2012•Unpublished venueRequires access

Calibration and Vector Error Correction

Joel P. Dunsmore

Open publisher page 4 citations

Abstract

The vector network analyzer (VNA) error correction process consists of two steps: the first step, typically called calibration or VNA-cal, is to characterize known standards, such as an open/short/load, to determine the systematic VNA error terms. The second step is measuring the DUT and applying the error correction algorithms to obtain a corrected result. Correction of systematic errors of S-parameter measurements in VNAs has been available for decades; the details of how the systematic errors affect the measurement results of a two-port S-parameter measurement are presented. In general, there are two distinct calibration methodologies based on either the 12-term error model, or the eight-term error model. The effects of the real-world conditions are discussed in this chapter. Some of the errors are random errors, such as noise, stability and connector repeatability, which must be treated in a statistical manner. Controlled Vocabulary Terms error correction codes; network analysers; S-parameters

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What this paper is about

The vector network analyzer (VNA) error correction process consists of two steps: the first step, typically called calibration or VNA-cal, is to characterize known standards, such as an open/short/load, to determine the systematic VNA error terms. The second step is measuring the DUT and applying the error correction algorithms to obtain a corrected result. Correction of systematic errors of S-parameter measurements in VNAs has been available for decades; the details of how the systematic errors affect the measurement results of a two-port S-parameter measurement are presented. In general, there are two distinct calibration methodologies based on either the 12-term error model, or the eight-term error model. The effects of the real-world conditions are discussed in this chapter. Some of the errors are random errors, such as noise, stability and connector repeatability, which must be treated in a statistical manner. Controlled Vocabulary Terms error correction codes; network analysers; S-parameters

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Available abstract

The vector network analyzer (VNA) error correction process consists of two steps: the first step, typically called calibration or VNA-cal, is to characterize known standards, such as an open/short/load, to determine the systematic VNA error terms. The second step is measuring the DUT and applying the error correction algorithms to obtain a corrected result. Correction of systematic errors of S-parameter measurements in VNAs has been available for decades; the details of how the systematic errors affect the measurement results of a two-port S-parameter measurement are presented. In general, there are two distinct calibration methodologies based on either the 12-term error model, or the eight-term error model. The effects of the real-world conditions are discussed in this chapter. Some of the errors are random errors, such as noise, stability and connector repeatability, which must be treated in a statistical manner. Controlled Vocabulary Terms error correction codes; network analysers; S-parameters

Key concepts: Non-sampling error, Error detection and correction, Calibration, Systematic error, Computer science, Observational error, Random error, Repeatability

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