Historical research guide · 0942 · 2001
Inertial mass and the quantum vacuum fields
Bernard Haisch · Alfonso Rueda · York Dobyns
In one minute
Physics usually treats inertia — the way matter resists being pushed — as something matter simply has. Bernard Haisch, Alfonso Rueda and York Dobyns ask whether it is something matter does, in company with the vacuum. Their argument runs like this. Empty space is filled with a zero-point electromagnetic field, and it looks identical in every direction only while you are coasting. Accelerate, and a net flux of that radiation appears, pointing against your acceleration. If the quarks and electrons inside an object scatter that flux, the object feels a backward push exactly proportional to how hard it is being accelerated — which is what inertia is. From that one idea the authors recover Newton’s second law and its relativistic form, without ever assuming an innate mass: the m becomes a coupling parameter measuring how strongly matter grips the field. They then argue the coupling is a resonance at the Compton frequency, which would also give a physical origin for de Broglie’s matter wave, and they say plainly which parts remain conjectural.
Connection
Chapter 3 is built on this line of work: if inertia is a vacuum reaction force rather than a property of matter, then changing the field a craft sits in changes what it weighs and how hard it is to move. Chapter 2 needs the same paper for the vacuum itself — this is the clearest published statement of why a real zero-point field with enormous energy density need not curl the universe into a ball.
From the source
Inertia can be treated as extrinsic rather than intrinsic: the resistance an accelerating body feels is a reaction force springing from the quantum vacuum, so the m in f equals ma becomes a coupling parameter that combines an intrinsic property of the body with extrinsic properties of the zero-point field, and is not an innate property of matter.Section 1, Introduction, and Section 4
The zero-point field is not featureless to an accelerating observer. Davies and Unruh showed in the mid-1970s that a uniformly accelerated frame perceives a Planck-like component with an effective temperature equal to h-bar times the acceleration divided by two pi c k, and the spectral energy density of the field picks up an acceleration-dependent term alongside the ordinary one.Section 3, equations (4) and (5)
In an accelerated frame the Poynting vector of the zero-point field becomes non-zero, so a net momentum flux transits the accelerating object in the direction opposite to the acceleration. Scattering that flux with some dimensionless efficiency gives an inertial mass equal to the volume-weighted integral of that efficiency against the zero-point spectral energy density divided by c squared — and from it both the ordinary second law and its fully relativistic four-vector form follow.Section 4, equations (8), (9) and (10)
The authors argue the vacuum-particle interaction is a sharp resonance at the Compton frequency rather than an interaction cut off at some high frequency. Setting the resonance at the electron’s Compton frequency reproduces the electron mass and fixes the zitterbewegung damping constant at about 8.07 times ten to the minus twenty-one seconds; the same resonance, Doppler-shifted by motion, produces a modulation envelope whose wavelength is exactly the de Broglie wavelength of the moving particle.Section 3 closing and Section 4, equations (6) and (7); Section 5, equations (12) to (15)
Detecting the Higgs would not close the question. Explaining the mass-equivalent energy of a proton in terms of quark motions and gluon fields says nothing about why that energy resists acceleration, so an account of the origin of mass and an account of the origin of inertial reaction force are two different things — and the authors state that their proposal stands or falls independently of whether the Higgs exists.Abstract, opening sentence; Section 7, Concluding comments on the Higgs Field as originator of mass
What to watch: two pieces are named as unfinished. An independent physical basis for the damping constant is still needed — if one were found, the authors suggest it might predict the muon and tauon as excited resonances of the same kind. And on the gravitational side, Sakharov’s conjecture developed by Puthoff treats gravity as a residuum force between vacuum-driven oscillating charges, which also removes the cosmological-constant objection because the field cannot act on itself to gravitate; that second half was challenged by Carlip, problems remain, and the paper names a fully relativistic model as the work required.Section 4, after equation (7); Section 6, Comments on Gravitation
The way in
https://doi.org/10.1002/andp.20015130502How to cite it
Bernard Haisch, Alfonso Rueda, York Dobyns (2001) Inertial mass and the quantum vacuum fields doi:10.1002/andp.20015130502