Chemical Engineering > GATE 2010 > Non-Ideal Reactors
Two reactors (reactor 1 and reactor 2) with average residence times, τ1 and τ2 respectively. are placed in series. Reactor 1 has zero dispersion and reactor 2 has infinite dispersion. The residence-time distribution. E(t) of this system. is given by
A
{0, t≤τ1; (1/τ2)exp(-(t-τ1)/τ2), t>τ1}
B
{0, t≤τ2; (1/τ1)exp(-(t-τ2)/τ1), t>τ2}
C
{0, t≤τ1; (1/τ1)exp(-(t-τ1)/τ2), t>τ1}
D
{0, t≤τ2; (1/τ2)exp(-t/τ1), t>τ2}

Correct : a

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residence time distribution series reactors GATE Chemical Engineering 2010 zero dispersion reactor infinite dispersion reactor residence time distribution system chemical engineering gate series reactors residence time dispersion reactor GATE 2010 Chemical Engineering

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