1. The formation of nitroanaline (an important intermediate in dyes) is formed from the reaction of orthonitrochlorobenzene (ONCB) and aqueous ammonia with ammonium chloride as a by-product. NO, CI + 2NH, NO, NH, + NH,CL ONCB Nitroanaline Let the reaction be represented symbolically as A + 2B →C + D The reaction occurs in the liquid phase and is first order in both ONCB and ammonia with k = 0.0017 m² /kmol .min at 461K with E = 11273 cal/mol. The initial entering concentrations of A (ONCB) and B (ammonia) are 1.8 kmol/m and 6.6 kmol/m³, respectively. a. Set up a stoichiometric table for this reaction for a flow system b. Write the rate law for the disappearance of ONCB, -TA solely as a function of conversion X c. What is the rate of reaction, -ra when X = 0.9 at i. 461 K ii. 561 K d. What would be the CSTR reactor volume to achieve 90% conversion at 561 K for a molar feed rate of 2 mol/min. Calculate the space time for this reactor. (Use R=1.987 cal/mol. K, where R is the universal gas constant)
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The symbolic representation for the formation of nitroaniline (C) and ammonium chloride (D) from ortho-nitro chlorobenzene (ONCB = A) and ammonia (B) is given as:
This reaction takes place in the liquid phase and it is given that the reaction is first order in both A and B.
Stoichiometric coefficients of all the species as:
At 461 K, the reaction rate constant is given as:
The activation energy of the reaction is given as:
The initial concentration of species entering the reactor is given as:
(a)
Since the given reaction occurs in the liquid phase, its density is assumed to be constant and so, v = v0. Express the concentration in terms of the molar rate as:
Define the parameter associated with the initial moles of each of the species as:
Let X be the conversion of A. The stoichiometric table prepared is shown below as:
(b)
The rate law for the disappearance of ONCB (A) as a function of conversion X when the reaction is first order in ONCB (A) and ammonia (B) is written as:
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