The earthquake source

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Global seismology: The earthquake source Reading: Fowler p85 101 Earthquake location Earthquake focus: Latitude, longitude, depth Earthquake epicenter: Latitude, longitude Earthquakes occur on fault planes, energy is released from a volume of rock as is slips. However, from far away we consider an earthquake to be a point source: latitude, longitude, depth

Locating earthquakes For an earthquake at the surface there are three unknowns: latitude, longitude, origin time need observations of seismic arrival times at three stations Station at distance r 1 : P-wave arrives at: t 0 + r 1 /α S-wave arrives at: t 0 + r 1 /β Locating earthquakes With increasing station distance the S-P time increases: t S P = r 1 r 1 β α Given the S-P time we can calculate the epicentral distance r 1

Locating earthquakes Given the S-P time at 3 stations we can locate the earthquake Locating earthquakes Given the S-P time at 3 stations we can locate the earthquake t 1, S P t t 2, S P 3, S P r1 r1 = β α r2 r2 = β α r3 r3 = β α Solve for latitude, longitude and origin time Complications The Earth is not flat and we can only estimate α and β There is an error associated with the arrival time measurement We also need to determine the focal depth Use arrival times at many stations around the globe

Earthquake depth To estimate depth we need: Seismic station above the earthquake Depth phases e.g. pp ( t t ) α FR = pp P 2 h = EF = FRsinθ Earthquake distribution indicates deformation at the Earth s surface

Earthquake depth distribution Indicate different patters of deformation ridges subduction Magnitude describes the size of an earthquake Richter magnitude: M L = log A 2.48 + 2.76 log A Empirical relation for: Local earthquakes in southern California Amplitude measured on a Wood-Anderson seismometer

m b and M s Body-wave magnitude A m b = log10 + q, T max ( h) T A Surface-wave magnitude M S A = log + 1.66 log10 T 10 + max 3.3 Magnitude as a discriminator M s and m b estimates are usually different for a given earthquake m b measures the amplitude of the P-wave M s measures the amplitude of the surface wave Nuclear explosions Do not excite surface waves very well Use m b vs. M s to discriminate How else can we discriminate?

Magnitude-frequency relation Gutenburg-Richter relation: log N = a bm Global average for b is ~1 There are ten times as many magnitude 4 as there are magnitude 5 Earthquake energy To measure all the energy released in an earthquake we must integrate over space and time difficult! We can approximately relate magnitude to energy: log 10 E = 5.24 + 1.44 M s A magnitude 5 earthquake releases about 30 times as much energy as a magnitude 4 Even when you add together the energy release from all the small earthquakes, it is small compared to the one big event

Ground motion Earthquake damage How destructive is an earthquake? Earthquake size: magnitude and energy release Distance from populated regions Building standards intensity

Fault planes Stress builds deforming the rock Rock ruptures and slides releasing stress Fault plane solutions First motion The first motion direction observed at many stations around an earthquake can tell us the type of fault and orientation of the fault planes. Consider a strike-slip earthquake on the San Andreas Fault:

Fault plane solutions First motion within a sphere In spherical Earth we plot the lower hemisphere Fault plane solutions Indicate fault type and stress regime

Fault plane solutions Mid-ocean ridges Fault plane solutions Subduction zones ridge

Fault plane solutions Transform subduction ridge Summary Earthquake locations tell us where the Earth is deforming Along tectonic plate boundaries Ridges are shallow, subduction is deep (earthquakes to ~700 km) Earthquake focal mechanisms indicate the stress regime At mid-ocean ridges: normal faults extension new plate formation At subduction zones: reverse faults compression plate destruction At transform faults: strike-slip faults conservation Magnitude tells us about the amount of energy released Plus Earthquake energy propagates through the Earth. By recording it around the Earth we can image the Earth s internal structure next lecture