Historical research guide · 0921 · 1998
Advances in the proposed electromagnetic zero-point field theory of inertia
Bernhard Haisch · Alfonso Rueda · Harold E. Puthoff
In one minute
Bernhard Haisch, Alfonso Rueda, and Hal Puthoff present a 1998 follow-up to their zero-point-field account of inertia. They transform the electromagnetic zero-point field into a uniformly accelerating frame and calculate a non-zero average momentum flux. A particle that scatters that flux receives an acceleration-dependent reaction, which the authors write as the relativistic force law. The model assigns inertial mass to a particle-specific coupling or resonance with vacuum modes rather than treating mass as intrinsic. It links that proposal to Sakharov-style induced gravity and asks whether changing the mode structure — such as with a Casimir boundary — could alter inertia. The paper rules out negative inertial mass within its flux picture. It gives a derivation and a research programme; it does not report a measured change in inertial or gravitational mass.
Connection
This paper states the chapter 3 mechanism in its relativistic form. Its experimental question is simple: alter a defined set of vacuum modes, hold ordinary electromagnetic forces and thermal effects constant, and measure the change in inertial response predicted by the model. A reproducible difference would give the proposal a measurement to explain; no such measurement appears in this paper.
From the source
The paper derives an acceleration-dependent reaction from Maxwell electrodynamics applied to the electromagnetic zero-point field. In that construction, inertial mass is the coefficient between force and acceleration rather than an intrinsic property assigned to matter beforehand.Abstract; section ’Newton’s equation of motion: f=ma’
The revised derivation transforms the zero-point field into a uniformly accelerated frame. The transformed field has a non-zero averaged Poynting vector and momentum flux; an object that scatters or absorbs the flux receives a reaction. The authors identify the result with the relativistic rate of change of four-momentum with proper time.Section ’The origin of inertia’, citing Rueda and Haisch 1998a, Physics Letters A 240, 115, and 1998b, Foundations of Physics 28, 1057
The authors propose that each particle’s inertial mass is set by a resonance frequency rather than a universal cutoff. If the surrounding mode structure changed, their model predicts a changed inertial response; an anisotropic change would make that response directional. They point to crystal effective mass and Casimir boundaries as examples of environments that alter available modes.Section ’Can inertial mass be altered?’
The paper connects the inertia model to Sakharov’s induced-gravity idea: particles modify the zero-point field seen by neighbouring particles, producing a proposed long-range interaction analogous to van der Waals forces. It notes that the inverse-square derivation and the account of light deflection remain open parts of that construction.Section ’ZPF-induced gravitation’
Within the proposed momentum-flux mechanism, negative inertial mass cannot occur: moving into a flux produces a reaction in the ordinary opposing direction. The authors use that result to reject negative inertial mass as a propulsion mechanism in this model.Abstract; Conclusions
The paper applies its resonance picture to mass defect: binding changes the proposed coupling between a group of quarks and vacuum modes, and released fusion energy is described as a change in the kinetic energy of vacuum-driven motion. This is the authors’ model-based account of the familiar mass-energy difference.Section ’Can inertial mass be altered?’, the passage on mass defect
The way in
https://doi.org/10.2514/6.1998-3143How to cite it
Bernhard Haisch, Alfonso Rueda, Harold E. Puthoff (1998) Advances in the proposed electromagnetic zero-point field theory of inertia doi:10.2514/6.1998-3143