Quantization of blackhole angular momentum as a new piece of support for the TGD based quantum view of blackhole-like objects
I found a nice piece of evidence for the TGD based quantum view of blackhole-like objects (BHs). In an article related to the determination of the magnetic field of Sagittarius A (SA) (see this) it is concluded that the so called spin parameter for it is s=J/GM2=.94 .
With an inspiration coming from Equivalence Principle, I have proposed that it is possible to assign to even astrophysical objects, or at least to BHs, a value of ℏgr as ℏgr=GM2/β0 . The value of s would give beta0=.91.
On the other hand, the model for SA as quantum object and the discovery of a blob of matter rotating around it with velocity v= c/3 (Sabine Hossenfelder has a video about the weird features of SA: see this) led to the conclusion that β0= 9/10=.9: the error is only 1 per cent. This puts bells ringing.
SA would be spin 1 object with respect to hbargr. Could it be that the generalization of the quantization of angular momentum holds true for all BHs. What about more general stellar objects?
See article About the recent TGD based view concerning cosmology and astrophysics or the chapter with the same title.
For a summary of earlier postings see Latest progress in TGD.
For the lists of articles (most of them published in journals founded by Huping Hu) and books about TGD see this.
Source: http://matpitka.blogspot.com/2024/03/quantization-of-blackhole-angular.html
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