2020
DOI: 10.1007/s10509-020-03870-x
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A proposed experiment to test gravitational anti-screening and MOND using Sun-Gas giant saddle points

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Cited by 9 publications
(14 citation statements)
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“…This is because the simple interpolating function (Equation ( 15)) preferred by observations [111,141,211,295] implies significant MOND effects in the saddle region, the volume within which g < a 0 . Therefore, spacecraft tests of MOND could aim for the saddle region between a planet and the Sun (for a review, see [858]).…”
Section: Within the Solar Systemmentioning
confidence: 99%
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“…This is because the simple interpolating function (Equation ( 15)) preferred by observations [111,141,211,295] implies significant MOND effects in the saddle region, the volume within which g < a 0 . Therefore, spacecraft tests of MOND could aim for the saddle region between a planet and the Sun (for a review, see [858]).…”
Section: Within the Solar Systemmentioning
confidence: 99%
“…The saddle region would extend half as much along the Sun-planet line because the tidal stress is twice as strong this way for an inverse square gravity law. Quantitatively, the Earth-Sun saddle region has a size of only 4.4 m along the Earth-Sun line [858]. This would be crossed very rapidly given the significant orbital velocity of the LISA pathfinder-or indeed any spacecraft at heliocentric distances of r ≈ 1 AU.…”
Section: Within the Solar Systemmentioning
confidence: 99%
“…The saddle region would extend half as much along the Sunplanet line because the tidal stress is twice as strong this way for an inverse square gravity law. Quantitatively, the Earth-Sun saddle region has a size of only 4.4 m along the Earth-Sun line (Penner 2020), which would be crossed very rapidly given the significant orbital velocity of the LISA pathfinder, or indeed any spacecraft at heliocentric distances of r ≈ 1 AU. This severely limits the prospects for a decisive test of gravity in the low-acceleration regime.…”
Section: Within the Solar Systemmentioning
confidence: 99%
“…These difficulties can largely be overcome by considering the saddle point between the Sun and a gas giant planet (Penner 2020). Not only is the Keplerian velocity smaller, the saddle region is also larger because its linear dimensions are ∝ r 3 Mp, where Mp is the planet mass (see his equation 37 and our Equation 71).…”
Section: Within the Solar Systemmentioning
confidence: 99%
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