Spherical wave — where it appears
Named by 2 essays across 2 fields — each of them below, with the objects they name alongside it.
A cone is not a cylinder
A saxophone has a reed at a closed end, exactly as a clarinet does, and it overblows at the octave rather than the twelfth. If the previous essay's argument were about reeds that would refute it. It is about geometry, and a cone closed at its apex has the complete harmonic series for a reason that takes one line of algebra and is genuinely surprising.
How far away the room takes over
Direct sound falls six decibels every time the distance doubles and the reverberant field does not fall at all, so the two cross once. In a concert hall the crossing is at about five and a half metres, which is nearer than nearly every seat — so almost everybody in almost every hall is hearing the building more than the players, and the number that says so is built from two quantities already computed — a room's reverberation time and an instrument's directivity.
Named alongside it
The objects these essays reach for when they reach for this one.
AbsorptionBoreBoundary conditionDiffuse fieldHarmonic seriesLocalisationOverblowingPrecedence effectRegisterReverberationSabine equationTruncation