Traverse Precision Ratio

Also known as closure precision · 1 in 5000

N=PEcN = \frac{P}{E_c}

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Learning zone

An error of a third of a foot means nothing until you know how far you walked to accumulate it. The precision ratio fixes that by dividing the perimeter by the misclosure and quoting the result as 1:N — one part in six thousand, say. Typical standards run 1:5,000 for ordinary boundary work, 1:10,000 for urban surveys and control, and 1:100,000 or better for geodetic networks; rough topographic traverses may be accepted at 1:3,000. The convention long predates electronic distance measurement: with Gunter's chain, which came in 66 ft lengths of a hundred links, a good chainman was expected to hold about 1:5,000 over open ground.

A worked example: a traverse with a perimeter of 2,400 ft closes with a 0.40 ft error, so N = 2,400/0.40 = 6,000 and the survey is reported as 1:6,000 — acceptable for a rural boundary, marginal for a subdivision. Two traps: the ratio always reduces to a numerator of one, so 2:12,000 is not a thing, and a suspiciously good ratio is worth investigating rather than celebrating, since it often means an angle was computed rather than measured.

Traverse Precision Ratio
N=PEcN = \frac{P}{E_c}
Where
  • NN= Precision denominator (1 in N)
  • PP= Total traverse perimeter
  • EcE_c= Linear closure error
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