  The internal microscopic phase transition in atom H described with a
Hund-type Mexican hat potential is analytically congruent with the macroscopic
phase transitions between states of aggregation, described with classical Van
der waals-Maxwell binodals and spinodals. This means the UEOS (universal
equation of state) exists and is valid for any phase transition in any system.
A universal chiral symmetry breaking mechanism applies to BEC, where the de
Broglie length is important. We show quantitatively that his standing wave
equation leads to the equivalence of macro- and microscopic phase transitions,
due to natural chiral symmetry breaking. The experimentally detected phase
transition in the so-called simple Coulomb electron-proton bond between the 2
enantiomers H and antiH is the generic prototype.
