Segment Analysis
library(alcyon)
lineStringMap <- st_read(
system.file(
"extdata", "testdata", "barnsbury", "barnsbury_small_axial_original.mif",
package = "alcyon"
),
geometry_column = 1L, quiet = TRUE
)
axialShapeGraph <- as(lineStringMap, "AxialShapeGraph")
segMap <- axialToSegmentShapeGraph(
axialShapeGraph,
stubRemoval = 0.4
)
plot(segMap[, "Connectivity"])
![](data:image/png;base64,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)
segmentAnalysed <- allToAllTraverse(
segMap,
radii = c("n", "200"),
radiusTraversalType = TraversalType$Metric,
traversalType = TraversalType$Angular,
quantizationWidth = pi / 1024,
includeBetweenness = FALSE
)
plot(segmentAnalysed[, "T1024 Total Depth"])
![](data:image/png;base64,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)
segmentAnalysed <- allToAllTraverse(
segmentAnalysed,
radii = c("n", "100"),
radiusTraversalType = TraversalType$Topological,
traversalType = TraversalType$Topological,
includeBetweenness = FALSE
)
plot(segmentAnalysed[, "Topological Total Length R100 metric"])
![](data:image/png;base64,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)
segmentResult <- allToAllTraverse(
segmentAnalysed,
radii = c("n", "200"),
radiusTraversalType = TraversalType$Metric,
traversalType = TraversalType$Metric,
includeBetweenness = FALSE
)
plot(segmentResult[, "Metric Total Length R200 metric"])
![](data:image/png;base64,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)
segmentAnalysed <- oneToAllTraverse(
segmentAnalysed,
traversalType = TraversalType$Topological,
fromX = 1217.1,
fromY = -1977.3
)
plot(segmentAnalysed[, "Topological Step Depth"])
![](data:image/png;base64,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)
segmentAnalysed <- oneToAllTraverse(
segmentAnalysed,
traversalType = TraversalType$Metric,
fromX = 1217.1,
fromY = -1977.3
)
plot(segmentAnalysed[, "Metric Step Depth"])
![](data:image/png;base64,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)
segmentAnalysed <- oneToAllTraverse(
segmentAnalysed,
traversalType = TraversalType$Angular,
fromX = 1217.1,
fromY = -1977.3,
quantizationWidth = pi / 1024
)
plot(segmentAnalysed[, "Angular Step Depth"])
![](data:image/png;base64,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)
segmentAnalysed <- oneToOneTraverse(
segmentAnalysed,
traversalType = TraversalType$Angular,
fromX = 1217.1,
fromY = -1977.3,
toX = 1017.8,
toY = -1699.3,
quantizationWidth = pi / 1024
)
column <- "Angular Shortest Path Angle"
plot(segmentAnalysed[, column],
col = "lightgray", reset = FALSE
)
plot(segmentAnalysed[
unlist(segmentAnalysed[column]) >= 0,
column
], lwd = 3, add = TRUE)
![](data:image/png;base64,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)
segmentAnalysed <- oneToOneTraverse(
segmentAnalysed,
traversalType = TraversalType$Metric,
fromX = 1217.1,
fromY = -1977.3,
toX = 1017.8,
toY = -1699.3,
quantizationWidth = pi / 1024
)
column <- "Metric Shortest Path Distance"
plot(segmentAnalysed[, column],
col = "lightgray", reset = FALSE
)
plot(segmentAnalysed[
unlist(segmentAnalysed[column]) >= 0,
column
], lwd = 3, add = TRUE)
![](data:image/png;base64,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)
segmentAnalysed <- oneToOneTraverse(
segmentAnalysed,
traversalType = TraversalType$Topological,
fromX = 1217.1,
fromY = -1977.3,
toX = 1017.8,
toY = -1699.3,
quantizationWidth = pi / 1024
)
column <- "Topological Shortest Path Depth"
plot(segmentAnalysed[, column],
col = "lightgray", reset = FALSE
)
plot(segmentAnalysed[
unlist(segmentAnalysed[column]) >= 0,
column
], lwd = 3, add = TRUE)
![](data:image/png;base64,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)