In the business management theory of constraints, throughput is the rate at which a system achieves its goal. Oftentimes, this is monetary revenue and is in contrast to output, which is inventory that may be sold or stored in a warehouse. In this case, throughput is measured by revenue received (or not) at the point of sale—exactly the right time. Output that becomes part of the inventory in a warehouse may mislead investors or others about the organizations condition by inflating the apparent value of its assets. The theory of constraints and the practice of throughput accounting explicitly avoid that trap.
Throughput can be best described as the rate at which a system generates its products or services per unit of time. Businesses often measure their throughput using a mathematical equation known as Little's law, which is related to inventories and process time: time to fully process a single product.
Using Little's Law, one can calculate throughput with the equation:
I = R ∗ T {\displaystyle I=R*T}
where:
If you solve for R, you will get: R = I / T {\displaystyle R=I/T} .3
"What is 'Throughput'". investopedia.com. Retrieved 15 November 2016. http://www.investopedia.com/terms/t/throughput.asp ↩
Goldratt UK, Throughput Accounting, archived on 20 April 2017, accessed on 23 February 2025 https://web.archive.org/web/20170420092616/http://www.goldratt.co.uk/resources/throughput_accounting/index.html ↩
"The Relationship Between Cycle Time and WIP". fabtime.com. Retrieved 15 November 2016. http://www.fabtime.com/ctwip.shtml ↩