4.0                    42.3

1.1                                11.6                              4.1                    43.4

1.2                                12.7                              4.2                    44.4

1.3                                13.8                              4.3                    45.5

1.4                                14.8                              4.4                    46.6

1.5                                15.9                              4.5                    47.6

1.6                                16.9                              4.6                    48.7

1.7                                18.0                              4.7                    49.7

1.8                                19.0                              4.8                    50.8

1.9                                20.1                              4.9                    51.9

2.0                                21.2                              5.0                    52.9

2.1                                22.2                              5.1                    54.0

2.2                                23.3                              5.2                    55.0

2.3                                24.3                              5.3                    56.1

2.4                                25.4                              5.4                    57.1

2.5                                26.5                              5.5                    58.2

2.6                                27.5                              5.6                    59.2

2.7                                28.6                              5.7                    60.3

2.8                                29.6                              5.8                    61.4

2.9                                30.7                              5.9                    62.4


 


Burette                         Parts  per                     Burette             Parts   per

reading                        million                         reading            million

 


6.0                                63.5                              8.0                    84.6

6.1                                64.5                              8.1                    85.7

6.2                                65.6                              8.2                    86.8

6.3                                66.7                              8.3                    87.8

6.4                                67.7                              8.4                    88.9

6.5                                68.8                              8.5                    89.9

6.6                                69.8                              8.6                    91.0

6.7                                70.9                              8.7                    92.0

6.8                                71.9                              8.8                    93.1

6.9                                73.0                              8.9                    94.2

7.0                                74.1                              9.0                    95.2

7.1                                75.1                              9.1                    96.3

7.2                                76.2                              9.2                    97.3

7.3                                77.2                              9.3                    98.4

7.4                                78.3                              9.4                    99.5

7.5                                79.4                              9.5                    100.5

7.6                                80.4                              9.6                    101.6

7.7                                81.5                              9.7                    102.6

7.8                                82.5                              9.8                    103.7

7.9                                83.6                              9.9                    104.7

 

 

 


Method for Internal Quality Control adopted

A known positive iodized salt sample was obtained and by performing multiple analyses on this positive  salt sample, a concentration range was established and  used  for internal quality control purposes. Once  a  sufficient number of these test results  were obtained, the  samples  mean concentration  (X)  in  ppm and standard deviation (SD) was also calculated. The 95% confidence interval was then calculated and used as the operating control range, as follows:

 

Sample Mean (X)  ± 2(SD)

    

The X - 2(SD) = the lower confidence limit (L)

X + 2(SD) = the upper  confidence  limit  (U) 

The operating  control  range  is (L,U).

 

This internal quality control sample was run with every batch of the test samples and the internal quality control was successful when the results of this sample were between the lower and  upper  limits  (i.e,  the  L-U range), for 95%  of  test  results. If the results were outside the established range they were considered potentially suspicious and the whole batch was repeated.

 

The quality control chart was prepared to ensure the validity of the results obtained. A      regular linear graph paper was used to prepare these plots. The mean salt iodine concentration (in ppm) of the internal quality control  sample was plotted as a continuous horizontal line on  the Y-axis. The lower concentration value (L) was plotted below the mean line on the Y-axis  scale and the upper concentration value (U) was plotted above the  mean line on the Y-axis  scale. The X-axis was used to plot the date on which the internal quality control sample was analysed. This  chart was used to  plot  the  specific analysis  date,  and salt iodine concentration obtained  for  the control  every time it was tested. If the value of the internal quality control sample  was between  the  two limit lines, then the  test  was   deemed  in control,  and all results were accepted.  Any internal quality control value that was plotted outside the two limit lines then the test was considered as out-of-control, and the entire batch was repeated.

 

    

 

+ 2SD(U)

 

Mean (X)

 

- 2SD(L)

 

 


Date                  16                    17                     20                     22        

 

 

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