Template · Industrial engineering

Time study calculator: observed, normal and standard time

Turns stopwatch readings into normal and standard times, with the cycles needed for a set accuracy.

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Time study calculator: observed, normal and standard time
Example data — replace the blue input cells with your own.
STANDARD TIME PER CYCLE (S)PARTS PER HOURPARTS PER SHIFT
41.5286.7650
Operation and study settings
Operation nameHand assembly of a cable clamp
Units per part1Cycles of the work needed to make one finished part. Use 1 when one cycle makes one part.
Shift length (min)480Paid time in the shift
Breaks and planned delays per shift (min)30Removed from the shift before the parts-per-shift count
Confidence z-value1.961.96 gives 95% confidence. Use 1.645 for 90%.
Accuracy target (plus or minus, share of mean)5%Half-width of the confidence interval as a share of the mean observed time
Work elements (times in seconds)
Work elementPerformance ratingCycle 1Cycle 2Cycle 3Cycle 4Cycle 5Cycle 6Cycle 7Cycle 8Cycle 9Cycle 10

Showing the first 16 of 37 rows and 12 of 18 columns. Cells with formulas show the formula on hover.

What does this template do?

A time study records how long each element of a manual task takes over repeated cycles. This workbook is for industrial engineers and supervisors who set standard times for an operation and need to know how many parts a shift can make.

Each element has up to ten observed cycle times in seconds and a performance rating. The sheet works out the mean observed time and the sample standard deviation, then normal time as mean times rating. Standard time per cycle is normal time multiplied by one plus the total allowance from the Allowances tab. Standard minutes per part, parts per hour and parts per shift follow from it.

For each element the sheet also computes the cycles required for the confidence z-value and accuracy target, and flags any element that was observed for fewer cycles. The example data is fictional: six elements of a hand assembly.

What’s inside

  • Mean, sample standard deviation and normal time for up to eight work elements
  • Standard time = normal time x (1 + allowance), with allowances on their own tab
  • Cycles required per element from the z-value and accuracy target
  • Standard minutes per part, parts per hour and parts per shift
  • Flags elements that were observed for fewer cycles than required

Which tabs does the workbook have?

TabWhat it holds
StudyOperation settings, element readings, ratings and the standard time build-up.
AllowancesPF&D allowance inputs with typical values and their total.
NotesWhat the workbook does, the formulas in words, assumptions and limits.

What formulas does this template use?

This template holds 64 formulas in 251 cells across 3 tabs, so 25% of its cells calculate. They use 10 distinct functions; the longest formula is 148 characters and 1 of them read from another tab.

FunctionUsesWhat it does
IF99one result when a test is true, another when false
OR24true when any test is true
SUMPRODUCT9multiplies matching entries, then adds them
AVERAGE8mean of numbers
COUNT8counts numeric cells
ISNUMBER8true for a number
ROUNDUP8rounds away from zero
SQRT8square root
SUM3adds numbers
ROUNDDOWN1rounds toward zero

Counted from the workbook itself. Only functions that Excel, LibreOffice Calc, Google Sheets and Apple Numbers evaluate the same way are used, so the formulas survive every download format.

How do you use it?

  1. Enter the operation name, units per part, shift length and breaks and delays on the Study tab.
  2. Enter the performance rating for each work element as a percentage, such as 95% or 110%.
  3. Type up to ten observed cycle times in seconds for each element, and leave unused cycles blank.
  4. Set the confidence z-value and the accuracy target, then read the cycles required and the status of each element.
  5. Set each allowance on the Allowances tab for the job, then read standard time and parts per shift.

What is it good for?

  • Setting standard times for a manual assembly operation
  • Checking a changed work method against the time it was studied at
  • Estimating parts per shift before a line is staffed
  • Preparing a time study write-up for a process improvement report

Questions about this sheet

How many cycles should I time?

The Study tab computes the cycles each element needs for the z-value and accuracy target you enter. At 95 percent confidence and plus or minus 5 percent accuracy, an element whose standard deviation is 5 percent of its mean needs 4 cycles.

What is the difference between normal time and standard time?

Normal time is the mean observed time multiplied by the performance rating, which adjusts for pace. Standard time adds the allowances to normal time.

Are the allowance values required?

No. The values on the Allowances tab are typical starting points, such as those found in ILO work study material. Set each one for the job being studied.

Which standard deviation does the sheet use?

It uses the sample standard deviation, with n minus 1 in the denominator. Blank readings are left out of the calculation.