Phenomenology of Brans-Dicke Theory |
In General > s.a. gravitomagnetism.
* Properties: The massless field Φ
is to be thought of as corresponding to a "varying gravitational constant G
~ Φ−1"; It incorporates the weak form of
the equivalence principle, not the strong one; The local special relativistic laws are valid
as usual; The field Φ interacts with matter only indirectly, through the metric.
* Bounds on ω: 1973, needed ω
> 5 for reasonable agreement with experiment; 1987, There are much stronger lower bounds, and it does
not seem very natural (the ω → ∞ limit of the theory is general relativity, if
Taa ≠ 0);
2011, The strongest bound comes from the Cassini mission measurement of the Shapiro time delay, ω
> 40,000; 2014, ω > 692 (at 99% c.l.) from Planck mission cmb data.
* And PPN parameters:
Cosmological models predict a departure from the general relativity value of
|1−γ| between 10−5
and 10−7.
@ Solar system tests: Perivolaropoulos PRD(10)-a0911 [and PPN parameter γ];
Anderson & Morris PRD(12) [Pioneer anomaly];
Bonino et al a2011.
@ Other tests, effects: Dereli & Tucker MPLA(02)gq/01 [precession and torsion];
Barros & Romero MPLA(03) [time delay and Lense-Thirring effect];
Psaltis ap/05/ApJ [msec pulsars];
Carneiro & Montenegro BJP(05)gq-proc [and cosmic coincidence];
Capozziello & Lambiase MPLA(15)-a1501 [propagation of boson particles];
Lima & Ferreira JCAP(16)-a1506 [designer approach];
Gao et al PLB(19)-a1905 [light bending, lensing].
@ Gravitational waves: Scharre & Will PRD(02)gq/01 [waveforms];
Sahoo & Singh MPLA(04)gq;
Will & Yunes CQG(04)gq [and LISA];
Faraoni PRD(04)gq [negative energy, stability of Minkowski];
> s.a. gravitational-wave background;
scalar-tensor theories.
Gravitating Objects
> s.a. monopoles; wormhole solutions.
@ Topological defects:
Barros & Romero PRD(97) [monopoles],
MPLA(01) [gravitational forces];
Dahia & Romero PRD(99)gq/98 [lines];
Delice PRD(06)gq,
PRD(06) [cosmic strings, with cosmological constant].
@ Black holes: Campanelli & Loustó IJMPD(93)gq;
Beesham MPLA(98) [parameter interpretation];
Tamaki et al PRD(98)gq/97 [non-abelian],
PRD(99)gq [monopole];
Kim PRD(99) [Kerr-Newman type];
Agnese & La Camera NCB(01)gq/00 [black hole metric fluctuations];
Sakai & Barrow CQG(01)gq [evolution];
Kozyrev gq/02 [static, spherical];
Sheykhi & Alavirad IJMPD(09)-a0809 [in Brans-Dicke-Maxwell theory];
Avelino et al PRD(09)-a0904 [mass inflation];
Nayak et al JCAP(10) [primordial, astrophysical constraints];
Maeda & Giribet JHEP(11)-a1105 [Lifshitz black holes];
Vanzo et al PRD(12)-a1208 [on the Campanelli & Loustó solutions].
@ Gravitational collapse and naked singularities:
Ziaie et al CQG(10)-a1003;
Bedjaoui et al CQG(10)-a1008 [analytical and numerical].
@ Related topics: Kirezli & Delice PRD(15)-a1507 [stationary axisymmetric];
> s.a. types of spacetimes [cylindrical].
Cosmology
> s.a. 3D theory; brans-dicke
theory [quantum gravity]; early-universe cosmology;
theories of cosmological acceleration.
@ General references: Li et al RAA(15)-a1511 [constraints from cmb and baryon acoustic oscillations].
@ Bianchi models: Guzman PLB(97) [cosmic no-hair theorem];
Cervantes-Cota & Nahmad GRG(01)gq/00 [I-V-IX, solutions and isotropization];
Núñez-Yépez GRG(01) [VII];
Singh IJMPA(10) [V, with and without magnetic field];
> s.a. bianchi models and bianchi-I
models [Kasner solution]; chaos in bianchi models;
inflationary models.
@ Inflation: Gong PRD(99)gq/98;
del Campo et al JCAP(07) [emergence from past-eternal static spacetime];
Berman & Trevisan IJTP(09)gq/01.
@ Singularities:
Quirós et al PRD(00) [FLRW models];
Tretyakova et al CQG(15)-a1504 [and wormholes].
@ Other FLRW cosmology: Wetterich NPB(88) [varying G];
Gong gq/98;
Arik & Çalik MPLA(06)gq/05 [dark energy and dark matter];
Arik et al IJMPD(08)gq/06 [Friedmann equation];
Berman gq/06/ASS;
Montenegro & Carneiro CQG(07)gq/06 [decaying vacuum density];
Farajollahi & Mohamadi IJTP(10)-a1001 [with matter and dark energy];
Farajollahi et al IJTP(10)-a1008 [cosmological time];
Hrycyna & Szydłowski PRD(13)-a1304 [emergence of the ΛCDM model];
Bahrehbakhsh et al IJMPD(13)-a1306 [dark energy from 5D theory];
García-Salcedo et al PRD(15)-a1504 [and ΛCDM phase];
Paliathanasis et al PRD(16)-a1511 [with a perfect fluid];
Roy & Chowdhury IJCRR(17)-a1704 [time dependence of the BD parameter and accelerated expansion];
Duary & Banerjee EPJP-a1910 [thermodynamic viability].
@ Other cosmology:
Krori et al PLA(81)
[stationary axisymmetric solutions in Brans-Dicke-Maxwell theory];
Pimentel PRD(96),
MPLA(97);
Park & Sin JKPS(99)gq;
Chen et al IJTP(05)gq/03 [and Higgs mechanism];
Acquaviva & Verde JCAP(07)-a0709 [and cosmological parameters];
Smolyakov a0711 [and small cosmological constant];
del Campo et al JCAP(09) [static universe, stability];
Samojeden et al PRD(10)-a1001 [with fermions];
Avilez & Skordis PRL(14)-a1303 [cosmological constraints];
Hrycyna & Szydłowski JCAP(13)-a1310 [dynamical complexity];
Hrycyna et al PRD(14)-a1404;
> s.a. cmb; gödel solution;
NUT Space; standard cosmological model
[BD-ΛCDM cosmology].
Other Phenomenology > see brans-dicke theory [massive generalization]; gravitational thermodynamics.
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