Probability — where it appears
Named by 2 essays across one field — each of them below, with the objects they name alongside it.
A puff that does not know how old it is
A patch of turbulence in a pipe below the critical Reynolds number dies at random, and its chance of dying in the next second does not depend on how long it has already lasted. The flow that contains it has a memory anyway, because the patches multiply — and where multiplying overtakes dying is a Reynolds number.
A dissipation correlated across every scale
The dissipation is supposed to be the most local quantity in turbulence — a thing happening at the smallest eddies, everywhere and independently. A multiplicative cascade makes its logarithm correlated over a distance that is a ratio of logarithms, so two points a thousand smallest scales apart still agree a quarter of the time.
Named alongside it
The objects these essays reach for when they reach for this one.
IntermittencyMeasurementMemory kernelModel validityRegimeCascadeCorrelationCritical pointDissipationPipe flowRelaxation timeReynolds number