Singularity spectrum of intermittent seismic tremor at Kilauea Volcano, Hawaii

H. R. Shaw; B. Chouet

doi:10.1029/gl016i002p00195

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Singularity spectrum of intermittent seismic tremor at Kilauea Volcano, Hawaii

H. R. Shaw·B. Chouet

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Abstract

Fractal singularity analysis (FSA) is used to study a 22-year record of deep seismic tremor (30–60 km depth) for regions below Kilauea Volcano on the assumption that magma transport and fracture can be treated as a system of coupled nonlinear oscillators. Tremor episodes range from 1 to 100 min (cumulative duration = 1.60×10 4 min; yearly average = 727 min yr −1 ; mean gradient = 24.2 min yr −1 km −1 ). Partitioning of probabilities, p i , in the phase space of normalized durations, x i , are expressed in terms of a function f(α), where α is a variable exponent of a length scale, ℓ. Plots of f(α) vs. α are called multifractal singularity spectra. The spectrum for deep tremor durations is bounded by α values of about 0.4 and 1.9 at f = 0; f max ≃ 1.0 for α ≃ 1. Results for tremor are similar to those found for systems transitional between complete mode locking and chaos.

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BibTeX RIS

H. R. Shaw, B. Chouet. 2012-12-07. Singularity spectrum of intermittent seismic tremor at Kilauea Volcano, Hawaii. https://doi.org/10.1029/gl016i002p00195

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