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Safety Stock Calculator

Compare a peak-demand buffer with a normal-approximation service-level buffer.

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Service approximation depends on independence and normality; z is user supplied. Do not interpret the peak method as a service guarantee.

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Result

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How to use this calculator

Choose a method and enter demand and lead-time observations or assumptions.

Formula and method

Peak buffer=max(0, maximum daily demand × maximum lead time − average daily demand × average lead time). Normal buffer=z√(Lσd²+d²σL²).

Worked example

Peak: 30×10−20×7=160 units. Service: z=1.645, σd=4, σL=1, L=7, d=20 gives about 37.222 units.

Assumptions and supported scope

Service approximation depends on independence and normality; z is user supplied. Do not interpret the peak method as a service guarantee.

Method references

Method and worked example checked against the calculator implementation. About our methods · Report a correction

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