| 摘要 |
<p>For each test element being tested in a clinical analyzer, there is a corresponding calibration curve. However, the calibration curve is defined by an equation having calibration coefficients which must be imparted to the analyzer so that the appropriate results can be calculated from the measurements taken off the test element. One way of imparting the calibration coefficients is to supply them in bar code form. However, due to the complexity of the coefficients, it may not be possible to store the information in a single bar code strip. Described herein is a method of bar coding the data needed to determine a calibration curve for a test element in an analyzer by ascertaining the ranges of values for analyzer response (R) which are possible for three given concentration values (C1, C2, C3), for a given assay, and assigning a high value (H) and a low value (L) for these ranges; calculating a calibration curve which correlates the analyzer response (R) to the concentration (C); determining the analyzer response (R1, R2, R3) from the calibration curve which corresponds to the concentration values (C1, C2, C3); calculating the bar code value (Bi) for the analyzer response (Ri) where i = 1, 2, 3 from the equation: Bi = (10<n> - 1)(Ri - Li)/(Hi - Li> where Li and Hi are the corresponding low (L) and high (H) values for that Ri; rounding Bi to the nearest integer; and supplying this value of Bi for each of Ri in bar code form, using n-digit decimal numbers so that only three sets of (10<n>) possibilities are needed. <IMAGE></p> |
