2013•Unpublished venueRequires access

Chemical Reactors

Roger Prud'Homme

Open publisher page 1 citations

Abstract

This chapter demonstrates the differences between ideal and real reactors. It outlines the behavior of a well-known kind of ideal reactor: a perfectly stirred homogenous reactor in a steady or unsteady regime. Paradoxically, there are certain similarities between the properties of stability of this type of chemical reactor and those of the reaction zone in a premixed flame. The chapter presents tubular reactor and residence time distribution. The basic equations for residence time distribution are established and then applied to ideal reactors: to a perfectly stirred homogeneous reactor in the permanent regime, to a plug flow reactor, to a Poiseuille flow and finally to real reactors.

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What this paper is about

This chapter demonstrates the differences between ideal and real reactors. It outlines the behavior of a well-known kind of ideal reactor: a perfectly stirred homogenous reactor in a steady or unsteady regime. Paradoxically, there are certain similarities between the properties of stability of this type of chemical reactor and those of the reaction zone in a premixed flame. The chapter presents tubular reactor and residence time distribution. The basic equations for residence time distribution are established and then applied to ideal reactors: to a perfectly stirred homogeneous reactor in the permanent regime, to a plug flow reactor, to a Poiseuille flow and finally to real reactors.

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Available abstract

This chapter demonstrates the differences between ideal and real reactors. It outlines the behavior of a well-known kind of ideal reactor: a perfectly stirred homogenous reactor in a steady or unsteady regime. Paradoxically, there are certain similarities between the properties of stability of this type of chemical reactor and those of the reaction zone in a premixed flame. The chapter presents tubular reactor and residence time distribution. The basic equations for residence time distribution are established and then applied to ideal reactors: to a perfectly stirred homogeneous reactor in the permanent regime, to a plug flow reactor, to a Poiseuille flow and finally to real reactors.

Key concepts: Plug flow reactor model, Residence time distribution, Plug flow, Chemical reactor, Continuous stirred-tank reactor, Hagen–Poiseuille equation, Residence time (fluid dynamics), Mixing (physics)

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