A List of Transformation Processes implemented in the PYXIS DGGS SDK |
Pipeline Processes > Calculators >
Transformers
Name | Status | ID | Description | Reference | Manual |
---|---|---|---|---|---|
Shaded Relief from Normal | Production | {76FEEB10-69F8-4af9-8A22-FFDEFB72F552} | A coverage that takes normal values and converts them to RGB color. | NormalToRGBProcess | |
Greyscale to RGB | Legacy | {BC985EE7-B31E-4c2a-B9AA-3419276A6B3A} | A coverage with all greyscale values of its input coverages converted to RGB values | GreyscaleToRGBProcess | |
Shaded Relief | Production | {D8BFF3F3-4FFB-4676-A93D-2E6161580052} | A coverage that returns a shaded image based on the slope of its input coverages. | HillShader | |
Zoom in Process | Beta | {18215D3B-64C9-4e14-9B41-A63018219F22} | Subdivides the grid to a higher resolution from n to n + 1 resolutions. | PYXZoomInProcess | |
Zoom out Process | Beta | {41F333BF-2C1C-41be-BD72-090AB583AAD6} | Aggregates cells from resolution n to n - 1 | PYXZoomOutProcess | |
Colourizer | Production | {8B64253C-7DA2-4d0c-988A-1148BADFF24F} | A coverage that colours an input coverage across a range of values | Colourizer | |
Lua Coverage | Production | {FFC4F5C3-979F-42d3-95D0-04078E65F5B4} | A coverage that is processed through an arbitrary amount of Lua code. | LuaCoverage | |
Calculator | Production | {FDA4208F-0042-4b4b-86A8-B4DBEFA43733} | A coverage that returns a result based on a mathematical formula performed on its input coverages. | Calculator | PYXIS Wiki |
Blender | Production | {00B7D55E-433A-4767-9C77-B5E276762A97} | A coverage that blends multiple input coverages into a single output coverage. | Blender | PYXIS Wiki |
Select First Value | Production | {79E1D5B2-F816-449e-876B-9EAF0B1CE118} | A coverage that returns the first non-null value of its input coverages. | FirstNonNull | PYXIS Wiki |
Channel Selector | Production | {16B34600-CB76-4613-B3B4-7D1B3C4FB499} | Selects which channel to view from input. | ChannelSelectorProcess | PYXIS Wiki |
Channel Combiner | Production | {6BCC2C4D-1353-442b-A7B2-6D57ED42C12D} | A coverage that combines multiple input coverages into a single coverage with multiple fields. | ChannelCombiner | PYXIS Wiki |
Band Pass Filter | Production | {70000EED-659A-4903-B54D-13A22AF5A5EC} | Only allow a certain range of values through the filter. | BandPassFilter | PYXIS Wiki |
Mask by Area | Production | {33DED4C7-3FEC-409e-B476-536585F595DB} | Masks input coverage based on a mask geometry. | CoverageGeometryMaskProcess | PYXIS Wiki |
Mask by Value | Production | {6C52C788-46B3-4324-B451-B3FCA6D771E0} | Masks input coverage based on mask Coverage | CoverageMaskProcess | PYXIS Wiki |
Resolution Filter | Production | {FE0A6DAD-AA1E-4489-9AAB-24564CF39A2C} | A coverage that filters input coverages based on resolution. | ResolutionFilter | PYXIS Wiki |
Multi-Resolution Spatial Analysis Process | Beta | {AF57FF42-F97E-4cea-B60D-FA89A9CEB779} | Applies a multi-resolutional spectral analysis algorithm to input. | MultiResSpatialAnalysisProcess | |
Blur Process | Beta | {32C48166-6FDB-46fc-9FAB-705E7469F9A4} | Applies a blurring algorithm to input | BlurProcess | |
Elevation to Nomal | Production | {DB041009-1DA3-4f8e-AA28-0E8EFBA5F6F8} | A coverage that takes elevation values and converts them to surface normal. | ElevationToNormalProcess | |
Open | Beta | class | morphological open operation | ||
Close | Beta | class | morphological close operation | ||
Dilation | Beta | class | morphological dilation operation | ||
Erosion | Beta | class | morphological erosion operation | ||
PYX Fourier Transform Diamond | Beta | class | PYXFftDiamondFilter, is a wrapper filter for the PYXFourierTransformDiamond. This class is the fourier filter, providing access to the coverage in both the spatial domain, before the fourier transform, and the frequency domain, after the transform. | ||
PYX Fourier Transform Hexagon | Beta | class | PYXFFTHexagonFilter, is a wrapper filter for the PYXFourierTransformHexagon. This class is the fourier filter, providing access to the coverage in both the spatial domain, before the fourier transform, and the frequency domain, after the transform. |
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