Undergraduate

UndergraduateGeneral chemistryStoichiometry


Percent Yield and Purity


In the study of chemistry, especially at the undergraduate level, stoichiometry is an essential aspect that involves determining the amount of reactants and products in chemical reactions. Two important concepts within stoichiometry are percent yield and purity. These concepts help determine the efficiency of a reaction and the quality of the final product.

Theoretical yield

The theoretical yield is the maximum amount of product that can be produced from a given amount of reactants, assuming the reaction proceeds to complete conversion under ideal conditions.

For example, consider the reaction between hydrogen gas and oxygen gas to form water:

2H2 + O2 → 2H2O

If you start with 10 moles of H2 and 5 moles of O2, the stoichiometry of the reaction implies that you can theoretically generate 10 moles of H2O.

Actual yield

Actual yield is the measured amount of product obtained from a reaction. Due to various factors such as incomplete reactions, side reactions, and losses during product recovery, actual yield is often less than the theoretical yield.

Using the previous example, suppose you only separate 8 moles of water. Here, the actual yield is 8 moles, which is less than the theoretical 10 moles.

Percent yield

Percent yield is a measure of the efficiency of a reaction, expressed as a percentage. It is calculated using the formula:

Percent Yield = (Actual Yield / Theoretical Yield) * 100%

Using the example of water formation, the percentage yield would be:

Percent Yield = (8 moles / 10 moles) * 100% = 80%

Visual example

Theoretical Yield (10 mol) Actual yield (8 mol)

Purity

Purity refers to the amount of the desired product relative to the amount of the impure sample. This is particularly relevant in the case of products that are in crude form after a reaction and require further purification.

The purity of a substance is expressed as a percentage and is calculated as follows:

Purity (%) = (Mass of Pure Substance / Total Mass of Sample) * 100%

Continuing our examples, suppose you have a 12-gram sample that contains 9 grams of pure product. The purity would be:

Purity (%) = (9g / 12g) * 100% = 75%

Visual example

Total sample (12 g) Pure substance (9 g)

Real-world applications

Understanding percent yield and purity is important in various fields such as pharmaceuticals, materials science, and food processing.

Examples in pharmaceuticals

In drug manufacturing, a high percentage yield ensures maximum efficiency and cost-effectiveness. Also, high purity of the drug is important for patient safety and regulatory approval.

Examples in materials science

In the production of materials such as polymers, achieving near-theoretical yields can reduce waste and increase economic viability. The purity of a material affects its properties such as strength and flexibility.

Common challenges

Some common challenges in achieving high percentage yield and purity are as follows:

  • Incomplete reactions where not all reactants are converted into products.
  • Competing side reactions that create unwanted byproducts.
  • Loss of product during separation and purification process.

Improving percent yield and purity

Several strategies can be used to increase the yield percentage and product purity:

  • Optimizing reaction conditions such as temperature, pressure, and concentration.
  • Using catalysts to make reactions happen more efficiently.
  • Implement effective purification techniques such as recrystallization, distillation or chromatography.

Example: Improvement in yield by catalysis

Consider a reaction catalyzed by an enzyme or metal catalyst, which lowers the activation energy and increases the reaction rate, leading to a more complete conversion.

Conclusion

Percent yield and purity are fundamental concepts in stoichiometry that provide information about the efficiency and quality of chemical reactions. A good understanding of these topics is essential for anyone working in chemistry-related fields, as they affect both the economic and practical feasibility of industrial and laboratory processes.


Undergraduate → 1.4.4


U
username
0%
completed in Undergraduate


Comments