
Approximately 100 terms and their definitions, for accurately and precisely describing the waveforms of pulse signals and the process of measuring pulse signals, are presented in this standard. Algorithms are provided for computing the values of defined terms that describe measurable parameters of the waveform, such as transition duration, state level, pulse amplitude, and waveform aberrations. These analysis algorithms are applicable to two-state waveforms having one or two transitions connecting these states. Compound waveform analysis is accomplished by decomposing the compound waveform into its constituent two-state single-transition waveforms.
- Sponsor Committee
- IM/WM&A - TC10 - Waveform Generation Measurement and Analysis
Learn More - Status
- Inactive-Reserved Standard
- PAR Approval
- 2008-05-19
- Superseding
- 181-2003
- Board Approval
- 2011-05-16
- History
-
- Published:
- 2011-09-06
- Inactivated Date:
- 2022-03-24
Working Group Details
- Society
- IEEE Instrumentation and Measurement Society
Learn More - Sponsor Committee
- IM/WM&A - TC10 - Waveform Generation Measurement and Analysis
Learn More - Working Group
-
SCOPT - Transitions, Pulses, and Related Waveforms Working Group
Learn More - IEEE Program Manager
- Vanessa Lalitte
Contact - Working Group Chair
- N Paulter
P181
Standard for Transitions, Pulses, and Related Waveforms
This standard defines terms pertaining to transitions, pulses, and related waveforms and defines procedures for estimating their parameters.
181-2003
IEEE Standard on Transitions, Pulses, and Related Waveforms
This standard presents approximately 100 terms, and their definitions, for accurately and precisely describing the waveforms of pulse signals and the process of measuring pulse signals. Algorithms are provided for computing the values of defined terms that describe measurable parameters of the waveform, such as transition duration, state level, pulse amplitude, and waveform aberrations. These analysis algorithms are applicable to two-state waveforms having one or two transitions connecting these states. Compound waveform analysis is accomplished by decomposing the compound waveform into its constituent two-state single-transition waveforms.