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{{Glossary}}A '''wave''' is a repeating pattern that moves similarly to a [[spaceship]], although it is infinite (thus, [[c orthogonal]] waves exist).
{{Glossary}}
A '''wave''' is a repeating pattern that moves similarly to a [[spaceship]], although it is infinite. It may be seen as a [[wick]] with additional displacement in a direction not parallel to itself.


Waves can be terminated with other components, yielding infinitely extensible spaceships and growing objects.  A finite wave of this kind is a [[wick]]-like structure attached at both ends to moving [[spaceship]]-like patterns, in such a way that the entire pattern is mobile. If the wave gets longer over time, the supporting patterns are [[wavestretcher]]s.
Waves can be terminated with other components, yielding infinitely extensible spaceships and growing objects.  A finite wave of this kind is a wick-like structure attached at both ends to moving [[spaceship]]-like patterns, in such a way that the entire pattern is mobile. If the wave gets longer over time, the supporting patterns are [[wavestretcher]]s.


Also, the gliders or spaceships emitted by a [[rake]] may be referred to as a wave, again because the line as a whole appears to move in a different direction from the individual components, due to the rake's movement. Compare with [[stream]].
Also, the gliders or spaceships emitted by a [[rake]] may be referred to as a wave, again because the line as a whole appears to move in a different direction from the individual components, due to the rake's movement. Compare with [[stream]].


In general a wave can be interpreted as moving at a variety of different velocities, depending on which specific subcomponents are chosen as the starting and ending points for calculating speed and direction. See [[antstretcher]], [[wavestretcher]] for a practical example of identical wave ends being connected to spaceships with different velocities.
In general a wave can be interpreted as moving at a variety of different velocities, depending on which specific subcomponents are chosen as the starting and ending points for calculating speed and direction. See [[antstretcher]] and [[wavestretcher]] for a practical example of identical wave ends being connected to spaceships with different velocities.
 
Certain waves such as [[knightwave]] and [[switchwave]], as well as [[3c/7 wave]], have known stabilisations; however, some, like [[3c/10 pi wave]] and [[3c/14 pi wave]] are not.
 
As there is no size constraint for a wave, unlike for a spaceship, very simple [[c orthogonal]] waves can be shown to exist.
 
== See also ==
* [[Wavestretcher]]
 
== External links ==
* {{LinkLexicon|lex_w.htm#wave}}
* {{LinkForumThread|f=2|t=3764|title=Wave completion thread}}
* {{LinkForumThread|f=2|t=5929|title=Level wave speed limit?}}
* {{LinkForumThread|f=2|t=5960|title=amling wave searches braindump}}

Latest revision as of 16:50, 2 February 2026

A wave is a repeating pattern that moves similarly to a spaceship, although it is infinite. It may be seen as a wick with additional displacement in a direction not parallel to itself.

Waves can be terminated with other components, yielding infinitely extensible spaceships and growing objects. A finite wave of this kind is a wick-like structure attached at both ends to moving spaceship-like patterns, in such a way that the entire pattern is mobile. If the wave gets longer over time, the supporting patterns are wavestretchers.

Also, the gliders or spaceships emitted by a rake may be referred to as a wave, again because the line as a whole appears to move in a different direction from the individual components, due to the rake's movement. Compare with stream.

In general a wave can be interpreted as moving at a variety of different velocities, depending on which specific subcomponents are chosen as the starting and ending points for calculating speed and direction. See antstretcher and wavestretcher for a practical example of identical wave ends being connected to spaceships with different velocities.

Certain waves such as knightwave and switchwave, as well as 3c/7 wave, have known stabilisations; however, some, like 3c/10 pi wave and 3c/14 pi wave are not.

As there is no size constraint for a wave, unlike for a spaceship, very simple c orthogonal waves can be shown to exist.

See also