Chemical Reaction Engineering

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Chemical Reaction Engineering (CRE) is the field that
studies the rates and mechanisms of chemical reactions and
the design of the reactors in which they take place.
TODAY’S LECTURE
Introduction
Definitions
General Mole Balance Equation
Batch
CSTR
PFR
PBR
Chemical Reaction Engineering
Chemical reaction engineering is at the heart of virtually
every chemical process. It separates the chemical engineer
from other engineers.
Industries that Draw Heavily on Chemical Reaction
Engineering (CRE) are:
CPI (Chemical Process Industries)
Dow, DuPont, Amoco, Chevron
Materials on the Web and CDROM
http://www.engin.umich.edu/~cre/
Developing Critical Thinking Skills
Socratic Questioning
is the
Heart of Critical Thinking
R. W. Paul’s Nine Types of Socratic
Questions
Let’s Begin CRE
Chemical Reaction Engineering (CRE) is
the field that studies the rates and
mechanisms of chemical reactions and the
design of the reactors in which they take
place.
Chemical Identity
• A chemical species is said to have reacted
when it has lost its chemical identity.
Chemical Identity
• A chemical species is said to have reacted
when it has lost its chemical identity.
• The identity of a chemical species is
determined by the kind, number, and
configuration of that species’ atoms.
Chemical Identity
• A chemical species is said to have reacted
when it has lost its chemical identity.
1. Decomposition
Chemical Identity
• A chemical species is said to have reacted
when it has lost its chemical identity.
1. Decomposition
2. Combination
Chemical Identity
• A chemical species is said to have reacted
when it has lost its chemical identity.
1. Decomposition
2. Combination
3. Isomerization
Reaction Rate
• The reaction rate is the rate at which a
species looses its chemical identity per unit
volume.
Reaction Rate
• The reaction rate is the rate at which a
species looses its chemical identity per unit
volume.
• The rate of a reaction (mol/dm3/s) can be
expressed as either
the rate of Disappearance:
-rA
or as
the rate of Formation (Generation): rA
Reaction Rate
Consider the isomerization AB
rA = the rate of formation of species A per unit volume
-rA = the rate of a disappearance of species A per unit volume
rB = the rate of formation of species B per unit volume
Reaction Rate
• EXAMPLE: AB
If Species B is being formed at a rate of
0.2 moles per decimeter cubed per second, ie,
rB = 0.2 mole/dm3/s
Reaction Rate
• EXAMPLE: AB
rB = 0.2 mole/dm3/s
Then A is disappearing at the same rate:
-rA= 0.2 mole/dm3/s
Reaction Rate
• EXAMPLE: AB
rB = 0.2 mole/dm3/s
Then A is disappearing at the same rate:
-rA= 0.2 mole/dm3/s
The rate of formation (generation of A) is
rA= -0.2 mole/dm3/s
Reaction Rate
• For a catalytic reaction, we refer to -rA',
which is the rate of disappearance of
species A on a per mass of catalyst basis.
(mol/gcat/s)
NOTE: dCA/dt is not the rate of reaction
Reaction Rate
Consider species j:
• rj is the rate of formation of species j per
unit volume [e.g. mol/dm3/s]
Reaction Rate
• rj is the rate of formation of species j per
unit volume [e.g. mol/dm3*s]
• rj is a function of concentration,
temperature, pressure, and the type of
catalyst (if any)
Reaction Rate
• rj is the rate of formation of species j per unit
volume [e.g. mol/dm3/s]
• rj is a function of concentration, temperature,
pressure, and the type of catalyst (if any)
• rj is independent of the type of reaction system
(batch reactor, plug flow reactor, etc.)
Reaction Rate
• rj is the rate of formation of species j per
unit volume [e.g. mol/dm3/s]
• rj is a function of concentration,
temperature, pressure, and the type of
catalyst (if any)
• rj is independent of the type of reaction
system (batch, plug flow, etc.)
• rj is an algebraic equation, not a
differential equation
General Mole Balance
General Mole Balance
Batch Reactor Mole Balance
CSTR
Mole Balance
Plug Flow Reactor
Plug Flow Reactor Mole Balance
PFR:
The integral form is:
dFA
FA 0 r
A
V
FA
This is the volume necessary to reduce the entering molar flow rate (mol/s) from FA0 to the
exit molar flow rate of FA.
Packed Bed Reactor
Mole Balance
PBR
FA0 FA 
 rdW  dNdt
A
A
The integral form to find the catalyst weight is:
dFA
FA 0 rA
W
FA
Reactor Mole Balance Summary
Fast Forward to the Future
Thursday March 20th, 2008
Reactors with Heat Effects
Production of Propylene Glycol in an Adiabatic
CSTR
What are the exit conversion X and exit temperature T?
Solution
Let the reaction be represented by
KEEPING UP
Separations
Filtration
Distillation
These topics do not build upon one another
Adsorption
Reaction Engineering
Mole Balance
Rate Laws
These topics build upon one another
Stoichiometry
Heat Effects
Isothermal Design
Stoichiometry
Rate Laws
Mole Balance
Mole Balance
Rate Laws
Heat Effects
Isothermal Design
Stoichiometry
Rate Laws
Mole Balance
Batch Reactor Mole Balance
Batch Reactor Mole Balance
Batch Reactor Mole Balance
Batch Reactor Mole Balance
Batch Reactor Mole Balance
Continuously Stirred Tank Reactor
Mole Balance
Continuously Stirred Tank Reactor
Mole Balance
Continuously Stirred Tank Reactor
Mole Balance
CSTR
Mole Balance
CSTR
Mole Balance
Plug Flow Reactor
Plug Flow Reactor Mole Balance
PFR:
Plug Flow Reactor Mole Balance
PFR:
Plug Flow Reactor Mole Balance
PFR:
Plug Flow Reactor Mole Balance
PFR:
Plug Flow Reactor Mole Balance
PFR:
Plug Flow Reactor Mole Balance
PFR:
The integral form is:
dFA
FA 0 r
A
V
FA
Plug Flow Reactor Mole Balance
PFR:
The integral form is:
dFA
FA 0 r
A
V
FA
This is the volume necessary to reduce the entering molar flow rate (mol/s) from FA0 to the
exit molar flow rate of FA.
Packed Bed Reactor Mole
Balance
PBR
Packed Bed Reactor Mole
Balance
PBR
FA0 FA 
 rdW  dNdt
A
A
Packed Bed Reactor Mole
Balance
PBR
FA0 FA 
 rdW  dNdt
A
A
Packed Bed Reactor Mole
Balance
PBR
FA0 FA 
 rdW  dNdt
A
A
Packed Bed Reactor Mole
Balance
PBR
FA0 FA 
 rdW  dNdt
A
A
The integral form to find the catalyst weight is:
dFA
FA 0 rA
W
FA
Reactor Mole Balance Summary
Reactor Mole Balance Summary
Reactor Mole Balance Summary
Reactor Mole Balance Summary
Chemical Reaction Engineering
Asynchronous Video Series
Chapter 1:
General Mole Balance Equation
Applied to
Batch Reactors, CSTRs, PFRs,
and PBRs
http://www.engin.umich.edu/~cre
Chemical Reaction Engineering
Chemical reaction engineering is at the heart of virtually
every chemical process. It separates the chemical engineer
from other engineers.
Industries that Draw Heavily on Chemical Reaction
Engineering (CRE) are:
CPI (Chemical Process Industries)
Dow, DuPont, Amoco, Chevron
Pharmaceutical – Antivenom, Drug Delivery
Medicine – Tissue Engineering, Drinking and Driving
Compartments for perfusion
Alcohol
Stomach
VG = 2.4 l
Gastrointestinal
VG = 2.4 l
tG = 2.67 min
Liver
VL = 2.4 l
tL = 2.4 min
Perfusion interactions between
compartments are shown by arrows.
VG, VL, VC, and VM are -tissue water
volumes for the gastrointestinal,
liver, central and muscle
compartments, respectively.
VS is the stomach contents volume.
Central
VC = 15.3 l
tC = 0.9 min
Muscle & Fat
VM = 22.0 l
tM = 27 min
Chemical Reaction Engineering
Chemical reaction engineering is at the heart of virtually
every chemical process. It separates the chemical engineer
from other engineers.
Industries that Draw Heavily on Chemical Reaction
Engineering (CRE) are:
CPI (Chemical Process Industries)
Dow, DuPont, Amoco, Chevron
Pharmaceutical – Antivenom, Drug Delivery
Medicine –Pharmacokinetics, Drinking and Driving
Microelectronics – CVD
Reaction Rate
Consider the isomerization AB
rA = the rate of formation of species A per unit volume
Reaction Rate
Consider the isomerization AB
rA = the rate of formation of species A per unit volume
-rA = the rate of a disappearance of species A per unit volume
Reactor Mole Balance Summary
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