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Chemistry

Reaction Yield Calculator

Calculate percent yield and loss from theoretical and actual yield values.

Formula reviewed: 2026-02-14 Chemistry

Use this free online Reaction Yield Calculator to compute percent yield from theoretical and actual product amounts. It is useful for classwork, lab checks, design screening, and engineering sanity checks where units and assumptions must stay visible. The form focuses on Theoretical yield (g), Actual yield (g) and returns Reaction Yield Inputs, Yield Results, so you can move from input to answer without setting up a spreadsheet or custom script. Run one realistic example, adjust the inputs, and compare how the result changes before you copy or share it. Check units and formula assumptions carefully; for safety-critical or code-governed work, validate the result with authoritative references.

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Input Pattern

Enter values in the left panel, keep units explicit, run the calculation, then copy or share the result. Invalid fields are highlighted immediately.

How to use this tool

  1. Enter Theoretical yield (g), Actual yield (g) for the reaction yield calculator, keeping units, dates, or text format consistent with the form labels.
  2. Confirm all units and known variables before running the calculation so the formula is applied consistently.
  3. Click "Run the tool" and review Reaction Yield Inputs, Yield Results for the primary output.
  4. Verify units and assumptions, especially before using the result for design, lab, or safety-sensitive work.

Reaction Yield Inputs

Calculate percent yield from theoretical and actual yield.

Yield Results

Percent yield: 80.00%

Yield loss: 2.400000 g

Efficiency flag: Good (>= 80%)

Reaction Yield and Limiting Reagents

Theoretical and Actual Yield

Theoretical yield is the maximum amount of product predicted by stoichiometry if the reaction goes to completion and all material is recovered. Actual yield is what is obtained in the real experiment. Percent yield compares the two: actual yield divided by theoretical yield, multiplied by 100 percent.

This comparison is useful because it separates what the balanced equation permits from what the process actually delivered. A low yield can point to incomplete reaction, side reactions, product loss during purification, measurement error, or incorrect assumptions about reagent purity.

Finding the Limiting Reagent

The limiting reagent is the reactant that runs out first according to the balanced chemical equation. It determines the maximum product amount. The reactant with the smallest mass is not necessarily limiting; molar mass and stoichiometric coefficients must be considered.

A reliable approach is to convert each reactant amount to moles, use the balanced equation to calculate how much product each could form, and choose the smallest product amount. Excess reagents remain after the limiting reagent is consumed. This reasoning is central to synthesis planning and chemical manufacturing.

Why Real Yields Are Lower

Real reactions rarely reach the theoretical maximum. Equilibrium may leave starting material unreacted. Competing pathways can form byproducts. Transfers, filtration, crystallization, evaporation, chromatography, and drying can all lose material. Some products decompose or retain solvent, distorting the measured mass.

A yield above 100 percent usually signals contamination, incomplete drying, weighing error, or a wrong theoretical calculation. It is not a sign that stoichiometry was beaten. Yield data should always be interpreted with the procedure and product purity in mind.

Yield as Process Feedback

In research, yield helps compare reaction conditions. In production, it affects cost, throughput, waste, and safety. Improving yield may involve better temperature control, different solvents, catalysts, reagent order, reaction time, or purification methods. Sometimes the highest chemical yield is not the best process if it requires expensive reagents or creates difficult waste.

Yield is therefore both a chemistry metric and an operations metric. The balanced equation gives the ceiling, but the practical process determines how close the work can get.

How to interpret the result

Confidence and limitations

Formula References

Assumptions

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