Kelas : 2A D4 TKI Kelompok : 2 Anggota : 1. Amalia Sagita Putri 2. Ari Setya Cahya P. 3. Gumawa Windu M. 4. Hana Kurnia O. 5. Mia Narulita 6. Moch Farhein F. 7. Rahmadina Shafira 8. Rossy Arifatul C.
(03) (06) (12) (13) (15) (16) (18) (20)
A simple exothermic A B takes place in the reactor, which is turn cooled by a coolant that flows through jacket around the reactor. The fundamental dependent quantities for the reactor are: A. Total mass of the reacting mixture in the tank B. Mass of chemical A in the reacting mixture C. Total energy of the reacting mixture in the tank
A.
πππ ππ‘
ππ ππ‘
B.
= Fiπ - F π
Asumsi ; Ο ; konstan
= Fi - F
Dari persamaan tersebut maka
dCAV = CA1 Fi β CAF + rAV dt dCAV dCA dV =V + CA dt dt dt dC AV dt
=V
dCA + dt
CA(Fi β F )
V
dCA + CA (Fi β F ) = CA1 Fi β CAF + rAV dt
dCA V + CAFi = CA1 Fi + rAV dt dCA = (CA1 βCA )Fi+ rAV dt dCA (CA1 βCA )Fi = + rA dt π
V
dCA (CA1 βCA )Fi = β k CA dt π
β’ Proses
Sensible heat π[πππΆπ π β ππππ ] = ππΉππΆπ πi β ππππ β ππΉπΆπ(π β ππππ) β π + π ππ‘ π(π β ππππ) πΉi πΉ π π = πi β ππππ β π β ππππ β + ππ‘ π π πππΆπ πππΆπ ππ πΉi πΉ π π = πi β π β + ππ‘ π π πππΆπ πππΆπ
Asumsi : V ; Ο ; CP konstan
β’ Coolant
Sensible heat π[πππΆπ π β ππππ ] = πVπΆπ πci β ππππ β πππΆπ πππ β ππππ + π ππ‘ π(π β ππππ) = πci β ππππ β πππ β ππππ + π ππ‘ ππ π = πci β πππ + ππ‘ πππΆπ
Asumsi : V ; Ο ; CP konstan
C.
ππ ππ = ππ‘ ππ‘ Fi T π 1
πΉ π
β πβ
π πππΆπ
+
π πππΆπ
=
π +(πci πππΆπ
β πππ)
Fi πΉ π π π T1 β π β + β β (πci β πππ) = 0 π π πππΆπ πππΆπ πππΆπ β
2π πππΆπ
+
π πππΆπ
πΉ π
F
= π - πi T1 +(πci β πππ) πΉ π
F
β2π + π = ( π - πi T1 +(πci β πππ)) ΟππΆπ πΉ π
F
β2π = [( π - πi T1 +πci β πππ) ΟππΆπ] β π π=
π 2
πΉ π
F
β [( π - πi T1 +πci β πππ)
ΟππΆπ ] 2