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Reply to ‘‘Comment on ‘Gravity as a zero-point-fluctuation force’ ’’

Authors:
  • Institute for Advanced Studies at Austin

Abstract

Although mathematically self-consistent, Carlip’s approach to the reanalysis of Sakharov gravity is flawed by the neglect of important physical constraints associated with the interaction, and leads to an incorrect 1/R4 spatial dependence for the force. When appropriate physical cutoffs are incorporated into the modeling, however, inverse-square-law Newtonian gravity emerges as originally derived.
... Although quite speculative when first introduced by Sakharov in 1967, this hypothesis has led to a rich literature on quantum-fluctuation-induced gravity. (The latter includes an attempt by one of the au-thors to flesh out the details of the Sakharov proposal [9], though difficulties remain [10]). Given the possibility of a deep connection between gravity and the zero-point fluctuations of the vacuum, it would therefore appear that a potential route to gravity decoupling would be via control of vacuum fluctuations. ...
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A theme that has come to the fore in advanced planning for long-range space exploration is the concept of "propellantless propulsion" or "field propulsion." One version of this concept involves the projected possibility that empty space itself (the quantum vacuum, or space-time metric) might be manipulated so as to provide energy/thrust for future space vehicles. Although such a proposal has a certain science-fiction quality about it, modern theory describes the vacuum as a polarizable medium that sustains energetic quantum fluctuations. Thus the possibility that matter/vacuum interactions might be engineered for space-flight applications is not a priori ruled out, although certain constraints need to be acknowledged. The structure and implications of such a far-reaching hypothesis are considered herein.
... • There already is extensive theoretical, and more importantly, experimental research proving that the vacuum can be engineered (or physically modified) so that the vacuum ZPE can be exploited (via the Casimir Effect, for example) to extract electrical energy or actuate microelectromechanical devices (see for example, Ambjφrn and Wolfram, 1983;Forward, 1984Forward, , 1996Forward, , 1998Puthoff, 1990Puthoff, , 1993aCole and Puthoff, 1993;Milonni, 1994;Mead and Nachamkin, 1996;Lamoreaux, 1997;Chan et al., 2001; and the references cited therein). But most of this research involves very low energy density regimes. ...
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... He quantitatively examines the van der Waals force-like interactions between two driven oscillating dipoles and derives an inverse square force of attraction. This part of the analysis has been challenged by Carlip [44], to which Puthoff has responded [45] , but, since problems remain, this aspect of the ZPF-gravitation concept requires further theoretical development, in particular the implementation of a fully relativistic model. Clearly the ZPF-inertia and the ZPF-gravitation concepts must stand or fall together, given the principle of equivalence. ...
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A paper by H. Puthoff [Phys. Rev. A 39, 2333 (1989)], which claims to derive Newtonian gravity from stochastic electrodynamics, contains a serious computational error. When the calculation is corrected, the resulting force is shown to be nongravitational and negligible.