Class 9

Steady-State CSTR Analysis
Class 9 introduces continuous stirred-tank reactors (CSTRs) and the quantitative analysis of their steady-state operation. It also illustrates the numerical solution of sets of algebraic-transcendental equations (ATEs).
Learning Outcomes
After completing Class 9 you should…
- Know
- the definition of algebraic-transcendental equations (ATEs) and residual expression
- the equations for CSTR mole and reacting fluid energy balances
- Understand
- the CSTR model assumptions
- how a numerical ATE solver works
- that an ATE solver must be provided with a guess for the ATE variables and a residuals function
- that the engineer solving ATEs must write the residuals function
- that the only argument to a residuals function is a guess for the ATE variables, and the only thing it returns are the corresponding residuals for the equations being solved
- Be able to
- select and simplify the design equations for modeling a given steady-state CSTR
- modify the sensible heat terms in the design equations to use available heat capacities
- select the CSTR model variables to be found by solving the steady-state design equations
- identify additional unknowns appearing in the design equations and write equations for calculating them using known constants and the CSTR model variables
- solve a set of ATEs numerically
- use the results from solving the design equations to deliver the items requested in an assignment
Prepare
- Read Sections 6.1 - 6.3, 6.6, Appendix D.2 and Example 6.6.1 in REB, The Book. (need to switch examples 6.6.1 and 6.6.2)
- Watch the Class 9 Preparation Video.
- Watch the Solving ATEs Video.
- Complete the Class 9 Preparation Assignment.
Participate
- Attend Class 9.
Practice
- Complete the Class 9 Practice Assignment.
This website is licensed under the Creative Commons Attribution-Non-Commercial-NoDerivatives 4.0 International License (CC BY-NC-ND 4.0).