dorsal/arxiv
View SchemaOn the Rotational and Machian Properties of the Universe
| Authors | Marcelo Samuel Berman |
|---|---|
| Categories | |
| ArXiv ID | physics/0610003 |
| URL | https://arxiv.org/abs/physics/0610003 |
| License | http://arxiv.org/licenses/nonexclusive-distrib/1.0/ |
Abstract
We find a Classical explanation on the origin of the Cosmological "constant" term, as a rotating feature of the Universe. We give a picture on "creation" of the Universe. By analogy with the original Brans-Dicke relation, several other similar relations were obtained in a previous paper (Berman, 2007d), which we now extend, by relating the angular momentum L, absolute temperature T, and the cosmological "constant", with R, where R, M stand for the radius (scale-factor) and the mass of the causally related Universe. We show here that these properties, which characterize Machian Universes, can be put in the form of equalities, which can be derived, from the conjecture that the total energy of the Universe is null, alike with the effective energy density, and we therefore imply that R depends linearly with M ; the angular momentum runs like squared R ; T, like R to the power -1/2 ; lambda, as R to the power -2 so that the total entropy of the Universe grows with R to the power 3/2, and, then, also as M to the power 3/2. The "loss of information paradox", for black holes, is dismantled. It must be obvious, from this paper, that each type of energy contribution, to the total energy of the Universe, divided by M multiplied by c-squared, yields a constant, during all times, so that, for instance, if the present contribution of the cosmological "constant", drives the present Universe, it also must have driven alike, in all the lifespan of the Machian Universe: the relative contributions of densities of each kind, towards the total density, remain the same during all times. Berman (2008; 2008a; 2008b) found similar hidden rotational states of the Universe in Relativistic theories which obey Robertson-Walker's metric.
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"abstract": "We find a Classical explanation on the origin of the Cosmological \"constant\"\nterm, as a rotating feature of the Universe. We give a picture on \"creation\" of\nthe Universe. By analogy with the original Brans-Dicke relation, several other\nsimilar relations were obtained in a previous paper (Berman, 2007d), which we\nnow extend, by relating the angular momentum L, absolute temperature T, and the\ncosmological \"constant\", with R, where R, M stand for the radius (scale-factor)\nand the mass of the causally related Universe. We show here that these\nproperties, which characterize Machian Universes, can be put in the form of\nequalities, which can be derived, from the conjecture that the total energy of\nthe Universe is null, alike with the effective energy density, and we therefore\nimply that R depends linearly with M ; the angular momentum runs like squared R\n; T, like R to the power -1/2 ; lambda, as R to the power -2 so that the total\nentropy of the Universe grows with R to the power 3/2, and, then, also as M to\nthe power 3/2. The \"loss of information paradox\", for black holes, is\ndismantled. It must be obvious, from this paper, that each type of energy\ncontribution, to the total energy of the Universe, divided by M multiplied by\nc-squared, yields a constant, during all times, so that, for instance, if the\npresent contribution of the cosmological \"constant\", drives the present\nUniverse, it also must have driven alike, in all the lifespan of the Machian\nUniverse: the relative contributions of densities of each kind, towards the\ntotal density, remain the same during all times. Berman (2008; 2008a; 2008b)\nfound similar hidden rotational states of the Universe in Relativistic theories\nwhich obey Robertson-Walker\u0027s metric.",
"arxiv_id": "physics/0610003",
"authors": [
"Marcelo Samuel Berman"
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"license": "http://arxiv.org/licenses/nonexclusive-distrib/1.0/",
"title": "On the Rotational and Machian Properties of the Universe",
"url": "https://arxiv.org/abs/physics/0610003"
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