WOLF

Contents:

  • Code organization
  • Installation
  • Launch apps
  • Tutorials
    • Notebooks / APIs
      • Object descriptions
      • Object interactions
        • Create an array with a hole at the center
        • Interaction WolfArray/vectors - Transfer Z data
        • Interaction WolfArray/vectors - Rasterizing/Fill in
        • Convolution
      • WOLF2D CPU
      • WOLF2D GPU
      • Pre-processing
      • Post-processing
      • Analyze/Report
      • External Data
    • GUI
  • Supported formats
  • Graphical User Interface
  • Blender
  • WOLF Hydro
  • WOLF 1D
  • WOLF 2D
  • Jupyter Notebooks
  • Scenarios Manager
  • Hydrometry
  • Particle System
  • Report
  • Acceptability
  • Dike breach
  • Drowning
  • Development tools
  • Gitlab
  • Python
  • GDAL and Python
  • Support - Repositories
  • Contributors
  • HECE References
  • API Reference
WOLF
  • Tutorials
  • Notebooks / APIs
  • Object interactions
  • View page source

Object interactions

These tutorials describe interactions between main objects of the library.

  • Create an array with a hole at the center
    • Array part
    • Vectorial part
    • Combine array and vector
    • Get the external contour
  • Interaction WolfArray/vectors - Transfer Z data
    • Creation of an array
    • Creation of a vector
    • Copy the values from the array to the vector
    • Other vector’s properties
  • Interaction WolfArray/vectors - Rasterizing/Fill in
    • Importing necessary libraries
    • Creation of an array
    • Creation of a vector
    • Rasterizing using the attribute value
    • Creation of a zone
    • Filling a vector with a scalar value passed by parameter
    • Interpolation “z” values
    • Advanced options
    • Strictly inside polygon
    • Including boundary points
    • Prioritizing vector
    • Important routines
    • Do not confuse
  • Convolution
    • Import necessary libraries
    • Creation of a matrix and a filter
    • Setting up data for different cases
    • Calculation of the convolution with Numpy
    • Calculation of convolution using Fourier transform
    • Conclusions
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