Heat Effects 2 -- Effect of Parameter Variation on a PFR | |
Concepts | Effect of parameter variations on operation of a nonisothermal plug flow reactor |
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Time | 61 minutes ± 36 minutes |
Reference | Fogler: Chapter 8 |
Description |
This simulation allows the student to explore the effects of various
parameters on the performance of a non-isothermal plug flow reactor.
The student may choose from eight simulations that span all combinations
of exothermic/endothermic reactions and reversible/irreversible
reactions, as well as a simulation that takes pressure drop into
account. The variable parameters include the heat transfer
coefficient, the inlet reactant flowrate, the diluent flowrate, the inlet
temperature, and the ambient temperature:
![]() The results of the simulator may be analyzed in the form of plots of
concentration, conversion, or temperature as a function of reactor
volume.
The module may also be run in an interactive mode, in which the student
must achieve specific goals (e.g. achieve a given conversion without exceeding
a given temperature within the reactor), in order to get to the center
of the reactor complex.
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Grade Base | In the interactive mode, mastery is based on the correct solution of two consecutive problems (e.g.: arriving at the center of the reactor complex). |
Comments | We have used the simulator portion of this module as a tool in a group problem solving exercise. Students had to vary various parameters and explain their observations, then use the newly gained insight to optimize a system. A sample assignment, for System 2 in the �individual problems� menu, follows. Since the assignment was to be completed within a one hour class period, explicit instructions and suggestions for parameter values were given. |
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You are to investigate how some important reactor parameters affect
the conversion and the temperature profiles down a tubular reactor.
You will be told which parameter to vary, then asked to explain the results
you observe.
In each case, in addition to a general statement ("increase UA"), you will be given a set of optional reactor conditions to use, in the order in which they appear in the left-hand side of the simulation screen: (UA, Ta, Fio, Fao, To). You may use these conditions if you wish, or pick your own for your investigation. GETTING STARTED Choose "5. individual problems" from the main menu , then choose problem 2. �Endothermic irreversible." Once the F-key bar at the bottom shows up, you may want to hit "F2" for a short description of each of the components of the simulator. Things to keep in mind, once you are running the simulator:
EFFECTS OF HEAT EXCHANGE To analyze the effect of the heat exchanger on the reaction, compare the conversion and the temperature profiles with and without heat exchange: Set the y-axis to temperature - Choose temperature with the arrow keys.
Perform a run with UA equal to 0
How does the temperature change with volume down the reactor with no heat exchange for an endothermic irreversible reaction? Select a second run - Use the arrows to select the blue run. Perform a new run with a higher UA
How does the temperature change down the reactor with heat exchange for an endothermic irreversible reaction? Set the y-axis to conversion - Press "A" for axes
EFFECTS OF FLOW PARAMETERS Perform a new run with no inerts.
How does the presence of inerts affect the results from the previous
question?
APPLICATION Given your new-found intuition, try to get the highest conversion given the limitation that the reactor temperature (at ALL positions within the reactor), must be between 250-300 K. An easily achieved value is 0.50. The highest conversion found so far is 0.711. Turn in the conditions you used (UA,Ta,Fio, Fao,To) as well as the conversion obtained, and a few sentences explaining what you learned. SUMMARY Write a paragraph (1/2 to 1 page) describing the effects of heat exchange on the reaction and the effects of changes in the reactant flowrate and the inert flowrate on conversion and temperature profiles for the tubular reactor. Include sketches illustrating the trends and the equations necessary to predict the results. Based on these results can you predict what would happen in an exothermic, irreversible reaction? How about reversible reactions? |
Installation | Instructions for installing and using the ICMs are available. |
Return to Chapter Eight