4.5 Article

Gravitational waves LIGO data sourced by spin-1 and spin-0 torsion propagating modes in teleparallelism

Journal

EUROPEAN PHYSICAL JOURNAL PLUS
Volume 136, Issue 2, Pages -

Publisher

SPRINGER HEIDELBERG
DOI: 10.1140/epjp/s13360-020-01065-5

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Funding

  1. University of State of Rio de Janeiro (UERJ)

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This study focuses on spin-1 and spin-0 torsion wave modes in linearized teleparallelism, revealing scalar torsion waves and gravitational waves generated by contortion tensors. A thought experiment involving a gravitational-torsion wave hitting a ring of spinless particles is proposed, showing agreement with strain estimates from a real-world LIGO experiment. The model also investigates the physical implications of contortion through analysis of GW energy pseudo-tensors and axial torsion vectors.
Spin-1 and spin-0 torsion wave modes in linearized teleparallelism are obtained where the totally skew-symmetric complex contortion tensor generates scalar torsion waves and the symmetric contortion in the last two indices generates gravitational waves (GW) as gravitational perturbations in flat spacetime with contortion tensor. A gedanken experiment with this gravitational-torsion wave hitting a ring of spinless particles is proposed which allows us to use the estimate of contortion at the Earth and comparing with results of strain found by Abbott et al., laser interferometer gravitational wave observatory (LIGO) collaboration from merger of a pair of Black holes (Phys Rev Lett 116:06102, 2016) of delta l/l = 10(-21) which agrees with the estimate found in this paper. This lends support to the model presented in this paper. Collapsing star GW frequency are used to estimate the relative expansion or contraction of the arms in the experiment from well-known estimates on Earth contortion of 10(-24) s(-1). The physical implications of the model are investigated in detail by computing the stochastic pseudo-tensor of GW energy and using spatial and tensor components of axial torsion vector, to obtain different strain values, with distinct contortion components. Stochastic pseudo-tensor of GW depends nonlinearly on the contortion.

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