extrapolate | R Documentation |
extrapolate
applies the extrapolation algorithm to a multi-channel
accelerometer data, trying to reconstruct the true movement from the
maxed-out samples.
extrapolate(df, ...) extrapolate_single_col( t, value, range, noise_level = 0.03, k = 0.05, spar = 0.6 )
df |
dataframe. Input multi-channel accelerometer data. Used in
|
... |
see following parameter list. |
t |
POSIXct or numeric vector. Input index or timestamp sequence Used in
|
value |
numeric vector. Value vector used in
|
range |
numeric vector. The dynamic ranges of the input signal. Should
be a 2-element numeric vector. |
noise_level |
number. The tolerable noise level in g unit, should be between 0 and 1. Default is 0.03, which applies to most devices. |
k |
number. Duration of neighborhood to be used in local spline regression for each side, in seconds. Default is 0.05, as optimized by MIMS-unit algorithm. |
spar |
number. Between 0 and 1, to control how smooth we want to fit local spline regression, 0 is linear and 1 matches all local points. Default is 0.6, as optimized by MIMS-unit algorithm. |
This function first linearly interpolates the input signal to 100Hz, and then applies the extrapolation algorithm (see the manuscript) to recover the maxed-out samples. Maxed-out samples are samples that are cut off because the intensity of the underlying movement exceeds the dynamic range of the device.
extrapolate
processes a dataframe of a multi-channel accelerometer
signal. extrapolate_single_col
processes a single-channel signal with
its timestamps and values specified in the first and second arguments.
extraplate
returns a dataframe with extrapolated multi-channel
signal. extrapolate_single_col
returns a dataframe with extrapolated
single-channel signal, the timestamp col is in numeric values instead of
POSIXct format.
This function is the first step during MIMS-unit algorithm, applied before filtering.
Other extrapolation related functions:
extrapolate_rate()
# Use the maxed-out data for the conceptual diagram df = conceptual_diagram_data[ conceptual_diagram_data['GRANGE'] == 4, c("HEADER_TIME_STAMP", "X")] # Plot input illustrate_signal(df, range=c(-4, 4)) # Use the default parameter settings as in MIMunit algorithms # The dynamic range of the input data is -4g to 4g. output = extrapolate(df, range=c(-4, 4)) # Plot output illustrate_signal(output, range=c(-4, 4))
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