Quantum foam or spacetime foam is the fluctuation of spacetime on very small scales due to quantum mechanics. The idea was devised by John Wheeler in 1955.[1][2]

Background

With an incomplete theory of quantum gravity, it is impossible to be certain what spacetime would look like at small scales. However, there is no reason that spacetime needs to be fundamentally smooth. It is possible that instead, in a quantum theory of gravity, spacetime would consist of many small, ever-changing regions in which space and time are not definite, but fluctuate in a foam-like manner.[3]

Wheeler suggested that the Heisenberg uncertainty principle might imply that over sufficiently small distances and sufficiently brief intervals of time, the "very geometry of spacetime fluctuates".[4] These fluctuations could be large enough to cause significant departures from the smooth spacetime seen at macroscopic scales, giving spacetime a "foamy" character.

Experimental results

In 2009 the two MAGIC (Major Atmospheric Gamma-ray Imaging Cherenkov) telescopes detected that among gamma-ray photons arriving from the blazar Markarian 501, some photons at different energy levels arrived at different times, suggesting that some of the photons had moved more slowly and thus contradicting the theory of general relativity's notion of the speed of light being constant, a discrepancy which could be explained by the irregularity of quantum foam.[5] More recent experiments were, however, unable to confirm the supposed variation on the speed of light due to graininess of space.[6][7]

Other experiments involving the polarization of light from distant gamma ray bursts have also produced contradictory results.[8] More Earth-based experiments are ongoing[9] or proposed.[10]

Constraints and limits

The large fluctuations characteristic of a spacetime foam would be expected to occur on a length scale on the order of the Planck length.[11] A foamy spacetime would have limits on the accuracy with which distances can be measured because the size of the many quantum bubbles through which light travels will fluctuate. Depending on the spacetime model used, the spacetime uncertainties accumulate at different rates as light travels through the vast distances.

X-ray and gamma-ray observations of quasars used data from NASA’s Chandra X-ray Observatory, the Fermi Gamma-ray Space Telescope and ground-based gamma-ray observations from the Very Energetic Radiation Imaging Telescope Array (VERITAS) show that spacetime is uniform down to distances 1000 times smaller than the nucleus of a hydrogen atom.

Observations of radiation from nearby quasars by Floyd Stecker of NASA's Goddard Space Flight Center have placed strong experimental limits on the possible violations of Einstein's special theory of relativity implied by the existence of quantum foam.[12] Thus experimental evidence so far has given a range of values in which scientists can test for quantum foam.

Random diffusion model

Chandra's X-ray detection of quasars at distances of billions of light years rules out the model where photons diffuse randomly through spacetime foam, similar to a light diffusing by passing through the fog.

Holographic model

Measurements of quasars at shorter, gamma-ray wavelengths with Fermi, and, shorter wavelengths with VERITAS rule out a second model, called a holographic model with less diffusion.[13][14][15][16]

Relation to other theories

The vacuum fluctuations provide vacuum with a non-zero energy known as vacuum energy.[17]

Spin foam theory is a modern attempt to make Wheeler's idea quantitative.

See also

Geon

Hawking radiation

Holographic principle

Lorentzian wormhole

Planck time

Quantum fluctuation

Stochastic quantum mechanics

String theory

Vacuum energy

Wormhole

Notes

Wheeler, J. A. (January 1955). "Geons". Physical Review. 97 (2): 511–536. Bibcode:1955PhRv...97..511W. doi:10.1103/PhysRev.97.511.

Minsky, Carly (24 October 2019). "The Universe Is Made of Tiny Bubbles Containing Mini-Universes, Scientists Say - 'Spacetime foam' might just be the wildest thing in the known universe, and we're just starting to understand it". Vice. Retrieved 24 October 2019.

See Derek Leinweber's QCD animations of spacetime foam, as exhibited in Wilczek lecture

Wheeler, John Archibald; Ford, Kenneth Wilson (2010) [1998]. Geons, black holes, and quantum foam : a life in physics. New York: W. W. Norton & Company. p. 328. ISBN 9780393079487. OCLC 916428720.

"Gamma Ray Delay May Be Sign of 'New Physics'".

Vasileiou, Vlasios; Granot, Jonathan; Piran, Tsvi; Amelino-Camelia, Giovanni (2015). "A Planck-scale limit on spacetime fuzziness and stochastic Lorentz invariance violation". Nature Physics. 11 (4): 344–346. Bibcode:2015NatPh..11..344V. doi:10.1038/nphys3270.

Cowen, Ron (2012). "Cosmic race ends in a tie". Nature. doi:10.1038/nature.2012.9768.

Integral challenges physics beyond Einstein / Space Science / Our Activities / ESA

Moyer, Michael (17 January 2012). "Is Space Digital?" . Scientific American. Retrieved 3 February 2013.

Cowen, Ron (22 November 2012). "Single photon could detect quantum-scale black holes". Nature News. Retrieved 3 February 2013.

Hawking, S.W. (November 1978). "Spacetime foam". Nuclear Physics B. 144 (2–3): 349–362. Bibcode:1978NuPhB.144..349H. doi:10.1016/0550-3213(78)90375-9.

"Einstein makes extra dimensions toe the line". NASA. Retrieved 9 February 2012.

"Chandra Press Room :: NASA Telescopes Set Limits on Space-time Quantum "Foam":: 28 May 15". chandra.si.edu. Retrieved 2015-05-29.

"Chandra X-ray Observatory - NASA's flagship X-ray telescope". chandra.si.edu. Retrieved 2015-05-29.

Perlman, Eric S.; Rappaport, Saul A.; Christensen, Wayne A.; Jack Ng, Y.; DeVore, John; Pooley, David (2014). "New Constraints on Quantum Gravity from X-ray and Gamma-Ray Observations". The Astrophysical Journal. 805: 10. arXiv:1411.7262. Bibcode:2015ApJ...805...10P. doi:10.1088/0004-637X/805/1/10.

"Chandra :: Photo Album :: Space-time Foam :: May 28, 2015". chandra.si.edu. Retrieved 2015-05-29.

Baez, John (2006-10-08). "What's the Energy Density of the Vacuum?". Retrieved 2007-12-18.

References

Minkel, JR (24 November 2003). "Borrowed Time: Interview with Michio Kaku". Scientific American

Swarup, A. (2006). "Sights set on quantum froth". New Scientist, 189, p. 18, accessed 10 February 2012.

vte

Quantum gravity

Central concepts

AdS/CFT correspondence Ryu-Takayanagi Conjecture Causal patch Gravitational anomaly Graviton Holographic principle IR/UV mixing Planck scale Quantum foam Trans-Planckian problem Weinberg–Witten theorem Faddeev-Popov ghost

Toy models

2+1D topological gravity CGHS model Jackiw–Teitelboim gravity Liouville gravity RST model Topological quantum field theory

Quantum field theory in curved spacetime

Bunch–Davies vacuum Hawking radiation Semiclassical gravity Unruh effect

Black holes

Black hole complementarity Black hole information paradox Black-hole thermodynamics Bousso's holographic bound ER=EPR Firewall (physics) Gravitational singularity

Approaches

String theory

Bosonic string theory M-theory Supergravity Superstring theory

Loop quantum gravity Wheeler–DeWitt equation

Euclidean quantum gravity

Others

Causal dynamical triangulation Causal sets Noncommutative geometry Spin foam Group field theory Superfluid vacuum theory Twistor theory Dual graviton

Applications

Quantum cosmology

Eternal inflation Multiverse FRW/CFT duality

vte

Quantum mechanics

Background

Introduction History

timeline Glossary Classical mechanics Old quantum theory

Fundamentals

Bra–ket notation Casimir effect Coherence Coherent control Complementarity Density matrix Energy level

degenerate levels excited state ground state QED vacuum QCD vacuum Vacuum state Zero-point energy Hamiltonian Heisenberg uncertainty principle Pauli exclusion principle Measurement Observable Operator Probability distribution Quantum Qubit Qutrit Scattering theory Spin Spontaneous parametric down-conversion Symmetry Symmetry breaking

Spontaneous symmetry breaking No-go theorem No-cloning theorem Von Neumann entropy Wave interference Wave function

collapse Universal wavefunction Wave–particle duality

Matter wave Wave propagation Virtual particle

Quantum

quantum coherence annealing decoherence entanglement fluctuation foam levitation noise nonlocality number realm state superposition system tunnelling Quantum vacuum state

Mathematics

Equations

Dirac Klein–Gordon Pauli Rydberg Schrödinger

Formulations

Heisenberg Interaction Matrix mechanics Path integral formulation Phase space Schrödinger

Other

Quantum

algebra calculus

differential stochastic geometry group Q-analog

List

Interpretations

Bayesian Consistent histories Cosmological Copenhagen de Broglie–Bohm Ensemble Hidden variables Many worlds Objective collapse Quantum logic Relational Stochastic Transactional

Experiments

Afshar Bell's inequality Cold Atom Laboratory Davisson–Germer Delayed-choice quantum eraser Double-slit Elitzur–Vaidman Franck–Hertz experiment Leggett–Garg inequality Mach-Zehnder inter. Popper Quantum eraser Quantum suicide and immortality Schrödinger's cat Stern–Gerlach Wheeler's delayed choice

Science

Measurement problem QBism

Quantum

biology chemistry chaos cognition complexity theory computing

Timeline cosmology dynamics economics finance foundations game theory information nanoscience metrology mind optics probability social science spacetime

Technologies

Quantum technology

links Matrix isolation Phase qubit Quantum dot

cellular automaton display laser single-photon source solar cell Quantum well

laser

Extensions

Dirac sea Fractional quantum mechanics Quantum electrodynamics

links Quantum geometry Quantum field theory

links Quantum gravity

links Quantum information science

links Quantum statistical mechanics Relativistic quantum mechanics De Broglie–Bohm theory Stochastic electrodynamics

Related

Quantum mechanics of time travel Textbooks

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