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Unformatted text preview: Lecture 22 Thursday 3/27/08 Blowout Velocity CSTR Explosion Batch Reactor Explosion CSTR with Heat Effects Energy Balance for CSTRs Equation (89) (page 476) (page 593) dT dt = F A ∑ N i C P i G T ( 29 R T ( 29 [ ] G T ( 29 = r A V ( 29 ∆ H Rx [ ] R T ( 29 = C P S 1 + κ ( 29 T T + κ T a ( 29 [ ] At Steady State dT dt = dN A dt = r A V = F A X G T ( 29 R T ( 29 =∆ H Rx ( 29 F A X F A ∑Θ i C P i T T ( 29 UA T T a ( 29 = Solving for X Solving for T X = ∑Θ i C P i T T ( 29 + UA F A T T a ( 29∆ H Rx o = X EB T = F A X∆ H Rx ( 29 + UAT a + F A ∑Θ i C P i T UA + F A ∑Θ i C P i dT dt = F A ∑ N i C P i G T ( 29 R T ( 29 [ ] G T ( 29 = r A V ( 29 ∆ H Rx [ ] R T ( 29 = C P S 1 + κ ( 29 T T + κ T a ( 29 [ ] Mole Balance A → B V = F A0 X r A r A = kC A C A = C A0 1 X ( 29 V = F A0 X kC A0 1 X ( 29 = C A0 υ X kC A0 1 X ( 29 τ k = X 1 X Rate Law Stoichiometry Combine V = F A0 X kC A0 1 X ( 29 = C A0 υ X kC A0 1 X ( 29 τ k = X 1 X X = τ k 1 + τ k = τ Ae E RT 1 + Ae E RT G T ( 29 = X∆ H Rx ( 29 = τ Ae E RT 1 + Ae E RT∆ H Rx ( 29 Mole Balance Rate Laws Stoichiometry Isothermal Design Heat Effects Mole Balance Rate Laws Stoichiometry Isothermal Design Heat Effects H...
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This note was uploaded on 09/28/2011 for the course CHEMICAL E 534 taught by Professor Fogler during the Spring '11 term at University of MichiganDearborn.
 Spring '11
 Fogler

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