A spherical reactor with diameter 10 feet is used for the Haber process. It is fed by stoichiometric amounts of the reactants, and subjected to 350 atm pressure. Catalyst used is an alloy of iron and molybdenum. The reaction has 0.9 degree of completion, and the exhaust gases produced is 100 lb/hr. a. Find the rate of reaction (based on reactor volume and hours) of each reactant. b. If the reactor has a porosity of 0.5, find the rate of reaction of each reactant based on volume of reacting fluid
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- An exothermic reaction is taking place in a constant volume reactor that contains a cooling coil. The reaction A -> B proceeds with a reaction rate constant of k1. The rate of reaction is given as kCA. The feed concentration of A is 4 mol/L, the reaction conversion is 50%, and the reaction rate constant k is 1*10-2 h^-1. The volumetric flow rate remains constant throughout the reaction, at 2 L/hr. The initial temperature in the reactor is 40°C, and the final temperature is 60°C. The heat released at the end of the reaction is 60 j/mol. The amount of heat removed by the coil is 400 j. The density of the mixture is 4 kg/m^3, the Cp value is 20 j/mol.K. If the reactor volume is 4 liters, find the change in temperature over time.Methane is burned with air in a continuous combustion reactor that is at steady state.The feed to the reactor contains 7.80 mole % CH4, 19.4 mole % O2, and 72.8 mole % N4. The percentage conversion of methane is 90.0%, and the gas leaving the reactor contains 8 mol CO2/mol CO. Carry out a degree of freedom analysis of the process, and calculate the molar composition of the product stream.9. Ethane is burned with air in a continuous steady-state combustion reactor to yield a mixture of carbon monoxide, carbon dioxide, and water. The feed to the reactor contains 10 mol/min C2H6 and 200 mol/min air. The percentage conversion of ethane is 80%, and the gas leaving the reactor contains 8 mol CO2 per mol of CO. Determine the molar flow rate of the ethane gas in the product stream. (2 mol/min)
- Figure below shows three reactors linked by pipes. As indicated, the rate of transfer of chemicals through each pipe is equal to a flow rate (Q, with units of cubic meters per second) multiplied by the concentration of the reactor from which the flow originates (c, with units of milligrams per cubic meter). If the system is at a steady-state, the transfer into each reactor will balance the transfer out. Develop mass-balance equations for the reactors and solve the three simultaneous linear algebraic equations for their concentrationsThe A—B reaction is carried out in a moving-bed reactor. Calculate the conversion that will take place with 500 kg of catalyst. Pure A is fed into the reactor and the catalyst is fed into the reactor at a rate of 2.0 kg/s. Pure A is fed to the reactor at a pressure of 20 atm with a molar flow of 10 mol/s. The pressure drop parameter is a=0.0019 kg-1, Catalyst aging is 2nd order and is reactive and product independent. k=0.1mol/kg cat.s.atm KA=1.5 atm-1 , kd=0.75/h.atm _ kB, TATIYKP,Ethanol reacts with chlorine in a continuous reactor according to the equationC2H6 + Cl2 → C2H5Cl + HClA portion of the monochloroethane reacts with chlorine in an undesired side reaction according to the equationC2H5Cl + Cl2 → C2H4Cl2 + HClThe conversion of ethane is 13%, the selectivity of monochloroethane relative to dichloroethane is 13.3 and all the chlorine is consumed. Calculate the moles of each species in the outflow per 100 moles of monochloroethane produced.
- Various parameters in a gas absorption experiment are as follows; Water flow rate =5 L/min, Air flow rate=25 L/min, CO2 flow rate=6 L/min. Then, to find the amount of CO2 absorbed into the water 1 hour after the system is started and stabilized, 50 mL samples are taken from the inlet and outlet of the tank and titrated with 0.01M NaOH. 100mL samples are taken from the tower entrance and exit and sent to the hemp apparatus. The consumptions measured with the help of the Hemp apparatus are 2.1 mL (inlet) and 1.9 mL (output), respectively. According to this, find the amount of CO2 absorbed by titration? (Note: The relative error in the experiment is 10.)Butane (C4H10)(C4H10) and dry air are fed to a combustion reactor at a steady rate of 45.9 mol/s45.9 mol/s butane and 2500.0 mol/s2500.0 mol/s dry air. Assume the butane reacts completely to produce CO2CO2 and H2O.H2O. The reactants enter the reactor at 25 ∘C25 ∘C and the products leave the reactor at 1110.4 ∘C.1110.4 ∘C. Calculate the percent excess air. Using the information below, find the heat interaction. Species ΔHf at 298 K(kJ/mol) CP (kJ/kmol·K) O2 0 3.5R N2 0 3.5R C4H10 -125.5 12R CO2 -393.5 3.5R H2O -241.8 3.5REthane is chlorinated in a continuous reactor: C2H6 + Cl2 à C2H5Cl + HCl Some of the product monochloroethane is further chlorinated in an undesired side relation: C2H5Cl + Cl2 à C2H4Cl2 + HCl Take a basis of 100 mol C2H5Cl produced. Assume that the feed contains only ethane and chlorine and that all of the chlorine is consumed and carry out a degree-of-freedom analysis based on atomic species balances. The reactor is designed to yield a 15% conversion of ethane and a selectivity of 14 mol C2H5Cl/mol C2H4Cl2. Calculate the feed ratio (mol Cl2/mol C2H6) and the fractional yield of monochloroethane.
- Amylum, commonly known as starch is a white powder with variable molecular formula due to the different number of repeating sugar units based on the plant that it is obtained from. A sample of amylum in the form of spherical beads was subjected to series of analyses to determine physicochemical properties in the quality control unit of a factory. From the results each bead is found to have a 4.5 mL volume and 1.47 g/mL density. 4 of the beads were placed in a reaction chamber combusted, as a result, 43.1 g CO2 and 14.7 g H2O were obtained. If the molecular weight of the amylum is 972.84 g/mol how many repeating units the starch molecule consist and what is the molecular formula of the starch? [Empirical Formula=CxHyOz, Repeating unit=n, Molecular Formula=( CxHyOz)*n= CnxHnyOnz]Fluid catalytic cracking (FCC) offers an excellent integration of the cracking reactor and the catalyst regenerator that provides the highest thermal efficiency. Explain this integrated system that facilitates the fluid catalytic cracking of gas oil. Please assist your explanation by sketching the side by side FCC unitConsider the following simultaneous reactions: N2 + 3H2 → 2NH3(a) H2 + CO2 → CO + H2O (b) 550 mols are fed into the reactor, initially containing 67.4% H2, 21.3% N2 and the remainder CO2. The mixture at the outlet has 16% NH3 and 5% H2O (molar percentages). a- Calculate the degrees of advancement of reactions (a) and (b).