Scaling laws for earthquakes

E748705

"Scaling laws for earthquakes" is a seminal work in seismology that analyzes how earthquake properties such as magnitude, rupture area, and energy release systematically relate to one another across different scales.

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Scaling laws for earthquakes canonical 1

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Statements (48)

Predicate Object
instanceOf scientific paper ⓘ
seismology publication ⓘ
aimsTo identify universal patterns in earthquake behavior ⓘ
provide quantitative relations between source parameters ⓘ
analyzes large earthquakes ⓘ
small earthquakes ⓘ
appliesTo crustal earthquakes ⓘ
subduction-zone earthquakes ⓘ
tectonic earthquakes ⓘ
assumes statistical regularity of earthquake properties ⓘ
compares earthquake source parameters across magnitudes ⓘ
contributesTo ground-motion prediction ⓘ
seismic hazard assessment ⓘ
understanding of earthquake source physics ⓘ
describes relations between magnitude and energy release ⓘ
relations between magnitude and rupture area ⓘ
relations between magnitude and seismic moment ⓘ
relations between rupture length and rupture width ⓘ
self-similar behavior of earthquakes across scales ⓘ
systematic relations between earthquake properties ⓘ
examines scaling of average slip with magnitude ⓘ
scaling of radiated energy with magnitude ⓘ
scaling of rupture area with seismic moment ⓘ
scaling of rupture length with magnitude ⓘ
field earthquake physics ⓘ
seismology ⓘ
focusesOn fault rupture geometry ⓘ
moment–magnitude relation ⓘ
source scaling ⓘ
stress drop behavior ⓘ
influenced development of empirical ground-motion models ⓘ
fault scaling relations in seismic hazard models ⓘ
later work on earthquake self-similarity ⓘ
mainTopic earthquake magnitude ⓘ
earthquake scaling laws ⓘ
energy release in earthquakes ⓘ
rupture area ⓘ
seismic moment ⓘ
relatesTo Brune source model ⓘ
Gutenberg–Richter law ⓘ
seismic moment–magnitude scale ⓘ
typeOfWork empirical study ⓘ
theoretical analysis ⓘ
usedBy earthquake engineers ⓘ
seismologists ⓘ
usedFor estimating energy release from magnitude ⓘ
estimating fault dimensions from magnitude ⓘ
modeling earthquake rupture ⓘ

How these facts were elicited

Referenced by (1)

Full triples — surface form annotated when it differs from this entity's canonical label.

Christopher Scholz → notableWork → Scaling laws for earthquakes ⓘ