Rquake-package {Rquake} | R Documentation |
Seismic Analysis of Earthquake Hypocenter determination
Description
Non-linear earthquake locations are estimated by sequential convergence to hypocenter solutions, along with error ellipsoids and 3D-plotting, using a coordination of functions from 'RSEIS', 'GEOmap', 'RFOC' and others for a complete seismic analysis from field campaign data or data extracted from online websites. Interactive codes for seismic phase picking can be combined with event location to go from raw seismic time series to earthquake analysis and spatial statistics.
Details
Rquake is a package for analaysis of seismic data collected continuously, or in trigger mode. The functions organize other functions from 'RSEIS' and 'GEOmap' to help researchers pick, locate, and store hypocenters for detailed seismic investigation.
Note
- Functions
-
CONTPF EQXYresid INITpickfile NLSlocate PFoutput RQ SavePF UPdateEQLOC XYSETUP Y2Pphase chak contPFarrivals doAmap gMAP getregionals prepPDE viewCHAC
Author(s)
Jonathan M. Lees<jonathan.lees.edu> Maintainer:Jonathan M. Lees<jonathan.lees.edu>
References
Lee, W.H.K., and S.W. Stewart, Principles and Applications of Microearthquake Networks, Academic Press, New York, 1981.
See Also
Examples
library(RSEIS)
data(GH, package='RSEIS')
g1 = GH$pickfile
data(VELMOD1D, package='RSEIS')
vel= VELMOD1D
w1 = which(!is.na(g1$STAS$lat))
sec = g1$STAS$sec[w1]
N = length(sec)
Ldat = list(
name = g1$STAS$name[w1],
sec = g1$STAS$sec[w1],
phase = g1$STAS$phase[w1],
lat=g1$STAS$lat[w1],
lon = g1$STAS$lon[w1],
z = g1$STAS$z[w1],
err= g1$STAS$err[w1],
yr = rep(g1$LOC$yr , times=N),
jd = rep(g1$LOC$jd, times=N),
mo = rep(g1$LOC$mo, times=N),
dom = rep(g1$LOC$dom, times=N),
hr =rep( g1$LOC$hr, times=N),
mi = rep(g1$LOC$mi, times=N) )
wstart = which.min(Ldat$sec)
EQ = list(lat=Ldat$lat[wstart], lon=Ldat$lon[wstart], z=6, t=Ldat$sec[wstart] )
AQ = Vlocate(Ldat,EQ,vel,
distwt = 10,
lambdareg =100 ,
REG = TRUE,
WTS = TRUE,
STOPPING = TRUE,
tolx = 0.01,
toly = 0.01 ,
tolz = 0.05, maxITER = c(7,5,7,4) , RESMAX = c(0.1, 0.1), PLOT=FALSE)