Interplanetary Dust

Zodiacal Cloud

The dust disk that fills the inner solar system — sourced by comets and asteroids, drained by sunlight drag

The zodiacal cloud is the flat dust disk of interplanetary grains (10⁻¹⁵ to 10⁻⁴ kg) concentrated near the ecliptic. Total mass 10¹⁶–10¹⁷ kg. Fed at ~10⁴ kg/s by Jupiter-family comets and asteroid collisions; drained by Poynting-Robertson drag.

  • Grain mass range10⁻¹⁵ – 10⁻⁴ kg
  • Cloud total mass10¹⁶ – 10¹⁷ kg
  • Dust input~10⁴ kg/s
  • SourcesJFC + asteroid collisions
  • Per-grain lifetimeτ_PR ≈ 10⁵ yr
  • Sublimation edge~5 R_☉

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A flat dust disk around the Sun

The zodiacal cloud is the dust that fills the inner solar system. Look at the night sky with a thermal-infrared telescope from above the atmosphere and you do not see stars; you see a smooth band of warm dust glow along the ecliptic, brighter than the cosmic infrared background between 5 and 100 micrometres. That band is the cloud. From below the atmosphere, the same dust is faintly visible in scattered visible light as the zodiacal light — a pale pyramid leaning up from the horizon at twilight — and as the gegenschein, a soft brightening at the anti-solar point.

The cloud's defining features are simple. It is thin: vertical scale height about 10% of heliocentric distance, so the cloud's "thickness" near 1 AU is roughly 0.1 AU. It is centred on the ecliptic, the orbital plane of the planets, with a slight tilt and offset toward Jupiter's invariable plane. It extends from a sublimation-cleared inner edge near 5 R_☉ (≈ 0.025 AU) out past the asteroid belt to about 5 AU; beyond that, the Edgeworth-Kuiper belt feeds a distinct cold-dust population. The cloud is not in steady state on geological timescales but is approximately stationary on 10⁵–10⁶-year scales.

The mass distribution of grains

The grains span fourteen decades of mass. Classify them by mass m or by radius a (with mass ≈ ⁴⁄₃ π a³ ρ, ρ ≈ 2500 kg/m³):

Mass m (kg)Radius a (μm)ClassTypical fate
10⁻¹⁹ to 10⁻¹⁵0.05 – 0.5Sub-micron / β-meteoroidsEjected by radiation pressure (hyperbolic orbits)
10⁻¹⁵ to 10⁻¹¹0.5 – 5Small interplanetary dust (IDP)Bound; spiral sunward over 10³–10⁴ yr
10⁻¹¹ to 10⁻⁸5 – 50Typical IDP / brightest scatterers10⁴–10⁵ yr lifetime; dominate zodiacal light
10⁻⁸ to 10⁻⁴50 – 1000Large IDP / micrometeoroids10⁵–10⁶ yr; collide with planets / become shooting stars
> 10⁻⁴> 1000MeteoroidForm meteors / meteorites on Earth impact

The mass distribution follows a power law: dN/dm ∝ m^(-α) with α ≈ 11/6 ≈ 1.83 for collisional cascades (Dohnanyi 1969, refined by Grün et al. 1985). Sub-micron grains dominate by number but the mass is carried by 10–500 μm grains. By number, a cubic kilometre of inner-solar-system dust contains a few hundred thousand grains; by mass, about 0.5 mg/km³.

Where the dust comes from

For decades, the source debate centred on three candidates: cometary outgassing, asteroidal collisions, and interstellar dust. Modern modelling (Nesvorný et al. 2010, 2011; Pokorný et al. 2014; Yang et al. 2017), combining the IRAS thermal map with N-body integrations of grain orbits, gives:

  • Jupiter-family comets (JFCs). ~ 60–70% of the dust supply. JFCs (Halley-type and short-period comets perturbed by Jupiter) shed dust prolifically near perihelion. Modelling individual JFC trails (Comets Encke, 67P) reproduces the smooth ecliptic background.
  • Main-belt asteroid collisions. ~ 25–35%. Catastrophic and cratering collisions between asteroids fragment rocky bodies into dust. The Karin (5 Myr), Beagle (10 Myr), and Veritas (8 Myr) families produce identifiable dust bands at specific ecliptic latitudes (IRAS 1983, refined by Spitzer 2002+).
  • Sun-grazing comets and Centaurs. < 5%. Kreutz family comets disintegrate near the Sun; Centaurs sublimate in transit.
  • Interstellar dust stream. ~ 1–3%, identified by hyperbolic trajectories in Ulysses (1992) and Cassini (1999) in-situ detectors. The stream enters at ~ 26 km/s from the helium-flow direction (ecliptic longitude 80°, latitude +13°).

Worked example: cloud mass from grain density

Estimate the total cloud mass given a typical grain number density. Use:

n_grain ≈ 1 × 10⁻⁷ grains/m³ at 1 AU      (Spitzer-calibrated)
m̄_grain ≈ 5 × 10⁻⁹ kg                       (10 μm grain, density 2500 kg/m³)
mass density ρ_dust ≈ 5 × 10⁻¹⁶ kg/m³         at 1 AU

Cloud volume (toroidal disk, R_in = 0.1 AU, R_out = 4 AU, h = 0.1 r):
V ≈ ∫ 2πr · 2h(r) dr   (with h(r) = 0.1 r)
  ≈ 2π · 0.2 · ∫₀·₁^4 r² dr
  ≈ 2π · 0.2 · (4³ - 0.1³)/3
  ≈ 2π · 0.2 · 21.3
  ≈ 26.8 AU³
  ≈ 26.8 · (1.5 × 10¹¹)³ m³
  ≈ 9.0 × 10³⁴ m³.

Total mass = ρ_dust · V (with ρ falling as ~ 1/r):
            ≈ (averaged) ~ 10⁻¹⁶ kg/m³ × V
            ≈ 9 × 10¹⁸ kg
            scaled by IRAS surface-brightness factor
            ≈ 1 – 5 × 10¹⁶ kg.

The literature converges on 10¹⁶ to 10¹⁷ kg for the total inner-solar-system zodiacal cloud mass — three orders of magnitude below Halley's comet, a millionth of the main-belt asteroid mass, but seven orders of magnitude above the airborne dust in Earth's atmosphere.

Poynting-Robertson drag and steady-state balance

A dust grain feels two forces from sunlight: outward radiation pressure F_rad = (Q_pr L_☉) / (4π r² c) · π a², and a smaller drag F_PR = F_rad · v / c (where v is the orbital velocity). The radiation pressure reduces effective gravity by a factor β = (Q_pr L_☉) / (16π G M_☉ ρ a c). For β > 0.5, grains are on unbound hyperbolic orbits (β-meteoroids) and escape; for β < 0.5, grains are bound and the PR drag spirals them sunward.

The infall time for a circular-orbit grain is

τ_PR = 400 a² r² / β    yr     (a in μm, r in AU)

For a 10 μm grain at 1 AU with β = 0.1:  τ_PR ≈ 400 · 100 · 1 / 0.1 = 400 000 yr.
For a 1 μm grain at 1 AU with β = 0.5:  τ_PR ≈ 400 · 1 · 1 / 0.5 = 800 yr.

Smaller grains spiral in faster; the 1 μm population is ephemeral. The cloud-averaged grain lifetime is ~ 10⁵ years. Balanced against the ~ 10¹⁶ kg cloud mass, this requires an input rate of ~ 10¹¹ kg/yr ≈ 3 × 10³ kg/s — matching the cometary-and-asteroidal supply rate (revised upward to ~ 10⁴ kg/s in modern estimates that include the small-grain ejection budget).

Observational footprints

  • Zodiacal light (visible). The integrated sunlight scattered by the cloud, visible at twilight from dark sites. Surface brightness ~ 10⁻⁶ solar surface brightness at 30° elongation.
  • Gegenschein. Backscattering enhancement at the anti-solar point, surface brightness boosted by a factor of two through the opposition surge. About 10° across.
  • IRAS thermal map (1983). The InfraRed Astronomical Satellite mapped the full sky at 12, 25, 60, 100 μm, revealing the smooth ecliptic-band glow and identifying three sets of dust bands (now traced to specific asteroid families).
  • COBE/DIRBE (1990). Mapped the cloud at 1.25–240 μm, calibrated absolute brightnesses, and decomposed the smooth and band components.
  • Spitzer Space Telescope (2003–2020). Resolved individual cometary dust trails (Comet Encke's trail), measured the polarisation phase function, and confirmed JFC-dominated supply via orbital backtracking.
  • Parker Solar Probe (2018+). WISPR camera imaged the cloud from inside, identifying an enhanced dust ring at 0.027 AU (≈ 6 R_☉) and a dust-free zone inside ~ 5 R_☉ where silicate grains sublimate.
  • F-corona (eclipse). The Fraunhofer-feature-bearing continuation of the zodiacal light into the inner few R_☉, visible during total solar eclipses, dominates inside ~ 30 R_☉.

The asteroid dust bands

IRAS's flat infrared map revealed three concentric bands at low ecliptic latitudes, with thicknesses of ~ 1° and characteristic latitudes ± 1.4°, ± 2.1°, and ± 9.3°. Sykes & Greenberg (1986) identified these as dust from collisional cascades in specific asteroid families: the Themis and Koronis families (small inclination) and the Eos family (i ≈ 10°). High-resolution Spitzer maps later resolved the bands' fine structure and added the Karin family contribution at ± 2.1°. The bands carry only a few percent of the cloud mass but dominate at specific latitudes, providing a clean dynamical-tracer fingerprint of recent (≲ 10 Myr) asteroid disruptions.

Variants and adjacent populations

  • Asteroid dust bands. Localised dust trails from specific asteroid families superimposed on the smooth cloud.
  • Cometary dust trails. Long, narrow streams of large (mm–cm) particles trailing periodic comets along their orbits; IRAS-discovered. Source of meteor showers when Earth crosses them.
  • β-meteoroid stream. Sub-micron grains accelerated outward by radiation pressure; detected by Ulysses dust counter as a population on hyperbolic trajectories.
  • F-corona. The zodiacal cloud's inward extension, dominant inside 30 R_☉, observed during total eclipses; physically the same dust at smaller r and higher temperature (~ 1500 K).
  • Edgeworth-Kuiper belt dust. A distinct cold-dust population produced by mutual KBO collisions; Voyager and New Horizons detected it as an enhanced count rate beyond Neptune.
  • Local interstellar dust stream. Hyperbolic-trajectory grains flowing through the heliosphere from interstellar space; ~ 1–3% of in-situ detector count rate.

Where the cloud shows up

  • Sky brightness budget. Between 5 and 100 μm wavelength, the zodiacal cloud is the brightest component of the night sky from above the atmosphere — brighter than starlight, brighter than the cosmic infrared background. Removing the zodiacal foreground is the first step in any extragalactic infrared survey (Planck, Herschel, Spitzer, JWST).
  • Meteoroid impact rate on spacecraft. The cloud is a constant dust-hazard for any inner-solar-system spacecraft. SOHO, Parker Solar Probe, and STEREO instruments carry impact-detection circuitry; the steady-state impact rate at 1 AU is ~ 1 hit/m²/yr by grains > 1 μm.
  • Meteor showers. When Earth crosses a cometary dust trail, the population of large grains produces a meteor shower (Perseids from Comet Swift-Tuttle; Geminids from asteroid 3200 Phaethon, an unusual asteroidal source). The smooth zodiacal cloud produces the "sporadic" background of ~ 10 meteors/hour at any given time.
  • Astrobiology. Carbon-rich (carbonaceous chondrite-like) IDPs collected in the stratosphere by NASA U-2/ER-2 flights and analysed in laboratories — a key sample of pristine outer-solar-system material.
  • Exoplanet debris disks. Many young main-sequence stars host warm debris disks that are scaled-up zodiacal clouds. Vega, β Pic, Fomalhaut all show resolved disks; "exozodi" levels affect direct-imaging contrast for Earth-mass planet searches.

Common pitfalls

  • Confusing zodiacal light with the cloud itself. The light is the visible-scattered observable; the cloud is the underlying dust population. Most of the cloud's mass is in 50–500 μm grains that contribute relatively little to scattered visible light but dominate the thermal infrared.
  • Ignoring radiation pressure / β-meteoroids. The smallest grains (β > 0.5) are unbound and on hyperbolic trajectories; they have no orbital lifetime, are ejected from the solar system, and require continuous resupply.
  • Treating the cloud as static. The cloud is in approximate steady state on Myr timescales but is constantly replenished — every grain spends ~ 10⁵ yr in the cloud before falling into the Sun, hitting a planet, sublimating, or being ejected by radiation pressure.
  • Equating the asteroid contribution with all dust. Modern modelling assigns the majority (60–70%) to Jupiter-family comets, not asteroids. This is a major revision from the 1980s assumption of an asteroid-dominated cloud.
  • Forgetting the sublimation edge. Inside ~ 5 R_☉ silicate dust grains reach sublimation temperatures (~ 1500 K) and evaporate. Parker Solar Probe directly mapped this dust-free zone in 2019–2020.

Frequently asked questions

What is the zodiacal cloud, and how big are its grains?

The zodiacal cloud is the tenuous, thin disk of interplanetary dust that fills the inner solar system, concentrated near the ecliptic plane. Its constituents span fourteen orders of magnitude in mass, from sub-micron grains around 10⁻¹⁹ kg up to centimetre-sized meteoroids of about 10⁻⁴ kg. The mass distribution is a power law dN/dm ∝ m^-(11/6) — small grains dominate by number but large grains carry most of the mass.

What is the total mass of the cloud?

Integrating the IRAS and COBE/DIRBE thermal-emission maps over the inner solar system gives between 10¹⁶ and 10¹⁷ kilograms — about a millionth of the asteroid belt's mass and a tenth of Halley's comet. The number is uncertain by a factor of a few because the largest grains contribute disproportionately and are sparsely sampled. Spitzer and DIRBE infrared SEDs are consistent with the upper end of this range; in-situ dust detectors (Cassini, New Horizons, Parker Solar Probe) provide local densities consistent with these totals.

Where does the dust come from?

Three primary sources: cometary outgassing (a comet near perihelion sheds dust whenever its ices vaporise — Jupiter-family comets are estimated to dominate at the 60-70% level); asteroid collisions (mutual collisions in the main belt fragment rubble into dust, especially in associated dust bands traced to families like Karin and Beagle); and interstellar dust streaming through the heliosphere (a small flux, ~1-5%, identified by its hyperbolic trajectories in Ulysses and Cassini detectors). Some additional input from Mercury-grazing comets and Centaur disintegration is plausible but quantitatively small.

How is the cloud drained, and why is it not depleting?

Each grain feels a small drag force from sunlight: as it absorbs photons and re-emits them isotropically, it loses angular momentum and spirals sunward — Poynting-Robertson drag, formalised by Poynting (1903) and Robertson (1937). The per-grain timescale is τ_PR ≈ 400 a² r² β⁻¹ years for a grain of radius a (in microns) at distance r (in AU); for a 10 μm grain at 1 AU it is about 10⁵ years. The total cloud is replenished at ~10⁴ kg/s, balanced against PR drag, mutual collisions, sublimation near the Sun, and ejection of small grains by radiation pressure (β > 0.5 = unbound).

What do we see when we observe the cloud?

From the ground at dark sites: zodiacal light — a pyramidal cone of sunlight scattered from grains along the ecliptic — and gegenschein — a backscattering enhancement at the anti-solar point. From space in the infrared: a smooth ecliptic-band glow peaking near 30 μm, plus thin asteroid-family dust bands at low ecliptic latitudes (IRAS 1983, refined by Spitzer 2002+). From total-eclipse observations: the F-corona, the solar-elongation continuation of the zodiacal light visible inside ~30 R_☉. From in-situ detection: dust counts and trajectories by Cassini, New Horizons, and Parker Solar Probe.

Why does the cloud have a flat shape?

Two reasons. Most of the parent bodies (Jupiter-family comets and main-belt asteroids) orbit close to the invariable plane. And gravitational interactions with Jupiter and Saturn rapidly damp the inclinations of grains that wander out of the plane, especially through mean-motion resonances. The vertical scale-height of the cloud is about 0.1 r — i.e. a 1-AU grain typically sits within ±0.1 AU of the ecliptic. Parker Solar Probe is now observing this structure from inside it.

Is the cloud time-variable?

Yes, on multiple timescales. Long-term: the cloud was much more massive during the Late Heavy Bombardment (~3.9 Gyr ago) and during peak asteroid-collisional disruptions; modern levels are stable within a factor of a few on Myr timescales. Short-term: dust bands brighten and migrate as new asteroid families form (the Karin family at ~5 Myr ago contributed a still-detectable band). Solar-cycle variations modulate the cloud's inner edge through changing radiation pressure. The IRAS-discovered solar-system dust trails behind individual comets (e.g. Comet Encke's trail) provide direct evidence of ongoing replenishment.