The noise-psd web service returns Power Spectral Density estimates for seismic channels.
As the first of a two-step process for generating probability density function (PDF) plots of power spectral density for comparison with the Peterson (1993) noise models, these power spectral densities describe time series prior to instrument response removal. This intermediate storage step was introduced to minimize recalculation whenever instrument responses change. Power is in units of decibels (dB). The algorithm for this metrics follows NcNamara and Boaz (2005).
The primary purpose of storing PSDs in this form is so that PDF generation can be performed using the latest metadata with a minimum amount of recalculation. The PDFs, in turn, can be used to evaluate the general noise characteristics of a channel, providing data quality information as a function of frequency.
Traces – one N.S.L.C (Network.Station.Location.Channel) per measurement
Window – 1 hour for sample rates >= 10 Hz; 2 hours for sample rates between 1 and 10 Hz; 3 hours for 1 Hz sample rates
Data Source – IRIS SEED archive
SEED Channel Types – DH.|DP.|CH.|EH.|EL.|SH.|HH.|HN.|HX.|BH.|BN.|BX.|BY.|MH.|LH.|LN.
- Request 24 hours of data for the current N.S.L.C.
- Divide the trace into windows having 50% overlap where the window length is
- hour for sample rates >= 10 Hz,
- hours for sample rates between 1 and 10 Hz,
- hours for 1 Hz sample rates.
- For each window,
- Truncate the time series to the nearest power of 2 samples.,
- Smooth and average the PSD to reduce variance by
- Dividing the window into 13 segments having 75% overlap.
- For each segment,
- Removing the trend and mean,
- Apply a 10% sine taper,
- Calculate the normalized PSD.
- Average the 13 PSDs & scale to compensate for tapering.
- Frequency-smooth the averaged PSD over 1-octave intervals at 1/8-octave increments,
- Convert power to decibels.
Metric Values Returned
target – the trace analyzed, labeled as N.S.L.C.Q (Network.Station.Location.Channel.Quality)
start – beginning of a 1-hour PSD window in UTC
end – end of averaged PSD window in UTC
freq, power – frequency in Hz, power in dB
During smoothing, there is a tradeoff between enhancing frequency resolution and reducing variance of the PSDs (i.e. increasing repeatability). These PSDs were smoothed to reduce variance. This choice gives a clearer general picture of station noise by reducing power smear, it is consistent with steps used to generate the Peterson new high and low noise models to which they are being compared and it optimizes data storage. Consequently, features requiring detailed frequency resolution will appear smeared in these PSDs.
Features requiring detailed frequency resolution will appear smeared in these PSDs.