Title :
A computational technique for evaluating and propagating the uncertainty of complex-valued quantities
Author_Institution :
Meas. Stand. Lab., Ind. Res. Ltd., Lower Hutt, New Zealand
Abstract :
This paper builds on recent contributions to ARFTG on the calculation and propagation of measurement uncertainty for complex-valued quantities according to N.M. Ridler and M.J. Salter (2000) and N.M. Ridler and M.J. Salter (2001). It describes the design of a simple software framework that substantially reduces the complexity of uncertainty calculations, while adhering to international best practice. The design is novel in several respects. It implicitly obtains the necessary partial derivatives (sensitivity coefficients) and has an internal structure that is hierarchical and modular. It can provide support for dynamic modularity (plug-and-play) and could be used in complex instrumentation systems to provide full low-level support for calculations that can propagate uncertainty.
Keywords :
computational complexity; differentiation; measurement uncertainty; complex-valued quantity; dynamic modularity; instrumentation system; measurement uncertainty; partial derivative; plug-and-play; sensitivity coefficient; software framework; Best practices; Computer industry; Equations; Instruments; Laboratories; Mathematics; Measurement standards; Measurement uncertainty; Scattering parameters;
Conference_Titel :
ARFTG Conference Digest, Fall 2002. 60th
Conference_Location :
Washington, DC, USA
Print_ISBN :
0-7803-8124-6
DOI :
10.1109/ARFTGF.2002.1218682