Learning Curve Calculator

Calculate time reductions and cost savings based on learning curve theory

Learning Curve Theory

The learning curve theory states that as the quantity of items produced doubles, the cost or time to produce each unit decreases at a consistent rate. This phenomenon is observed in manufacturing, assembly operations, and any repetitive task where workers become more efficient with experience.

Y = a * X^b

Where:

  • Y = Cumulative average time per unit
  • a = Time required to produce the first unit
  • X = Cumulative number of units produced
  • b = Learning coefficient (log(learning rate)/log(2))

Calculation Type

Select what you want to calculate:

Time per Unit
Total Time
Learning Rate

Calculate Time for a Specific Unit

Calculate the time required to produce a specific unit based on the learning curve.

Results

Time for Unit #

Cumulative Average Time

Total Time for All Units

Improvement from First Unit

Time per Unit

Unit Number Time per Unit (hours) Cumulative Average Time Total Time

Calculate Total Time for Multiple Units

Calculate the total time required to produce a batch of units based on the learning curve.

Results

Total Time

Average Time per Unit

Time for First Unit in Range

Time for Last Unit in Range

Interpretation

Calculate Learning Rate

Calculate the learning rate based on time data from two different production points.

Results

Learning Rate

Learning Coefficient

Time Reduction

Interpretation

Projected Times

When Production Doubles To Expected Time per Unit

Learning Curve Examples in Manufacturing

Aircraft Manufacturing

The aircraft industry often experiences an 80% learning curve. If the first aircraft requires 10,000 hours to produce, the second aircraft would take 8,000 hours (80% of 10,000), the fourth would take 6,400 hours (80% of 8,000), and so on.

Electronics Assembly

A smartphone manufacturer might have a 90% learning curve. If the first unit takes 60 minutes to assemble, the second would take 54 minutes, the fourth would take 48.6 minutes, etc.

Custom Machinery

For complex custom machinery with an 85% learning curve, if the first unit requires 500 hours, the second would take 425 hours, and the fourth would take 361.25 hours.

Typical Learning Rates by Industry

Industry/Process Typical Learning Rate Explanation
Aerospace 80-85% Complex assembly processes show significant improvement with experience
Electronics Manufacturing 90-95% Highly automated processes with less room for human improvement
Shipbuilding 80-85% Large, complex projects with significant learning potential
Repetitive Manual Tasks 70-80% Tasks with high human involvement show steep learning curves
Highly Automated Processes 95-100% Little room for improvement beyond initial setup