Accuracy indicator in static calibration: among dead zone, drift, and static error, identify the measure that directly judges the accuracy of an instrument at a stated operating point.

Difficulty: Easy

Correct Answer: Static error

Explanation:


Introduction / Context:
Instrument accuracy is assessed by how closely the indicated value matches the true value under specified conditions. Several static characteristics influence readings, but only one directly quantifies the deviation at a point in time and input.

Given Data / Assumptions:

  • Calibration conditions are steady (no transients).
  • Error is defined as indicated value minus true value.
  • Repeatability and hysteresis are considered separately.


Concept / Approach:
Static error (bias) = indicated value − true value. This directly expresses accuracy. Dead zone (dead band) describes an insensitivity region where small changes do not alter reading. Drift is the slow change of indication with time when input is constant. Both affect usability but are not the accuracy metric itself at a given point.

Step-by-Step Solution:

Define accuracy via absolute or percentage error relative to full-scale or reading.Recognize static error as the direct quantitative judge.Classify dead zone and drift as secondary characteristics.


Verification / Alternative check:
Calibration certificates report allowable accuracy as ±(percentage of full-scale or of reading), which is a bound on static error.


Why Other Options Are Wrong:

Dead zone: affects sensitivity around operating point but does not quantify accuracy at that point.Drift: time-dependent change; not the instantaneous accuracy measure.None of these: incorrect because static error is correct.


Common Pitfalls:
Equating precision (repeatability) with accuracy; an instrument can be precise yet biased (large static error).


Final Answer:
Static error

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