40 CFR 90.321 - NDIR analyzer calibration.
(a) Detector optimization. If necessary, follow the instrument manufacturer's instructions for initial start-up and basic operating adjustments.
(2) Span the analyzer to give a response of approximately 90 percent of full-scale chart deflection.
(3) Recheck the zero response. If it has changed more than 0.5 percent of full scale, repeat the steps given in paragraphs (b)(1) and (b)(2) of this section.
(4) Record the response of calibration gases having nominal concentrations between 10 and 90 percent of full-scale concentration. A minimum of six evenly spaced points covering at least 80 percent of the 10 to 90 range (64 percent) is required (see following table).
|Example calibration points (%)||Acceptable for calibration?|
|20, 30, 40, 50, 60, 70||No, range covered is 50 percent, not 64.|
|20, 30, 40, 50, 60, 70, 80, 90||Yes.|
|10, 25, 40, 55, 70, 85||Yes.|
|10, 30, 50, 70, 90||No, though equally spaced and entire range covered, a minimum of six points are needed.|
(5) Generate a calibration curve. The calibration curve must be of fourth order or less, have five or fewer coefficients, and be of the form of the following equation (1) or (2). Include zero as a data point. Compensation for known impurities in the zero gas can be made to the zero-data point. The calibration curve must fit the data points within two percent of point or one percent of full scale, whichever is less.
y = concentration
x = chart deflection
(ii) The responses generated in paragraph (b)(4) of this section are within one percent of full scale or two percent of point, whichever is less, of the responses predicted by the calibration curve for the gases used in paragraph (b)(4) of this section.
(7) If multiple range analyzers are used, the lowest range used must meet the curve fit requirements below 15 percent of full scale.
(c) Linear calibration criteria. If any range is within two percent of being linear, a linear calibration may be used. To determine if this criterion is met:
(1) Perform a linear least-square regression on the data generated. Use an equation of the form y=mx, where x is the actual chart deflection and y is the concentration.
(2) Use the equation z=y/m to find the linear chart deflection (designated as z) for each calibration gas concentration (designated as y).
Title 40 published on 2013-07-01
no entries appear in the Federal Register after this date.