Free tool

Safety stock and reorder point

Size the buffer that protects your service level without tying up cash, and get the reorder point that goes with it. Both the statistical and the max-usage method.

Nothing you type is sent anywhere — every figure is worked out in your browser.

How the buffer is sized

Two accepted methods, shown side by side, because they answer slightly different questions and people argue about which is right.

Statistical method. Treats demand and lead time as independent sources of variation and sizes the buffer for the service level you pick: SS = Z × √( LT × σd² + d² × σLT² ) where Z comes from the service level (95% is 1.65), d is average daily usage and LT is average lead time in days. This is the one to use when you have real history.

Max-usage method. The old rule of thumb: SS = (max usage × max lead time) − (avg usage × avg lead time). It ignores probability and covers the worst case, so it almost always returns a bigger number. Useful when you have no data, expensive when you have.

Reorder point is the same either way: ROP = (avg daily usage × avg lead time) + safety stock. The figure at the top uses the statistical safety stock.

The service level here is a cycle service level — the chance of not running out during any one replenishment cycle. It is not the same as the fill rate you quote a customer, and it is not an annual figure.

None of this survives an inaccurate stock figure. If the system says 400 and the rack holds 340, the maths above is decoration.

A reorder point is only as good as the stock figure behind it

Book a 30 minute call and we will look at how accurate your free stock really is before you retune the buffers.