  It is shown, using direct numerical simulations and laboratory experiments
data, that distributed chaos is often tuned to large scale coherent motions in
anisotropic inhomogeneous turbulence. The examples considered are: fully
developed turbulent boundary layer (range of coherence: $14 < y^{+} < 80$),
turbulent thermal convection (in a horizontal cylinder), and Cuette-Taylor
flow. Two ways of the tuning have been described: one via fundamental frequency
(wavenumber) and another via subharmonic (period doubling). For the second way
the large scale coherent motions are a natural component of distributed chaos.
In all considered cases spontaneous breaking of space translational symmetry is
accompanied by reflexional symmetry breaking.
