Note 408(1): The Dirac H Atom as a Thomas Precession
This note shows that the Dirac H atom is also a Thomas precession, and gives the relativistically corrected Thomas half in Eq. (22). It is well known that the Dirac atom gives the correct spin orbit structure for atomic H but the Sommerfeld atom does not. Llewellyn Thomas developed the Thomas half theory in the same golden age of physics. So all atoms and molecules can be described in terms in terms of the Thomas half in a completely new way, on the non relativistic and relativistic levels. This is a major advance in understanding, accompanied by the fact that the Thomas half is now understood in terms of a generally covariant unified field theory, ECE and ECE2. These major advances are being made all the time, and the millions of colleagues of the ECE school know all about them. These colleagues have effectively discarded the old guard of physics, and did so fifteen years ago.. It is clear that funding for the old Einstein theory should be discontinued, and used for something useful. It is well known that Nobel prizes awarded for large parts of the old physics are obsolete. The only thing that matters is geometrical correctness and Baconian physics. All else is anthropomorphic and transient.