Mohr method is one of the significant methods for determination of chloride in water. It is also known as Argentometric method. Chloride ion is a negatively charged ion. This method is appropriate for neutral or slightly alkaline water. Water sample is titrating against standard AgNO₃ solution by using potassium chromate indicator. It is a precipitation titration method.

Sources of chloride in water
Generally, chloride ions are present in water as a different form of salts. The most common salts are NaCl, KCl, MgCl₂ and CaCl₂. They are extremely soluble in water. The Sources of chloride in water may be natural or human beings. The natural sources are surrounding rock or soil or seawater intrusion in coastal areas. Whereas, various human sources are fertilizers, road salting, wastewater from industries, animal feeds, septic tank effluents etc.

Limitation
The Mohr method for determination of chloride in water is a pH sophisticated method. It must be perform between the pH levels 6.5-9.0. It is better to carry out between the pH ranges 7-8. At upper pH level, the silver ions react with hydroxide ions and precipitated as silver hydroxide. In contrast, at lower pH level, potassium chromate may be converted into potassium dichromate (K₂Cr₂O₇) and mask the end point. Consequently, accurate result cannot be obtained. If the water sample is acidic, then gravimetric method or volhard’s method is appropriate.
Ag⁺_(aq) + OH^–_(aq) → Ag(OH)_(s)
CrO₄^2-_(aq) → Cr₂O₇^2-_(aq)

Theory of determination of chloride in water
The amount of chloride in water can be simply determined by titrating the collected water sample with silver nitrate solution by using potassium chromate indicator. The reaction is quantitative. The AgNO₃ reacts with chloride ion in a 1:1 ratio. The result is expressed as ppm.

When silver nitrate solution is gradually added into the flask, then silver ions react with chloride ions and forms silver chloride. It is precipitated in bottom of the flask. The precipitation is white in color.
Ag⁺_(aq) + Cl^–_(aq) → AgCl_(s)

The end point of the titration takes place when all the chloride ions reacts and precipitated. Then slightly extra silver ions react with the chromate ions and form a brownish-red precipitate of silver chromate. The solubility product of silver chromate exceeded in the presence of additional silver ions, and then the precipitation occurs.
2Ag⁺ + CrO₄^2-_(aq) → Ag₂CrO_4(s)

Apparatus:
Conical flask, burette with stand, pipette, measuring cylinder, volumetric flask, beakers, wash bottle.

Reagents:
Deionized water, water sample, standard N/50 silver nitrate solution, pH test paper, sodium hydroxide solution, nitric acid, Indicator potassium chromate solution.

Procedures:

1. Measure the pH of the water sample. Adjust the pH with nitric acid or sodium hydroxide, if needed.
2. Take a 25 ml collected water sample into a conical flask.
3. Add 2-3 drops potassium chromate (K₂CrO₄) indicator. The color of the water sample is turn into light yellow.
4. Add standard N/50 silver nitrate solution from the burette and shake well. Titrate until the light yellow color changes to permanent brownish-red color (bricks-red color) precipitate with white color precipitate.
5. Note the volume of silver nitrate added.
6. Repeat the titration for concordant values.
7. Calculate chloride ion concentration

Chloride ion concentration (mg/l) = (V_SN× N_SN ×35.45) ×1000/V_w
Where: V_SN = volume of titrant used, N_SN is normality of silver nitrate, and V_w = volume of water sample used (ml)

NB: If the collected water contains massive amount of Chloride ions such as sea water. Then it needs to be dilute into a volumetric flask.

Observations and Calculations:

Concordant Volume of silver nitrate solution, V_SN = …. ml

Normality of standard silver nitrate solution, N_SN = 0.02N
Volume of silver nitrate solution, V_SN = ……… ml
Volume of collected water sample, V_w = ……. ml
Normality of collected water sample, N_w = ?
Now, N_w can be calculated from the following normality formula
N_w ×V_w = N_SN × V_SN
Or, N_w = N_SN × V_SN / V_w

Amount of Chloride ions = N_w × equivalent weight of chlorine
= N_w × 35.45 g/lit
= N_w × 35.45 × 1000 mg/lit or ppm

Result: The Amount of Chloride in water sample is ——- ppm