Calculating Return-Loss Uncertainty

For reflection measurements, the uncertainty in magnitude VRC, U(|*|) can be converted to the equivalent return loss uncertainty, U(RL), using Eq. 38:

where:
* = the measured VRC.
Calculating phase uncertainty:
For a given S-parameter, Sij (i = 1, 2; j = 1, 2), the uncertainty in phase, U(*), can be estimated using Eq. 49:

where:
U(|Sij|) = the uncertainty in |Sij|.
When calculating the uncertainty in transmission phase, it is first necessary to determine the uncertainty in the magnitude of the linear transmission coefficient (i.e. U(|S21|) or U(|S12|)). This can be derived from the measured attenuation, A, and the uncertainty in the measured attenuation, U(A), using Eq. 58:

Please or Register to post comments.

Newsletter Signup

Webcasts

GaN Roundtable: The State of GaN Reliability Today

Wednesday, April 3rd, 2013, 2:00 pm ET. Gallium nitride (GaN) has come a long way over the past few years in terms of affordability, industry acceptance and, in particular, reliability. In this webcast roundtable, a panel of expert speakers will assess the current state of GaN reliability, along with offering predictions for its future.

Click here to register!

Whitepapers

New App Note: Best Practices for Making the Most Accurate Radar Pulse Measurements
Sponsored by Agilent Technologies
Download this app note

Agilent Technologies Complex Modulation Generation with Low Cost Arbitrary Waveform Generators - Agilent's Trueform Architecture for Wireless Applications
Sponsored by Agilent Technologies
Download this white paper

Browse more white papers from Microwaves and RF

Connect With Us