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Countercurrent Cooling in Tubular Reactors with Exothermic Chemical Reactions

4-4 COUNTERCURRENT COOLING IN TUBULAR REACTORS WITH EXOTHERMIC CHEMICAL REACTIONS [Pg.95]

This is the most mathematically demanding situation because the inlet condition for the cooling fluid (i.e., Tcooi = Tcooi, inlet) is known at the far end of the doublepipe reactor at z = L, whereas the inlet conditions for the reactive fluid (i.e.. [Pg.95]

COUPLED HEAT/MASS TRANSFER IN NONISOTHERMAL REACTORS [Pg.96]

Trx = Trx, inlet) are available at z = 0. This is known classically as a split boundary value problem, and it is characteristic of countercurrent flow heat exchangers. When numerical methods are required to integrate coupled mass and thermal energy balances subjected to split boundary conditions, it is necessary to do the following  [Pg.96]

Step 1. Guess the outlet temperature of the cooling fluid at z = 0. [Pg.96]




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Chemical Cooling

Chemical reaction exothermic

Chemical reactions reactors

Chemical reactors

Chemical reactors tubular reactor

Countercurrent

Countercurrent reactors

Exotherm reactions

Exothermic reaction

Exothermic reactor

Exothermic, exothermal

Exothermicity

Exotherms

Reaction with chemical

Reaction, exothermic tubular reactor

Reactor exothermic reactions

Reactors chemical reactor

Reactors reaction

Tubular chemical

Tubular chemical reactor

Tubular reactors

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