Optimum Temperature Progression for Reversible Exothermic Reaction | Chemical Reaction Engineering

This problem is about finding the optimum temperature progression for carrying out a reversible exothermic reaction. The optimum temperature is the locus of maximum rate for a given temperature and conversion. This temperature decreases with increase in conversion.
The steps involved in making this plot are:
1. Find equilibrium constant, and the corresponding equilibrium conversion.
2. Draw the plots of conversion versus temperature for various values of rates.
3. Mark the maxima of every rate versus temperature curve.
4. Connect the points of maxima - this is the optimum temperature progression.
We can also make plots of rate versus temperature for various values of conversion. The locus of maxima of these curves - is the optimum temperature progression.
These are typical problems discussed in the Undergraduate Chemical Engineering classes on Chemical Reaction Engineering.
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More such problems are given in this playlist: • Temperature Effects - ...
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Please sir can you tell me the software you used in making your graph

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