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sarp.snowprofile.alignment

The goal of sarp.snowprofile.alignment is to

  • align snow stratigraphy profiles by matching their individual layers based on Dynamic Time Warping (DTW)
  • assess the similarity of the aligned profiles with an independent similarity measure that is geared towards avalanche hazard assessment
  • cluster sets of snow profiles according to similar conditions based on the independent similarity measure, and
  • aggregate clusters of snow profiles to summarize the conditions by an average profile derived with DTW Barycenter Averaging (DBA), thereby facilitating the computation of individual layer distributions that are relevant for avalanche forecasting purposes.

Background: Snow profiles describe the vertical (1D) stratigraphy of layered snow with different layer characteristics, such as grain type, hardness, deposition/burial date, and many more. Hence, they represent a data format similar to multi-variate time series containing categorical, ordinal, and numerical data types.

Installation

You can install the CRAN release of this package with install_packages('sarp.snowprofile.alignment') or get the most recent version from our bitbucket repository with:

devtools::install_bitbucket('sfu-arp/sarp.snowprofile.alignment', ref = 'master')

Examples

Aligning pairs of snow profiles

library(sarp.snowprofile.alignment)
#> Loading required package: sarp.snowprofile

plotSPalignment(SPpairs$A_manual, SPpairs$A_modeled)

The corresponding layers between the two snow profiles query and reference have been matched, and the layer thicknesses of the query profile have been adjusted, so that the warped query is optimally aligned with the query.

Clustering snow profiles and finding a representative medoid profile

Consider a (very) short list of 5 snow profiles:

setSP <- SPgroup[c(1, 2, 5, 6, 7)]
par(mfrow = c(1, 2))
plot(setSP[[2]], main = "Profile 2")
plot(setSP, SortMethod = 'unsorted', xticklabels = "originalIndices", main = "Set of 5 profiles")

Compute the medoid snow profile that represents the group the best by aligning the profiles and assessing their similarity:

idxMedoid <- medoidSP(setSP)
paste("The most representative (medoid) profile is Profile", idxMedoid)
#> [1] "The most representative (medoid) profile is Profile 2"

The last computation told us the most representative profile from within the group is Profile 2, which we have plotted earlier.

Averaging snow profiles with DTW Barycenter Averaging

The figure shows (a) a snow profile set from an avalanche forecast region with 112 simulated profiles from the same day, (c) which is summarized by the average profile. The average profile provides access to distributions of layer and profile properties, such as e.g. (b) the distribution of layer stabilities derived from threshold sums, (d) the depth distribution of a SH layer that is starting to get buried, (e) the elevation distribution of the proportion of profiles that contain layers with poor stability in mid snowpack.

Time series of the average snow profile that illustrates the space-averaged evolution of the snow stratigraphy (visualized by snow grain types). The algorithm captures the median total snow height (solid line, ), the median amount of new snow (dashed line, ), and the median depth of several persistent weak layers (dotted lines, ).

Check out the functions averageSP, averageSPalongSeason, and backtrackLayers.

Getting started

A broader and deeper overview of the package is provided in the vignettes, cf. browseVignettes("sarp.snowprofile.alignment")). For a quick start, see ?sarp.snowprofile.alignment. This package builds on top of the general package sarp.snowprofile for data import/export and manipulation, cf. browseVignettes("sarp.snowprofile")).

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Version

Install

install.packages('sarp.snowprofile.alignment')

Monthly Downloads

187

Version

1.2.2

License

GPL (>= 3)

Maintainer

Florian Herla

Last Published

February 8th, 2024

Functions in sarp.snowprofile.alignment (1.2.2)

medoidSP

Find the medoid snow profile among a group of profiles
return_conceptually_similar_gtypes

Return conceptually similar grain types
rmZeroThicknessLayers

Remove layers with a thickness of 'zero cm'
plotSPalignment

Align and plot two snow profiles using DTW
reScaleSampleSPx

Rescale and resample a snow profile list
ogsDistance

Difference in layer ogs
distanceSP

Wrapper for dtwSP and simSP
averageSPalongSeason

Compute a seasonal timeseries of an average snowprofile
averageSP

Average a group of snow profiles
dtwSP

Calculate DTW alignment of two snow profiles
plotCostDensitySP

Plot alignment cost density and warping path
sim2dist

Convert 'similarity' matrix to 'distance' matrix
warpWindowSP

Restrict the DTW warping window for snow profiles alignment
mergeIdentLayers

Merge layers with identical properties
sarp.snowprofile.alignment-package

sarp.snowprofile.alignment: Snow Profile Alignment, Aggregation, and Clustering
scaleSnowHeight

Scale total height of a snow profile
simSP

Similarity measure between snow profile pairs
resampleSPpairs

Resample a pair of profiles
resampleSP

Resample snowprofile
swissSimilarityMatrix

Similarity Matrix of Snow Grain Types
warpSP

Warp one snow profile onto another one
SPgroup2

Additional example set of snow profiles
concat_avgSP_timeseries

Concatenate time series of average profiles
distMatSP

Calculate a multidimensional distance matrix between two profiles
ddateDistance

Deposition Date Distance
backtrackLayers

Backtrack layers from average or summary profile
chooseICavg

Get index of appropriate initial condition average profile
densityDistance

Difference in layer density
flipLayers

Flip snow profile layers top down
hardnessDistance

Difference in Hand Hardness
interactiveAlignment

Run interactive alignment app
grainSimilarity_align

Grain Type similarity matrix for DTW alignments
extractFromScoringMatrix

Extract from Scoring matrix
layerWeightingMat

Weighting scheme for preferential layer matching
match_with_tolerance

Match with numeric tolerance
SPspacetime

Additional example set of snow profiles
grainSimilarity_evaluate

Grain type similarity matrix for evaluation purposes