Creating Data for Geodata Engineering and Artificial Intelligence Modeling

Creating Data for Geodata Engineering and Artificial Intelligence Modeling#

Kalpa makes it easy to prepare datasets for geodata engineering, geostatistics, and machine learning applications. By extracting information from loaded raster and vector layers, you can create structured, machine-trainable datasets tailored to your specific modeling needs. This chapter outlines how to filter, process, and extract data seamlessly.

Overview#

When you load multiple layers of raster and vector data, Kalpa allows you to extract their attributes for further analysis. This process involves creating a grid over a defined area of interest (AOI) and sampling raster values or vector attributes into a new dataset. The sampled data is saved as a vector file (.gpkg) and includes:

  • Raster Values: Directly sampled at grid points.

  • Vector Attributes: Selected columns from vector data and their distances to grid points.

For example, if you select a vector column named Fault_Age, the new layer will contain:

  • A column named Fault_Age, which stores the sampled attribute value.

  • A column named Fault_Age_dist, which stores the distance from the grid point to the nearest vector geometry.

Grid Types for Data Sampling#

Kalpa supports two primary gridding approaches to structure the sampling process:

  1. Random Grid - Description: Randomly distributes points across the AOI. - Applications:

    • Suitable for creating unbiased training datasets for machine learning models.

    • Reduces spatial autocorrelation in training data, improving generalization.

    • Benefits: - Provides diverse sampling across the area. - Reduces overrepresentation of specific regions or patterns.

  2. Regular Grid - Description: Creates a grid with uniform spacing based on a specified resolution. - Applications:

    • Ideal for geodata engineering tasks, such as image processing or geophysical filtering (e.g., upward and downward continuation).

    • Useful for spatial modeling and interpolation.

    • Benefits: - Ensures consistent coverage across the AOI. - Facilitates compatibility with raster-based algorithms.

For regular grids, the X and Y resolutions are identical, ensuring a uniform grid layout.

Step-by-Step Guide: Sampling Data#

  1. Accessing the Sampling Tool - Navigate to Data Processing > Data Sampling to open the data sampling interface.

  2. Defining the Area of Interest (AOI) - You must specify the region where the data will be sampled. You can define the AOI in two ways:

    • Bounding Box: - Use the Bounding Box Utility to create a rectangular AOI based on an existing raster or vector layer. - Go to Vector > Bounding Box, select the layer, and save the bounding box layer.

    • Vector File: - Use a vector file with complex polygon or multipolygon geometries, or point geometries, as the AOI.

  3. Selecting Data Layers - Raster Layers:

    • Select one or more loaded raster layers to sample values at grid points.

    • Vector Layers: - Choose vector layers, and a dropdown with checkboxes will appear. You can select specific columns (attributes) from the vector data for sampling.

  4. Choosing a Gridding Method - Select one of the two available gridding methods:

    • Random Grid: Specify the number of points to generate.

    • Regular Grid: Set the resolution of the grid.

  5. Creating the Grid and Sampling Data 1. Click Create to generate the grid and begin sampling data. 2. Wait for the process to complete. A progress bar or notification will indicate the status.

  6. Saving the Sampled Data - After the sampling process finishes, a saving window will appear. You can specify the file name and save the output as a vector file (.gpkg). - This vector file will be added as a new layer in the Layer Window.

Tips for Effective Data Sampling#

  • For large datasets, consider using an AOI that reduces the sampling region to save computational resources and time.

  • When working with machine learning models, using a Random Grid can help reduce sampling bias and improve model performance.

  • For spatially dense geodata engineering tasks, use a Regular Grid with a resolution that matches the scale of your analysis.