Preparation of 0.2 N Oxalic Acid stock solution (250 mL SMF):
Equivalent weight of Oxalic Acid = 63 g/eq
Amt. taken = _________ g
Strength of oxalic acid = (Amount taken x 1000 mL) / (63 g/eq x 1 L x 250 mL)
Strength of oxalic acid = ________________ N
Table I Distribution of stock solution
Bottle Number | Volume of acid (mL) | Volume of Water (mL) | Concentration of acid (N2) |
1 | 10 | 40 | |
2 | 20 | 30 | |
3 | 30 | 20 | |
4 | 40 | 10 |
Calculation:
Volume of acid (V1) x Concentration of acid (N1) = Total volume of solution (V2) x New strength of Acid (N2)
For example, Bottle number 1
10 mL x 0.2 N = 50 mL x N2
N2 = 0.04 N
Table II Determination of equilibrium concentration
Bottle Number |
Volume of Acid (mL) | Burette reading (mL) | Volume of NaOH (mL) | Ceq | |
Initial (mL) | Final (mL) | ||||
1 | 10 mL | 0 | 4.8 | 4.8 | |
0 | 4.8 | ||||
0 | ----- | ||||
2 | 10 | ||||
3 | 10 | ||||
4 | 10 | ||||
5 | 10 | ||||
6 | 10 | ||||
Standardisation of NaOH solution:
Volume of NaOH x Strength of NaOH (N2) = Volume of Acid x Strength of Acid
Calculation of Ceq
Bottle I to VI
Volume of NaOH x Strength of NaOH = Volume of Acid x Ceq
Table III Determination of unknown concentration
Bottle No. | Ini. Conc. (Ci) | Eq. Conc. (Ceq) | Ad. Conc. (Cad) | x | m | x/m | -log (x/m) | -log Ceq |
1 | ||||||||
2 | ||||||||
3 | ||||||||
4 | ||||||||
5 | Unknown | |||||||
6 | Unknown |
Calculation:
Conc. (Cad) = Ini. Conc. (Ci) - Eq. Conc. (Ceq)
x (Amount of mass adsorbed) = (Ad. Conc. (Cad) N * 63 g/eq ) / 20
m = Mass of Activated charcoal
Freundlich’s equation:
x = Mass adsorbed
m = Mass of activated charcoal
k = Adsorption coefficient
n = constant
On taking logarithm
log x/m = log k + 1/n log C
Bottle No. V
From graph
-log x/m = _____
x = _____ g
Cad = _____ N Cad= x . 20 / 63
Ci = _____ N
Bottle No. VI
From graph
-log x/m = _____
x = _____ g
Cad = _____ N
Ci = _____ N
Result
The unknown concentration of oxalic acid
I =______ N
II =______ N
Adsorption coefficient (k) =
Order of adsorption (n) =
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