Surface pattern — where it appears
Named by 4 essays across one field — each of them below, with the objects they name alongside it.
Colour and weave as a two-colour problem
Where the two threads crossing are the same colour, the intersection looks identical whichever is on top. Half of them are, so 22,874 drafts collapse onto 256 surfaces — eighty-nine weaves apiece, and no way to tell them apart.
Watered silk is a beat
Fold a ribbed cloth on itself and press it, and a figure appears at a scale neither ply has — fifty times the rib pitch, wandering across the piece. It is the difference of two wavevectors, it is enormous because the angle is tiny, and no two pieces match because no two are folded at the same angle.
A random error hides and a periodic one shows
A warp whose threads vary by fifteen per cent looks perfectly even. One dent of the reed a tenth of a millimetre wide makes a streak that gets the piece rejected. The same amount of error, arranged two ways — and the ratio between them is √(2n/π), with nothing fitted in it.
A slub finds the width of the cloth
A thick place recurring along a weft yarn does not make a bar. It makes diagonals — and when the cloth's width happens to be a whole number of fault periods, it makes stripes down the piece instead, from a fault that is entirely in the weft.
Named alongside it
The objects these essays reach for when they reach for this one.
BeatPeriodAppearanceMoirePopulationBlind intersectionCalenderingCoefficient of variationCollisionColour and weaveDentingHoundstooth