
Aerial view of Split Cinder Cone. This small cinder cone is a striking example of the dynamic forces that have shaped Death Valley. Photo by Tom Bean, NPS.
|
Birth of a cinder cone
Less than 300,000 years ago, a chamber filled with solid crystals and
searing molten basaltic
rock simmered beneath Death Valley.
Magma rose toward the surface,
following weaknesses in the Earth's crust.
Nearing the surface, the black lava encountered the fractured earth of
the Death Valley Fault zone.
Lava quickly made its way through the fault-weakened
rock and burst out of the valley floor as a fiery fountain
of scorching lava and gas. Lava
fountains threw blobs of molten basalt hundreds of feet
into the air. Although lava erupted at 1200°C (2200°F), most
of the molten, airborne globs cooled and solidified to form cinders before
reaching the ground. Most cinders fell very near the central vent, building
a small cone. |

What did the initial eruption of Split Cinder cone look like? The image at left of a fountain of fire erupting at Pu`u `O`o cinder cone, Hawaii might help you imagine it. |
Cinder by cinder
Most cinders fell very near the central vent. Layer upon layer of volcanic
ejecta were deposited, building a higher and steeper cinder cone. Eventually
the cone became so steep that the flanks collapsed under their own weight.
The collapsing cinders came to rest when the sides reached just the right
steepness to keep them stable. This angle, usually about 35°, is called
the angle of repose.
Every pile of loose particles has a unique angle of repose, depending
upon the material it's made from. Because all volcanic cinders have almost
the
same angle of repose, cinder cones everywhere develop
nearly identical shapes with nice, straight sides rising at an angle
of about 35° from
the ground. Cinder cones are commonly very symmetrical.
Split Cinder Cone may have once looked very much like Pu`u ka Pele cinder
cone at right.
The birth of this small cinder cone is only part
of it's intriguing story. How did this once-symmetrical cone split
into two pieces? Click here to continue.
|