Optimizing Ammonia Production: Calculating Partial Pressures and Reactant Ratios

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In summary, the suggestion is that the plant could produce the same amount of ammonia at a lower pressure and increased profitability if the reactant ratio were 1:6. However, this is not always possible to do since the costs of the reactants might be different.
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yolo123
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An ammonia plant operates at close to 700K and a Kp of 3.5 x 10-4 employing the stoichiometric ratio of 1:3 N2:H2. If the equilibrium partial pressure of NH3 is 50. atm, calculate the partial pressures of the reactants and the total pressure.
The suggestion is made that, since the [NH3] is cubed in the reaction quotient, the plant could produce the same amount of ammonia if the reactant ratio were 1:6 - and at a lower pressure and increased profitability. Calculate the partial pressure of each reactant and the total pressure under these new conditions assuming PNH3 is still 50. atm at equilibrium.
Is the suggestion valid?


Since when is NH3 cubed?
What do we have to do? I don't understand anything. What is the 1:6 ratio? How do we prove improved profitability?
 
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I agree, cubed seems wrong.
 
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yolo123 said:
An ammonia plant operates at close to 700K and a Kp of 3.5 x 10-4 employing the stoichiometric ratio of 1:3 N2:H2. If the equilibrium partial pressure of NH3 is 50. atm, calculate the partial pressures of the reactants and the total pressure.
The suggestion is made that, since the [NH3] is cubed in the reaction quotient, the plant could produce the same amount of ammonia if the reactant ratio were 1:6 - and at a lower pressure and increased profitability. Calculate the partial pressure of each reactant and the total pressure under these new conditions assuming PNH3 is still 50. atm at equilibrium.
Is the suggestion valid?


Since when is NH3 cubed?
What do we have to do? I don't understand anything. What is the 1:6 ratio? How do we prove improved profitability?

From context the the 1:6 ratio should be the N2:H2 ratio, which previously was 1:3.

I'd suggest you first try to answer the understandable and solvable questions.

When answers are evaluated by humans not computers you should normally get credit if you state the question you think you are answering and give an intelligent answer.

What is more economical could depend on the relative costs of the two reactants, or it might be independent, hard to say beforehand. You need to write some equations and attempt some calculations first.
 

1. How do you calculate the partial pressures of reactants in ammonia production?

In order to calculate the partial pressures of reactants in ammonia production, you will need to use the ideal gas law equation, PV = nRT. This equation relates the pressure (P), volume (V), number of moles (n), gas constant (R), and temperature (T) of a gas. You can rearrange this equation to solve for the partial pressure of a gas (P = nRT/V). Simply plug in the values for number of moles and temperature, and use the volume of the container to determine the partial pressure of each reactant.

2. What is the importance of optimizing ammonia production?

Optimizing ammonia production is important because it allows for the most efficient use of resources and minimizes waste. By calculating the partial pressures and reactant ratios, you can determine the ideal conditions for producing the maximum amount of ammonia while using the least amount of reactants. This not only saves money, but also reduces the environmental impact of the production process.

3. How do you determine the reactant ratios for ammonia production?

The reactant ratios for ammonia production can be determined by using the balanced chemical equation for the reaction. For every mole of nitrogen gas (N2) that is consumed, three moles of hydrogen gas (H2) are required. This means that the ideal reactant ratio is 3:1, with three moles of hydrogen gas for every one mole of nitrogen gas.

4. What factors can affect the partial pressures and reactant ratios in ammonia production?

There are several factors that can affect the partial pressures and reactant ratios in ammonia production. These include temperature, pressure, and the presence of a catalyst. Higher temperatures and pressures can increase the partial pressures of reactants, while a catalyst can increase the rate of the reaction and change the reactant ratios. Other factors such as impurities in the reactants can also affect the production process.

5. How can partial pressures and reactant ratios be optimized in ammonia production?

Partial pressures and reactant ratios can be optimized in ammonia production by carefully controlling the temperature, pressure, and reactant ratios. By using the ideal gas law and the balanced chemical equation, you can calculate the ideal conditions for producing the maximum amount of ammonia with the least amount of reactants. Additionally, constantly monitoring and adjusting these factors can help to maintain optimal conditions throughout the production process.

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