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Research draft

waveform

vr.tr.waveform · XCT.QLT

Let an agent explain waveforms, relay types, parameters, Fourier analysis and applications from signal processing, audio and medical sources, describe the named waveforms, and distinguish waveforms from waves as physical phenomena, spectra, signals as information and ECG interpretation, which requires clinicians.

Thing Registry Cross-cutting context

Research draft, second pass

A second pass drafted this model: the structure a model of this thing needs, and what is known about it in the world. The line under this one says how the second half was obtained - researched against sources, or recalled without web access, in which case nothing here was read anywhere and every claim is a lead to verify. Unreviewed either way.

written by Claude from model knowledge without web access - no source was read, every claim is a lead to verify

Researched by: Claude

Purpose and description

Let an agent explain waveforms, relay types, parameters, Fourier analysis and applications from signal processing, audio and medical sources, describe the named waveforms, and distinguish waveforms from waves as physical phenomena, spectra, signals as information and ECG interpretation, which requires clinicians.

The shape of a signal plotted against time, describing how a quantity such as voltage, pressure or displacement varies, including periodic waveforms such as sine, square, triangle and sawtooth waves and non-sinusoidal waveforms analysed as sums of sinusoids by Fourier analysis, used in electronics, acoustics and medicine, as in the ECG waveform with P waves, QRS complexes and T waves, and in sound synthesis, where the supersaw, a stack of detuned sawtooth waves popularised by the Roland JP-8000 synthesiser in 1996, is a characteristic sound.

What it is for: Describing and generating signals.

It can be explain types and parameters; relay Fourier analysis; describe named waveforms; distinguish related concepts.

Distinguishing features

Time-domain shape

Periodic or aperiodic

Harmonic content

Wide applications

What it looks like

Curves and shapes on oscilloscope screens, audio editors and ECG printouts.

Physical character

parameters: amplitude, frequency, period, phase, duty cycle list

Fourier series: Joseph Fourier, 1807-1822 note

Roland JP-8000: 1996 year - supersaw

How it is recognised

Shape of a signal over time

ECG waveform, square wave, periodic waveform, non-sinusoidal waveform, supersaw

Waves are physical propagation; spectra show frequency content; signals carry information; ECG diagnosis needs clinicians

Related models

is a kind of - in registry terms

shape

is analysed by -

Fourier analysis

includes -

square wave

is contrasted with -

frequency spectrum

In practice

Families and kinds

sine waves

square and pulse waves

triangle and sawtooth waves

complex non-sinusoidal waveforms

physiological waveforms such as ECG

Standards and regulation

IEC standards for power quality waveforms

Medical device standards for ECG equipment

Failure modes and hazards

Interpreting ECG waveforms without clinical training

Aliasing when sampling waveforms

Hearing damage from loud synthesised sound

Also called

ECG waveformsquare waveperiodic waveformnon-sinusoidal waveformsupersaw

Where this came from

wikidata · CC0 1.0

Drafted structure

Bundle to layer to finding to question, as the second pass will find it: 4 bundles · 8 layers · 8 findings · 16 questions.

Understand What a waveform is.

Science.

Definition

Definition.

Definition

Definition.

  1. What is a waveform, and how does it differ from physical waves, spectra, signals and ECG diagnosis? definition
  2. Is the question about electronics, audio, a personal ECG reading that needs a clinician, or physics? boundary

Named

Named waveforms.

Named

Named.

  1. What are ECG waveforms, square waves, periodic and non-sinusoidal waveforms and the supersaw? definition
  2. Which entry fits the specific waveform? action
Signals Signal analysis.

Science.

Fourier

Fourier analysis.

Fourier

Fourier.

  1. How can any periodic waveform be expressed as harmonics? provenance
  2. Which references are standard? provenance

Sampling

Sampling.

Sampling

Sampling.

  1. How do sampling rate and the Nyquist theorem affect digitised waveforms? provenance
  2. Which sources are cited? provenance
Applications Applications.

Application.

Audio

Sound synthesis.

Audio

Audio.

  1. How do synthesisers use basic waveforms, and how does the supersaw work? provenance
  2. Which entry fits subtractive synthesis? action

Medical

ECG waveforms.

Medical

Medical.

  1. What do P waves, QRS complexes and T waves represent, in general terms? provenance
  2. Which entry fits electrocardiography? action
Context Instruments.

Context.

Oscilloscope

Oscilloscopes.

Oscilloscope

Oscilloscope.

  1. How do oscilloscopes display waveforms? provenance
  2. Which entry fits oscilloscope? action

Power

Power quality.

Power

Power.

  1. Why do distorted mains waveforms matter for power quality? provenance
  2. Which entry fits harmonics (electrical power)? action

What the second pass must settle

  • Should supersaw be a separate entry?
  • How should signal processing sources be linked?
  • Should ECG waveform be moved to cardiology?