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Volcanoes, magma, lava and why eruptions differ Feedback on this lesson
INTERACTIVE EXPLANATION

Why can lava flow, fountain—or break into fragments?

Watch real lava feed a channel. Take apart a gas-volume calculation, compare Mount St. Helens through time, inspect volcanic rock under a microscope and explore an actual surveyed crater.

Enable JavaScript to change the conditions and run the interactive experiment.

Make a discovery

Gas can occupy a great deal of space while contributing little mass. How gas separates, expands and escapes matters, alongside the material’s resistance to flow and its changing history.

  • Recognize a lava fountain and flowing channels in the same recorded activity.
  • Explain exsolution in familiar words, then distinguish it from expansion.
  • Calculate a volume fraction without confusing it with a mass percentage.
  • Predict why removing half the gas does not halve the remaining gas fraction.
  • Distinguish viscosity, permeability, a two-dimensional image and a bulk-flow measurement.
  • Read a surveyed surface with its date, missing values and accuracy limits.
  • Separate a historical observation, a bounded calculation and an unjustified forecast.

Make a prediction

At fixed pressure, you remove half of the gas from a melt-and-gas sample. Must the gas volume fraction become half?

  • Yes, every percentage halves.
  • No, the total remaining volume changes too.
  • The melt vanishes.
Read the explanation

The fraction has a changing numerator and denominator: fR/(1+fR).

Understand it

Begin with what is visible

The USGS May 21, 2018 overflight records a fountain feeding flows at the Fissure 20 complex in Kīlauea’s lower East Rift Zone. Airborne fragments and flowing channels are parts of the same activity. These observations start our questions; they do not measure the conditions underground.

Give the gas somewhere to come from

Magma is hot rock material beneath the surface, including a liquid component called melt. Some volatile ingredients are dissolved in that melt. Under changing conditions, some separate into a gas phase. That separation is exsolution. Existing gas can also expand; expansion and exsolution are different processes.

Measure space and mass separately

In one published 0.2 MPa source state, gas is 0.2671% of the mass but about 95.4% of the volume. Gas and melt have different densities. A percentage without its measured quantity can be misleading.

Change the amount while holding the conditions

Our removal thought experiment holds the pressure and one normalized melt volume fixed. Keeping half the already-exsolved gas changes both the gas volume and the total remaining volume. A half-sized numerator does not halve the fraction when the denominator also changes.

Ask how gas could really escape

Connected pores and fractures can provide pathways. Permeability describes how readily a material transmits fluid under driving conditions. Viscosity describes resistance to flow. Neither a photo’s color nor the number of visible holes alone gives a complete gas-escape rate.

Return to the whole volcano

An eruption column and a growing dome can belong to the same volcano at different times. Gas pathways, material properties, pressure, cooling, deformation and timing can interact. Our bounded calculation helps explain a process; it does not decide a volcano’s next behavior.

Look closer at the science

Read the original calculation precisely

The sixteen discrete states come from the upper Table 2 in Mastin’s 1995 USGS Open-File Report 95-756, printed page 38. Its reservoir-equilibrated Kīlauean basalt example begins with 0.27 wt% water, 0.0195 wt% carbon dioxide and 0.07 wt% sulfur. The original report uses steady homogeneous flow and equilibrium volatile partitioning. We read its reference table; we do not reimplement or validate its entire conduit solver.

Derive the fraction from its definition

Let R be gas volume divided by melt volume. Normalizing melt volume to 1 gives gas fraction R/(1+R). If the retained share is f at fixed pressure and melt volume, the remaining fraction is fR/(1+fR). At 0.5 MPa, R is 6.3952. Retaining half gives 3.1976/(1+3.1976), approximately 76.2%, rather than half of 86.5%.

Changing pressure is not just expanding a fixed gas amount

The selected equilibrium source table includes gas separating from the melt as conditions change. Between 0.5 and 0.2 MPa, the source gas/melt volume ratio increases by about 3.263 times. A separate fixed-amount isothermal ideal-gas comparison would expand by 2.5 times. Those are different models, not contradictory measurements.

Porosity and permeability answer different questions

Gaunt and colleagues studied crystalline dome rock from Mount St. Helens. The intact section’s image porosity is 6.7%, while the separately reported connected bulk porosity is 6.0%. The pictured plane is perpendicular to the experiment’s fluid-flow direction. Cyclically heated and once-heated images show 2.1% and 5.5% porosity; those discrete samples do not establish a universal continuous temperature curve.

An upper bound is not zero

At 900 °C, flow could not be resolved over the study’s observation period. The authors describe an approximate permeability upper bound of 10⁻¹⁹ m². An instrument’s lack of detected flow is different from proving that all flow is impossible.

A material can remember its path

Gonnermann and colleagues’ experiments on Glass Mountain pumice showed that expansion and compaction can produce different relationships between porosity and permeability. This supports keeping history and sample context attached to a claim. It does not supply a universal pore percentage that predicts every magma’s fragmentation.

A surveyed mesh has uncertainty

Our summit surface samples an actual USGS HVO October 5, 2022 elevation raster. The source reports no formal accuracy tests; stated horizontal and vertical targets are not measured errors. We preserve absent samples and source pixel-center coordinates. A 1-meter source pixel does not establish 1-meter accuracy or a certified sea-level datum.

Where this is used

Reading a dramatic video carefully

Describe what you can actually see before assigning an underground cause. The 2018 fountain and channels are observations; the 1995 numerical example is a model from another context.

Interpreting laboratory images

Microscopy reveals small features, while separate experiments test bulk transport. The same distinction matters in filters, rocks, soils and engineered porous materials.

Using maps without inventing certainty

Survey dates, coordinate systems, missing values and uncertainty belong with a terrain model. Display exaggeration can help you inspect relief while leaving the measurements unchanged.

Try it yourself: Make a paper volcano investigation

Supplies

  • Two sheets of paper
  • A pencil
  • Two colors, if available
  • An optional ruler
  1. Separate surface from imagined interior

    Fold a sheet. Label its outside “surface we could photograph.” Inside, draw a simple passage and sample window labeled “imagined teaching cross-section.” Label magma below ground and lava above.

  2. Keep the spaces equal

    Draw two equal rectangles with six equal circles each. Leave one set isolated. Connect the other set to a top exit using pencil lines. Keep the circle sizes and counts unchanged.

  3. Trace a route

    Trace from each circle to an exit without crossing solid boundaries. Count the routes available in your drawing. Do not assign a speed; the drawing does not specify pressure, material properties or time.

  4. Ask what is hidden

    Would one slice show every connection through a real rock? Fold the paper and explain what lies beyond the visible plane. Compare the actual microscope image and caption.

  5. Change the whole fraction

    Write 1 melt volume + 6.3952 gas volumes. Then write the half-gas case: 1 + 3.1976. Predict whether the gas fraction halves; calculate or compare the on-screen strips.

  6. Keep three kinds of statement

    Rewatch the credited source clips. Write one observation, one result from the model, and one question this activity cannot answer.

Can two samples have the same drawn spaces but different routes—and can removing half the gas leave more than half the volume as gas?

An original paper representation. No heat, powders, chemicals, pressurized containers, ash handling or volcano visits. It does not reproduce magma chemistry or measure a real rock’s permeability.

Check your understanding

The source example has 0.2671% gas by mass and about 95.4% gas by volume. What fits both?

  • A small mass can occupy a large volume.
  • One number must be wrong because both are percentages.
  • 95.4% of the magma’s mass became gas.
Answer and explanation

A small mass can occupy a large volume. Gas and melt have different densities; the denominators are different quantities.

The initially bubble-free source state already contains volatile ingredients. What can happen as pressure falls?

  • Air must travel down from the surface to make every bubble.
  • Some dissolved material separates into a gas phase.
  • Heat must create new chemical elements.
Answer and explanation

Some dissolved material separates into a gas phase. Exsolution redistributes existing material between phases.

At 0.5 MPa, keep half the source gas at fixed pressure and melt volume. What fraction of the remaining volume is gas?

  • About 43.2%, half the original percentage.
  • Still about 86.5%.
  • About 76.2%.
Answer and explanation

About 76.2%. 3.1976 gas volumes divided by 4.1976 total volumes is about 0.7618.

What does the May 21, 2018 Fissure 20 overflight show?

  • A fountain and flowing channels can occur together.
  • Fluid lava can never break into airborne pieces.
  • Every white plume is burned wood ash.
Answer and explanation

A fountain and flowing channels can occur together. The same source footage records fountaining and flows.

Viscosity means resistance to flow. What else matters when gas leaves through pores and fractures?

  • The volcano’s name alone.
  • Permeability, driving conditions and time.
  • Its orange color in a photograph.
Answer and explanation

Permeability, driving conditions and time. Connected pathways and driving conditions affect transport.

You trace a dark path across a two-dimensional microscope section. What can you conclude?

  • You now know the exact underground gas-flow speed.
  • This proves a path through the full sample thickness.
  • The features deserve investigation; bulk flow needs other evidence.
Answer and explanation

The features deserve investigation; bulk flow needs other evidence. The pictured plane is perpendicular to the source experiment’s flow direction.

The 1980 column and 2004–2008 dome movie show the same volcano. What fits?

  • A volcano’s name fixes its eruption style forever.
  • Different conditions and histories can produce different behavior.
  • The recordings must show different planets.
Answer and explanation

Different conditions and histories can produce different behavior. Both records identify Mount St. Helens at different dates.

Our model shows a high gas volume. Can you announce that a real volcano is about to explode?

  • Yes, because the display has decimal places.
  • Yes, whenever it passes 75% gas.
  • No; this is a bounded calculation, not current monitoring.
Answer and explanation

No; this is a bounded calculation, not current monitoring. The lesson does not establish a universal fragmentation threshold or a present hazard forecast.

Sources and model limits

  • The gas workbench uses a historical calculated basalt example. It is not a measurement of the pictured eruptions, a live monitoring feed or a hazard forecast.
  • Pressure choices are discrete source rows. No interpolated viscosity, ascent speed, depth, eruption countdown or universal fragmentation threshold is calculated.
  • The gas-retention intervention holds pressure and normalized melt volume fixed. It omits transport rates, pressure adjustment after loss and real open-system ascent. Choosing another pressure restores the complete source row.
  • All mass percentages displayed beside the retention experiment describe the unmodified source state. We do not claim to recalculate remaining gas mass after removal.
  • The rock figures are full original two-dimensional sections of specific crystalline dome samples. Their treatments, porosity methods and permeability observations stay separate.
  • The Kīlauea Fissure 20 footage is from May 2018; the summit survey is from October 2022. They are different locations and records. Underground structures are not inferred from the surface mesh.
  • Source footage is silent and preserves framing and dates. The dome footage is a time-lapse. No artificial explosions, live-event claims or inferred personal risk scores are added.
  • The paper activity represents routes and volume bookkeeping. It does not reproduce real magma chemistry, pore geometry or an eruption. Independent subject and learner review remains pending.

Sixteen source pressure states, volatile mass fractions and gas/melt volume ratios.

USGS OFR 95-756, upper Table 2, printed page 38 / PDF page 43. Historical equilibrium calculation. The displayed derivative CSV is transcribed from the original table.

Mastin (1995) · original USGS conduit report

Fissure 20 fountaining and flowing lava in the same recorded activity.

USGS-created footage, public domain in the US. Self-hosted full-duration silent 960 × 540 derivative and credited stills at source times 10 and 35 seconds.

USGS HVO · May 21, 2018 overflight

A low-viscosity fountain can produce separate fragments through distinct processes.

Authors report dominant fluidal fragmentation and interpret a smaller vesicular population in terms of rapid gas separation and cooling. Our video is not a particle-temperature measurement.

Namiki et al. (2021) · Hawaiian fountain research

Measured rock microstructure, thermal-history comparisons and permeability detection limit.

Bulletin of Volcanology 78:30. Figures 1 and 6, CC BY 4.0, preserved in full with 500 µm scale bars. Resized/WebP-encoded images do not add detail. Bulk porosity is distinct from image porosity.

Gaunt et al. (2016) · dome-rock permeability

Experimental permeability depends on sample context and deformation history.

Journal of Geophysical Research: Solid Earth. Narrow qualitative interpretation of the original experiments; no restricted source artwork is copied.

Gonnermann et al. (2017) · expansion and compaction

Time-lapse observation of later dome growth at the same volcano.

USGS-created footage, public domain in the US. Full framing, embedded dates and duration retained in a silent 960 × 540 derivative.

USGS CVO · dome growth, 2004–2008

Novarupta 1912 deposits resuspended in 2015, rather than evidence of a new 2015 eruption.

Kristi L. Wallace / USGS AVO; sample collected by Sherry Harmes at Larsen Bay, Kodiak Island. November 13, 2015 SEM image; 50 µm scale bar retained.

USGS AVO · original volcanic ash micrograph

Volcanic ash includes small rock, mineral and volcanic-glass fragments.

Institutional ash definition; ash is not defined as burned wood residue. No individual grain’s chemistry is inferred from appearance.

USGS · what volcanic ash contains

October 5, 2022 summit elevation data, registration context and stated accuracy limits.

Original USGS FOIA release DOI-USGS-2023-000279, preserved in Ben Welsh’s pinned public-records distribution. Full source hash, 257 × 257 sample mapping, missing values and derivative hashes accompany the lesson.

USGS HVO · original survey notes in public-records mirror

Independent subject review is pending.

Read the sources and model assumptions