Solar Physics

Moreton Waves: Flare-Ignited Chromospheric Tsunamis

In a matter of minutes a bright arc races more than a million kilometers across the face of the Sun at roughly 1,000 km/s — fast enough to circle the Earth in 40 seconds — leaving distant magnetic filaments swinging in its wake. This is a Moreton wave: a large-scale, arc-shaped disturbance seen in the solar chromosphere, ignited by the explosive onset of a major solar flare.

First recognized in 1959–60 in time-lapse Hα movies, a Moreton wave is not really a wave in the chromosphere at all. It is the visible “hemline” where a dome-shaped fast-mode magnetohydrodynamic (MHD) shock, expanding through the overlying corona, presses down into the dense chromosphere below — briefly compressing the plasma and painting a moving front across the solar disk.

  • TypeChromospheric signature of a coronal fast-mode MHD shock
  • Discovered1959–60, Gail Moreton & Harry Ramsey (Sacramento Peak)
  • Typical speed500–1,500 km/s (range ~300 to >2,000 km/s)
  • Observed inHα line wings (red = downswing, blue = upswing)
  • Extent / lifetimeArcs spanning 90–180°, up to ~10⁵ km; visible for a few minutes
  • Key theoryUchida (1968) dome-and-skirt fast-mode wave model

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What a Moreton Wave Actually Is

A Moreton wave is a bright or dark arc that sweeps across the solar chromosphere immediately after the impulsive phase of a strong flare, typically one accompanied by a coronal mass ejection (CME). It is best seen in (the 656.3 nm Balmer-alpha line of hydrogen). The signature is a characteristic down-then-up motion of the chromospheric plasma:

  • In the red wing of Hα the front appears dark — plasma is pushed downward (redshifted).
  • In the blue wing and at line center it appears bright — the subsequent rebound is upward (blueshifted).

Crucially, the wave moves too fast to be a sound or Alfvén wave traveling through the cool, dense chromosphere itself. The chromospheric sound speed is only ~10 km/s and its Alfvén speed is modest, yet Moreton fronts routinely exceed 1,000 km/s. That mismatch was the central clue to their true, coronal origin.

The Mechanism: Uchida's Dome-and-Skirt Model

The accepted explanation was worked out by Yutaka Uchida in 1968. A flare's explosive energy release launches a fast-mode MHD shock — a compressive wave that travels through the corona at the fast magnetosonic speed, v_ms = √(v_A² + c_s²), where v_A is the Alfvén speed and c_s the sound speed. In the low corona v_A can reach ~1,000 km/s, so the dome-shaped wavefront expands at hundreds to thousands of km/s.

Where this expanding coronal dome intersects the chromosphere, its skirt slams downward into much denser gas, compressing it. That compression — the transient pressure pulse behind the front — is what we see in Hα as the moving Moreton front, followed by the rebound.

  • The dome is refracted away from regions of high magnetosonic speed (strong-field active regions) and bent toward low-speed channels, which is why Moreton arcs are often one-sided and directional rather than perfectly circular.
  • Because the shock also generates plasma turbulence high in the corona, Moreton waves correlate well with metric Type II radio bursts (Kai 1970), the classic tracer of coronal shocks.

Characteristic Numbers and a Worked Estimate

Typical Moreton-wave parameters, drawn from decades of Hα observations:

  • Speed: most events 500–1,500 km/s; the full observed range spans ~300 to >2,000 km/s.
  • Deceleration: fronts commonly slow over their lifetime, consistent with a decaying blast/shock (e.g. from ~900 down to ~500 km/s).
  • Reach: arcs propagate 10⁵–10⁶ km before fading — an appreciable fraction of the solar radius (R☉ ≈ 696,000 km).
  • Lifetime: only a few minutes in Hα, one reason they are rare and easily missed.

Worked example: a front seen expanding from 200,000 km to 700,000 km over 400 s implies a mean speed of (5×10⁸ m)/(400 s) ≈ 1,250 km/s. If the ambient coronal density gives v_A ≈ 1,000 km/s and c_s ≈ 200 km/s, the fast-mode speed is √(1000² + 200²) ≈ 1,020 km/s — so a front at ~1,250 km/s corresponds to a mildly super-magnetosonic shock, Mach number ≈ 1.2. These numbers place Moreton waves squarely in the weak-to-moderate fast-mode shock regime.

How They Are Observed and Detected

Moreton waves were found by Gail Moreton and Harry E. Ramsey in 1959 at the Sacramento Peak Observatory, using time-lapse Hα filtergrams; the down-up Doppler signature was documented by Athay & Moreton (1961). Because they are faint, fast, and require good Hα wing imaging, only a few dozen clear cases were catalogued in the following decades.

  • Ground-based Hα patrol networks (e.g. GONG, Kanzelhöhe, Big Bear) still provide the primary detections, imaging both line wings to catch the redshift-then-blueshift swing.
  • Space EUV imagers — SOHO/EIT, and later STEREO and SDO/AIA — revealed the coronal counterpart (“EIT/EUV waves”), letting researchers register the chromospheric front against the coronal dome.
  • Radio spectrographs tie the launch to a Type II burst, confirming a coronal shock, while filament and prominence oscillations triggered downstream act as remote seismometers of the passing wave.

A milestone came in 2011–12 with the first simultaneous capture of an Hα Moreton wave, an EUV wave, and filament oscillations in a single event, firmly linking the three signatures.

Moreton Waves Versus Their Close Cousins

Several eruption-related disturbances are easy to confuse with Moreton waves:

  • EIT / EUV waves: discovered by SOHO/EIT in 1997–98 and initially hailed as the long-sought “coronal Moreton wave.” But they are typically 3–5× slower (~100–400 km/s) and not co-spatial with Hα fronts, sparking a long debate over whether EIT waves are true fast-mode waves or a CME-driven expanding front (or both — a fast wave plus a slower non-wave component).
  • Type II radio bursts: the radio fingerprint of the same coronal shock, but a spectral, not imaging, diagnostic.
  • Filament/prominence oscillations (“winking filaments”): a response to the wave, not the wave itself.

The unifying picture: one eruption launches a fast-mode coronal shock; its downward skirt is the Moreton wave in Hα, its coronal body is the EUV wave, its turbulent front emits the Type II burst, and its passage sets distant filaments swinging.

Significance and Open Questions

Moreton waves matter because they are a rare, direct chromospheric handprint of an expanding coronal shock — a natural probe of coronal seismology. Timing the front and combining it with the triggered filament oscillations lets physicists estimate the coronal magnetic field and Alfvén speed in regions that are otherwise nearly impossible to measure.

  • Why so rare? Clear Hα Moreton waves accompany only a small fraction of even strong flares. Recent work (2024–26) links their appearance to the magnetic environment — they preferentially form and brighten along photospheric magnetic network boundaries and where the corona has steep speed gradients that focus the shock downward.
  • The wave-versus-CME debate: disentangling a true fast-mode wave from the piston-like expansion of a CME flank remains active.
  • Excitation: whether a single flare pressure pulse or a two-step blast-plus-eruption process drives each event is still case-dependent (e.g. detailed studies of the 6 Dec 2006 and 29 Mar 2014 events).

Notable well-studied cases include the 1997 Nov 4 Moreton–EIT pairing, the twin events of 3 Jun and 6 Jul 2012, and a striking 2009 STEREO observation of a 100,000-km-high wave of hot plasma — each sharpening our model of how the Sun radiates a shock across its own surface.

Moreton (chromospheric) waves versus EIT/EUV (coronal) waves — two views of the same eruption
PropertyMoreton waveEIT / EUV wave
Layer / diagnosticChromosphere, Hα line wingsCorona, EUV (195/193 Å)
Typical speed~500–1,500 km/s~100–400 km/s
Angular spanNarrow arc, ~90–180°Broad, often near-circular
First seen1959–60 (ground-based)1997–98 (SOHO / EIT)
Duration visibleA few minutesTens of minutes
Physical natureSkirt of coronal fast-mode shockFast-mode wave &/or CME-driven front (debated)

Frequently asked questions

What is a Moreton wave in simple terms?

It is a fast, arc-shaped bright/dark front that races across the Sun's chromosphere just after a big flare, best seen in Hα light. It is the visible mark left where an invisible coronal shock wave, expanding overhead, presses down into the denser chromosphere below.

How fast do Moreton waves travel?

Most move at 500–1,500 km/s, with the full observed range running from about 300 to over 2,000 km/s. That is far faster than the ~10 km/s sound speed of the chromosphere, which is exactly why they must be driven from the corona rather than being ordinary chromospheric waves.

Who discovered Moreton waves and when?

They were identified in 1959 by Gail Moreton and Harry E. Ramsey at the Sacramento Peak Observatory, using time-lapse Hα films. R. G. Athay and G. E. Moreton documented the tell-tale down-then-up Doppler motion in 1961, and Yutaka Uchida explained the mechanism in 1968.

How is a Moreton wave different from an EIT (EUV) wave?

A Moreton wave is the chromospheric Hα signature; an EIT/EUV wave is the coronal signature seen in extreme ultraviolet. EIT waves are typically 3–5 times slower (~100–400 km/s), broader, and not exactly co-located with the Hα front — which is why calling them the same wave is still debated.

Why are Moreton waves so rarely observed?

They are faint, last only a few minutes, and require good dual-wing Hα imaging to catch the Doppler swing. They also seem to need a specific magnetic setting — a strong flare plus a corona whose speed structure focuses the shock downward, often along magnetic network boundaries — so only a small fraction of flares produce a clear one.

What is the connection between Moreton waves and Type II radio bursts?

Both trace the same coronal fast-mode shock. The shock's turbulent front accelerates electrons that emit a metric Type II radio burst, while its downward-pressing skirt makes the Moreton wave. The good statistical correlation between the two (Kai 1970) was early evidence for Uchida's coronal-shock interpretation.