List of functions and classes (API)
Contents
List of functions and classes (API)#
Kernel and forward modelling functions#
Here you will find the list of available kernel and forward modelling functions for gravity and magnetic fields generated by different type of sources.
Point sources and dipoles#
For point sources, dipoles and observation points defined in Cartesian coordinates.
Gravity#
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Gravitational potential field due to a point source |
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Easting component of the gravitational acceleration due to a point source |
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Northing component of the gravitational acceleration due to a point source |
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Upward component of the gravitational acceleration due to a point source |
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Easting-easting component of the gravitational tensor due to a point source |
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Northing-northing component of the gravitational tensor due to point source |
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Upward-upward component of the gravitational tensor due to a point source |
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Easting-northing component of the gravitational tensor due to point source |
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Easting-upward component of the gravitational tensor due to point source |
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Northing-upward component of the gravitational tensor due to point source |
Magnetic#
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Easting component of the magnetic field due to a dipole |
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Northing component of the magnetic field due to a dipole |
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Upward component of the magnetic field due to a dipole |
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Magnetic field due to a dipole |
Kernels#
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The inverse of the distance between the two points |
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Easting component of the gradient of the inverse of the distance |
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Northing component of the gradient of the inverse of the distance |
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Upward component of the gradient of the inverse of the distance |
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Second derivative of the inverse of the distance along easting-easting |
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Second derivative of the inverse of the distance along northing-northing |
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Second derivative of the inverse of the distance along upward-upward |
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Second derivative of the inverse of the distance along easting-northing |
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Second derivative of the inverse of the distance along easting-upward |
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Second derivative of the inverse of the distance along northing-upward |
Rectangular Prisms#
Gravity#
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Gravitational potential field due to a rectangular prism |
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Easting component of the gravitational acceleration due to a prism |
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Northing component of the gravitational acceleration due to a prism |
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Upward component of the gravitational acceleration due to a prism |
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Easting-easting component of the gravitational tensor due to a prism |
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Northing-northing component of the gravitational tensor due to a prism |
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Upward-upward component of the gravitational tensor due to a prism |
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Easting-northing component of the gravitational tensor due to a prism |
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Easting-upward component of the gravitational tensor due to a prism |
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Northing-upward component of the gravitational tensor due to a prism |
Magnetic#
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Magnetic field due to a rectangular prism |
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Easting component of the magnetic field due to a prism |
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Northing component of the magnetic field due to a prism |
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Upward component of the magnetic field due to a prism |
Kernels#
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Kernel for the potential field due to a rectangular prism |
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Kernel for easting component of the gradient due to a rectangular prism |
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Kernel for northing component of the gradient due to a rectangular prism |
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Kernel for upward component of the gradient due to a rectangular prism |
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Kernel for easting-easting component of the tensor due to a prism |
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Kernel for northing-northing component of the tensor due to a prism |
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Kernel for upward-upward component of the tensor due to a prism |
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Kernel for easting-northing component of the tensor due to a prism |
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Kernel for easting-upward component of the tensor due to a prism |
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Kernel for northing-upward component of the tensor due to a prism |
Utilities#
Euclidean distances#
Use these functions to compute Euclidean distance in Cartesian and spherical coordinates:
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Euclidean distance between two points given in Cartesian coordinates |
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Euclidean distance between two points in spherical coordinates |
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Core computation of distance between two points in spherical coordinates |
Universal Constants#
Access universal physical constants given in SI units:
Gravitational constant \(G\) in SI units (\(m^3 kg^{-1} s^{-1}\)) |
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Vacuum magnetic permeability \(\mu_0\) in SI units (\(NA^{-2}\)) |