{"id":45881,"date":"2025-08-08T15:34:06","date_gmt":"2025-08-08T15:34:06","guid":{"rendered":"https:\/\/idea.membrane.com\/songwriter\/?p=45881"},"modified":"2025-08-08T15:42:20","modified_gmt":"2025-08-08T15:42:20","slug":"amplitude-2","status":"publish","type":"post","link":"https:\/\/kingarthur.com\/songwriter\/2025\/08\/08\/amplitude-2\/","title":{"rendered":"Amplitude"},"content":{"rendered":"

Amplitude-Best-Of.mp3<\/a>
\nAmplitude-Best-Of.mp4<\/a>
\nAmplitude.mp3<\/a>
\nAmplitude.mp4<\/a>
\nAmplitude-intro.mp3<\/a><\/p>\n

[Verse 1]
\n(Wave) Hello!
\nYa know…
\nThe right attitude
\nCombined with fortitude<\/p>\n

[Bridge]
\nWhat is our amplitude?<\/p>\n

[Chorus]
\nThe maximum displacement
\n(From our movement)
\nWhat is our strength and size
\n(When we come to realize….)<\/p>\n

[Verse 2]
\n(Wave) Goodbye
\n(Don’t cry)
\nAdjust our attitude
\nWith a bit more gratitude<\/p>\n

[Bridge]
\nTurn up our amplitude<\/p>\n

[Chorus]
\nThe maximum displacement
\n(From our movement)
\nWhat is our strength and size
\n(When we come to realize….)<\/p>\n

[Bridge]
\nConcede the need
\nTo turn up our amplitude
\n(Turn it up, up, up)<\/p>\n

[Chorus]
\nThe maximum displacement
\n(From our movement)
\nWhat is our strength and size
\n(When we come to realize….)<\/p>\n

[Outro]
\nForego the bleed… concede
\n(To turn up our amplitude)
\nTurn it up (Turn it up)
\nTurn up our amplitude
\n(Up, up, up, up, up)<\/p>\n

A SCIENCE NOTE
\nIn physics, amplitude refers to the maximum displacement of a wave from its equilibrium position. It essentially measures the “size” or “strength” of a wave. For a transverse wave, like a wave on a string, the amplitude is the height of a crest or the depth of a trough. For a longitudinal wave, like a sound wave, the amplitude is the maximum compression or rarefaction of the medium.<\/p>\n

Visualizing Amplitude:<\/strong> <\/span><\/div>\n
Imagine a rope tied to a wall. <\/span>If you shake the rope up and down, you create a wave. <\/span>The amplitude is the distance the rope moves vertically from its resting position (the straight line) to its highest point (crest) or lowest point (trough).\u00a0<\/span><\/span><\/span><\/div>\n