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CHE 201 Tutorial 6

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CHE 201 Tutorial 6

Q1

A sodium chloride solution at a rate of 20000 kg/h (9% NaCl) is mixed with a recycle

stream which is 20% NaCl. The mixed stream is then fed to evaporator where it is

concentrated to 25% NaCl. This concentrated solution is then fed to a crystallizer where

sodium chloride crystals product is separated which is 90 % NaCl and 10% H2O. The rest

constitutes the recycle stream. Calculate

a. The crystal production rate in kg/h.

b. Water removed in the evaporator per hour.

c. Recycle stream rate in kg/h.

d. Composition of mixed stream feed entering



Q2

A liquid mixture containing 30 mol% benzene (B), 25% toluene (T) and the balance

xylene (X) is fed to a distillation column. The bottoms product contains 98 mole% X and

no B, and 96% of the X in the feed is recovered in this stream. The overhead product is

fed to a second column. The overhead product from the second column contains 97% of

the B in the feed to this column. The composition of this stream is 94 mole % B and the

balance T.

a. Calculate the molar flow rates and the mole fractions in each product stream from

both columns.

b. Calculate the percentage of B in the process feed (i.e. feed to first column) that

emerges in the overhead product from the second stream.

nt4



y4B = 0.94

y4T = 0.06





nt2



n1t = 100 mol/h y2B

y2T

y1B = 0.3 y2X

y1T = 0.25 n t5

y1X = 0.45

nt3 y5 B

y5 T

y3X = 0.98 y5 X

y3T = 0.02

CHE 201 Tutorial # 6

A liquid mixture containing 30 mol% benzene (B), 25% toluene (T) and the balance

xylene (X) is fed to a distillation column. The bottoms product contains 98 mole% X and

no B, and 96% of the X in the feed is recovered in this stream. The overhead product is

fed to a second column. The overhead product from the second column contains 97% of

the B in the feed to this column. The composition of this stream is 94 mole % B and the

balance T.

c. Calculate the molar flow rates and the mole fractions in each product stream from

both columns.

d. Calculate the percentage of B in the process feed (i.e. feed to first column) that

emerges in the overhead product from the second stream.

Solution:

nt4



y4B = 0.94

y4T = 0.06





nt2 II



n1t = 100 mol/h y2B

I y2T

B

y1 = 0.3 y2X

y1T = 0.25 n t5

y1X = 0.45

nt3 y5 B

y5 T

y3X = 0.98 y5 X

y3T = 0.02



 Relations

1- 96% of X in stream 1 → X in stream 3

 

i.e. 0.96 0.45 n1  0.98 nt3

t





2- 97% of b in stream 2 → B in stream 4

 

i.e. 0.97 y B nt2  0.94 nt4

2







 Degree of freedom table



Unit I II Overall

Unknown 8 8 10

Flow 0 Basis 0 0

Comp. 3 1 3

M.B. 3 3 3

Relations 1 1 1

D.O.F 1 Zero 3 3



 Part (a)

 M.B. Column I

Total: n1  100 mol / h  n t2  n t3

t

(1)

B: 0.3(100)  y n  0

B

2

t

2 (2)

X: 0.45(100)  y n  0.98 n

X

2

t

2

t

3 (3)

Relation 1 0.96(0.45)(100)  0.98 n t3

 n t3  44.08 mol / h

From(1) n t2  55.92 mol / h

0.3(100)

From(2) y B 

2  0.536

55.92

0.45(100)  0.98(44.08)

From(3) y 2 

X

 0.032

55.92

 y T  1  0.032  0.536  0.432

2

 M.B. Column II

Total: n t2  55.92 mol / h  n t4  n t5 (1)

B: y n  0.536(55.92)  0.94 n  y n

B

2

t

2

t

4

B

5

t

5 (2)

T: 0.432(55.92)  0.06 n  y n t

4

T

5

t

5 (3)

Relation 2 0.97(0.536)(55.92)  0.94 n t

4



 n t4  30.93 mol / h

From(1) n t5  55.92  30.93  24.99mol / h

0.536(55.92)  0.94(30.93)

From(2) y B 

5  0.036

24.99

0.432(55.92)  0.06(30.93)

From(3) y T 

5  0.892

24.99

 y 5  1  0.892  0.036  0.072

X









 Part (b)

The percentage of B in the process feed (i.e. feed to first column) that emerges in the

overhead product from the second stream:

B in stream 4 0.94 (30 .93)

 100   100  97 %

B in stream 1 0.3(100 )



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