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VfInverseLinear

Available with Spatial Analyst license.

Summary

Defines the relationship between the vertical cost factor and the vertical relative moving angle through an inverse linear function.

Illustration

VfinverseLinear vertical factor image
VfInverseLinear vertical factor for the PathDistance functions.

Discussion

The VfInverseLinear object is used in the Spatial Analyst tools Path Distance, Path Distance Allocation, and Path Distance Back Link.

The vertical factor (VF) object defines the relationship between the vertical cost factor and the vertical relative moving angle (VRMA).

VF defines the vertical difficulty encountered in moving from one cell to the next.

VRMA identifies the slope angle between the FROM or processing cell and the TO cell.

The VFs are determined by the inverse values from a straight line in the VRMA-VF coordinate system. The line intercepts the y-axis, equitable to the VF factor, the value associated with the zeroFactor. The slope of the line can be identified if specified with the slope argument.

Syntax

 VfInverseLinear ({zeroFactor}, {lowCutAngle}, {highCutAngle}, {slope})
ParameterExplanationData Type
zeroFactor

The zeroFactor will be used to position the y-intercept of the inverse linear function.

(The default value is 1.0)

Double
lowCutAngle

The VRMA degree defining the lower threshold, below which (less than) the VFs are set to infinity.

(The default value is -45.0)

Double
highCutAngle

The VRMA degree defining the upper threshold, beyond which (larger than) the VFs are set to infinity.

(The default value is 45.0)

Double
slope

Identifies the slope of the straight line in the VRMA-VF coordinate system. Slope is specified as the rise/run. For example, a 30-degree slope is 1/30, specified as 0.03333 (rise/run: 1 VF on the y axis / 30 degrees on the x axis); a -45-degree slope as -0.02222.

(The default value is -0.022222)

Double

Properties

PropertyExplanationData Type
zeroFactor
(Read and Write)

The zeroFactor is used to position the y-intercept for the vertical factor class.

Double
lowCutAngle
(Read and Write)

The VRMA degree defining the lower threshold, below which (less than) the VFs are set to infinity.

Double
highCutAngle
(Read and Write)

The VRMA degree defining the upper threshold, beyond which (larger than) the VFs are set to infinity.

Double
slope
(Read and Write)

Identifies the slope of the straight line in the VRMA-VF coordinate system. Slope is specified as the rise over the run. For example, a 30-degree slope is 1/30, specified as 0.03333 (rise/run: 1 VF on the y axis / 30 degrees on the x axis); a 90-degree slope as 0.011111.

Double

Code sample

VfInverseLinear example 1 (Python window)

Demonstrates how to create a VfInverseLinear class and use it in the PathDistance tool within the Python window.

import arcpy
from arcpy import env
from arcpy.sa import *
env.workspace = "C:/sapyexamples/data"
myVerticalFactor = VfInverseLinear(1.0, -45, 45, -0.02222)
outPathDist = PathDistance("source.shp", "costraster", "", "", "", "",
                           myVerticalFactor)
outPathDist.save("C:/sapyexamples/output/pathdistvfil")
VfInverseLinear example 2 (stand-alone script)

Performs a PathDistance analysis using the VfInverseLinear class.

# Name: VfInverseLinear_Ex_02.py
# Description: Uses the VfInverseLinear object to execute the PathDistance tool.
# Requirements: Spatial Analyst Extension

# Import system modules
import arcpy
from arcpy import env
from arcpy.sa import *

# Set environment settings
env.workspace = "C:/sapyexamples/data"

# Set local variables
inSourceData = "source.shp"
inCostRaster = "costraster"

# Create the VfInverseLinear Object
zeroFactor = 1.0
lowCutAngle = -45
highCutAngle = 45
slope = -0.02222
myVerticalFactor = VfInverseLinear(zeroFactor, lowCutAngle, highCutAngle,
                                    slope)

# Execute PathDistance
outPathDist = PathDistance(inSourceData, inCostRaster, "", "", "", "",
                           myVerticalFactor)

# Save the output 
outPathDist.save("C:/sapyexamples/output/pathdistvfil2")

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