Calibration transfer for second order analytical instruments
AssigneeUniversity of Washington
InventorsBruce R. Kowalski, Yongdong Wang
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AssigneeUniversity of Washington
InventorsBruce R. Kowalski, Yongdong Wang
Estimating the term…
A method for calibrating two-dimensional responses measured on multiple instruments or on a single instrument under different operating conditions. The method calculates two separate banded diagonal transformation matrices using the responses of a common standard sample to simultaneously correct for the response channel shift and intensity variations in both dimensions or orders. The two transformational matrices are estimated from a set of simultaneous non-linear equations via the Gauss-Newton method. The effects of noise and transformation matrix bandwidth on the standardization performance were studied through computer simulation. From computer simulation and experimental data, it was found that the design of the standard sample is crucial for the parameter estimations and response standardization.
A method of calibrating an uncalibrated output from a first spectrometer relative to an output from a second reference spectrometer, said outputs from said first and second reference spectrometers being a two-dimensional matrix of data, the method comprising the steps of:
A method of calibrating an uncalibrated output from a first chromatograph relative to an output from a second reference chromatograph, said outputs from said first and second reference chromatograph being a two-dimensional matrix of data, the method comprising the steps of:
A method of calibrating an uncalibrated output from a first second order instrument relative to an output from a second second order instrument, said outputs from said first and second instruments being a two-dimensional matrix of data, the method comprising the steps of:
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