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Relationship between relaxation time and flow diagram non-exponential decay slowing down

Relationship between relaxation time and flow diagram non-exponential decay (slowing down) [Pg.215]

We are dealing at present with systems which have only one independent concentration, and hence which are governed by a single rate equation. Thus eqn (8.2) can be written in the general from [Pg.215]

In this form we can think in similar terms to those used in chapter 3 where we [Pg.215]

We have also found it helpful to think of the rate equation for CSTR systems in terms of a flow rate L and a reaction rate R, and eqn (8.2) has the form [Pg.216]

Thus A can be interpreted in terms of the difference in the slopes of the flow and reaction curves on the flow diagram, as illustrated in Fig. 8.2. [Pg.216]




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Decay time

Diagram and

Down time

Exponential decay

Exponential relationships

Exponential relaxation

Flow Relationships

Flow diagrams

Flow time

Relationship Diagramming

Slow flow

Slowing down

Slowing-down time

Time diagram

Timing diagram

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