How Friction Gives Birth to Dark Energy ✎ express

Original: "Dark energy genesis: modeling dissipative effects in primordial cosmology"
arXiv:2607.03272 · 2026-07-03 · arXiv non-exclusive · independent analysis · 1 min
Dark energy might emerge from the 'friction' of spacetime at the quantum level.

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In the first moments of the universe's life, there was not even a hint of dark energy — the very force that today pushes galaxies apart ever faster. But if you look deeper, down to the Planck scale (billions upon billions of times smaller than an atomic nucleus), spacetime ceases to be smooth. It resembles a foam of tiny 'building blocks'—discrete structures from which gravity might emerge.

In their new work, the authors proposed that these 'building blocks' act as defects — quantum-like imperfections that create friction for ordinary matter. A boat gliding on water would move forever without resistance, but the viscosity of the fluid gradually saps its energy. So too here: spacetime defects form a medium in which matter's energy slowly dissipates. This process follows the diffusion equation — the same one that governs heat spreading through a spoon dipped in hot tea.

The model used an approach from Brownian motion physics, random jostling of particles in a fluid, to describe how energy flows from matter to defects.

Calculations revealed something astonishing: if the young universe had no dark energy at all, the gradual 'friction' against defects could have accumulated exactly as much as astronomers observe today. A small positive cosmological constant (a measure of dark energy density) emerges naturally, without extra hypotheses. Thus, the quantum foam underfoot becomes the engine of cosmic expansion.

The Planck length is the scale at which the very concept of distance loses meaning: to 'see' such details, you would need an accelerator the size of a galaxy.

The idea of spacetime as a foam that gives birth to entire universes is explored in Greg Egan's novel 'Schild's Ladder'.

\frac{\partial \rho}{\partial t} = D \nabla^2 \rho
Diffusion equation for matter energy density: ρ is energy density, t is time, D is the diffusion coefficient (depends on defect properties), ∇² is the Laplacian operator (describes how energy spreads in space).
Scientists
Fritz ZwickyVera RubinRobert HookeJacob BekensteinKarl SchwarzschildJoseph Weber
Concepts
quantum cosmological inhomogeneities vacuum energy dark energy alternatives ecdm model cosmological bounce non singular cosmology vacuum quantum bounce dark matter curvature cosmic structure formation spacetime emergence de sitter space particle creation backreaction quintessence modified gravity theories negative pressure modified newtonian dynamics primordial cosmic fluctuations ghost