Energy At Input:
EO + H2O = MEG
2EO + H2O = DEG
3EO + H2O = TEG
We know that
Q = m CP DT
Datum Temperature = 25 0C
Input Temperature = 195 0C
Mean Temperature = 110 0C
∆T= 195 -25 = 170 0C
Cp of Ethylene Oxide at 110 0C = 96.5 KJ/Kmole oK
Cp of Water at 110 0C = 75.275 KJ/Kmole oK
QIN = (n H2O CP H2O + n EO CP EO) (195-25)
QIN = {(5966.7)(75.276) + (497.6)(96.5)}(170)
QIN = 8.4 * 10 7 KJ
Energy Generation Due To Reaction:
Component | Heat of Formation |
EG | -386 KJ/mole |
EO | -129 KJ/mole |
Water | -242 KJ/mole |
DEG | -571 KJ/mole |
TEG | -654 KJ/mole |
Reaction 1:-
EO + H2O = MEG
∆Hr1 = [(-386)] – [(-129)+1(-242)]
= -15 kJ/mole
= -15,000 kJ/Kmole
Reaction 2:-
2EO + H2O = DEG
∆Hr2 = [(-571)] – [2(-129)+(-242)]
= -71 KJ/mole
= -71,000 kJ/Kmole
Reaction 3:-
3EO + H2O = TEG
∆Hr3 = [(-654)] – [3(-129)+(-242)]
= -25 kJ/mole
= -25,000 kJ/Kmole
Total Heat of Reaction = ∆Hro
= [(-15000)*(411.4)] + [(-71,000)*(40)] + [(-25,000)*(2)]
= - 9.0 *106 KJ
Energy At Output:
Mean CP of product mixture = 4.24 KJ/Kg K
Mass of mixture leaving the Reactor = 129286 Kg
We know that
Q = m CP DT
QOUT = 129286 * 4.24 * (468-298)
QOUT = 9.3 *10 7 KJ
According to law of conservation of energy:
{ Transfer } = { Transfer } + {Energy }
of energy of energy generation
out of system into system within
through system through system system
boundary boundary
9.3 *10 7 KJ = 8.4 *10 7 KJ + 9.0 *10 6 KJ
9.3 *10 7 KJ = 9.3 *10 7 KJ
why you multiply to total heat of reaction by 411.4 , 40 and 2.
ReplyDeletewhat is the reason
those are the moles of meg, deg and teg formed. refer the mass balance link.
Delete