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CHE 354 Chemical Reactor Design Rate Laws. PFR Steady state This is the integral form. Often the differential form is more useful. Take the derivative.

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Presentation on theme: "CHE 354 Chemical Reactor Design Rate Laws. PFR Steady state This is the integral form. Often the differential form is more useful. Take the derivative."— Presentation transcript:

1 CHE 354 Chemical Reactor Design Rate Laws

2 PFR Steady state This is the integral form. Often the differential form is more useful. Take the derivative with respect to volume of each term.

3 PFR Derivative of a constant is just 0 rArA

4 PFR

5 Rate of Reaction rate = amount/(time x “volume”) amount [=] mol, g time [=] s, min, h “volume” [=] L (dm 3 ), kg cat, m 2 cat r A = mol/s/L r A ’ = mol/s/g r A ” = mol/s/m 2

6 Generic Reaction aA + bB  cC + dD Elementary (irreversible) -r A = k C A a C B b Elementary (reversible) -r A = k f C A a C B b – k r C C c C D d

7 Generic Reaction aA + bB  cC + dD 1st Order -rA = k CA 2nd Order -rA = k CA2 Power Law -rA = CA CB Complex -rA = k1 CA/(1+k2 CA) So how do we know? Experiment!

8 Generic Reaction aA + bB  cC + dD Assume experiment shows reaction is elementary and irreversible: -r A = k C A a C B b Now, rewrite the stoichiometric equation: A + (b/a)B  (c/a)C + (d/a)D What is rate law?

9 So what about the rate constant? Arrhenius Equation k = A exp(-Ea/RT) ln k = ln A – Ea/RT m = -Ea/RT Y = b + mX Y = ln k X = 1/T

10 OK, what is this activation energy?

11 A + B ABP

12 Firefly Flashing Frequency T ( o C) 212530 Flashes/ min 9.012.1616.2

13 Evidently, an activated process!


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