Editing Weyl's postulate (section)

==Relation to vorticity==

The condition that the [[congruence (general relativity)|congruence]] corresponding to the fluid particles should be hypersurface orthogonal is by no means assured.  A generic congruence does not possess this property, which is in fact mathematically equivalent to stipulating that the congruence of world lines should be ''vorticity-free''.  That is, they should not be twisting about one another, or in other words, the fluid elements should not be swirling about their neighbors in the manner of the fluid particles in a stirred cup of some liquid. (Nonzero vorticity model is presented in https://arxiv.org/ftp/arxiv/papers/1210/1210.4091.pdf or Nurgaliev I.S. «Singularities Are Averted by Vortices». Gravitation and Cosmology, 2010, Vol. 16, No. 4, pp.&nbsp;313–315.)