It ain't necessarily so: Gravitational waves and energy transport

Studies in History and Philosophy of Science Part B: Studies in History and Philosophy of Modern Physics 65:25-40 (2019)
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Abstract

In the following paper, I review and critically assess the four standard routes commonly taken to establish that gravitational waves possess energy-momentum: the increase in kinetic energy a GW confers on a ring of test particles, Bondi/Feynman’s Sticky Bead Argument of a GW heating up a detector, nonlinearities within perturbation theory, taken to reflect the fact that gravity contributes to its own source, and the Noether Theorems, linking symmetries and conserved quantities. Each argument is found to either to presuppose controversial assumptions or to be outright spurious. I finally examine the standard interpretation of binary systems, according to which orbital decay is explained in terms of the system’s energy being via GW energy- momentum transport. I contend that a better interpretation, drawing only on the general-relativistic Equations of Motions and the Einstein Equations, is available - and in fact preferable; thereby also an inference to the best explanation for the vindication of GW energy-momentum is blocked.

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Citations of this work

The Mass of the Gravitational Field.Charles T. Sebens - 2022 - British Journal for the Philosophy of Science 73 (1):211-248.
Dark matter = modified gravity? Scrutinising the spacetime–matter distinction through the modified gravity/ dark matter lens.Niels C. M. Martens & Dennis Lehmkuhl - 2020 - Studies in History and Philosophy of Science Part B: Studies in History and Philosophy of Modern Physics 72:237-250.
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References found in this work

The meaning of general covariance.John Stachel - 1993 - In John Earman, A. Janis & G. Massey (eds.), Philosophical Problems of the Internal and External Worlds: Essays on the Philosophy of Adolph Grünbaum. University of Pittsburgh Press. pp. 129--60.
Energy Conservation in GTR.Carl Hoefer - 2000 - Studies in History and Philosophy of Science Part B: Studies in History and Philosophy of Modern Physics 31 (2):187-199.
Space-time structure.Erwin Schrödinger - 1950 - Cambridge [Eng.]: University Press.

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