EMIGMA Premium Series

EMIGMA for Gravity

EMIGMA for Gravity is designed to begin with raw data. After having introduced basic corrections, the user can do a series of FFT processing including derivative calculation, upward/downward continuation and wavelength filtering. EMIGMA's gridding tools are particularly useful for gravity as they allow for very irregular survey points and rectangular grid cells. EMIGMA offers standard 3D modeling capabilities, added to which is a new, very accurate technique developed specifically for long strike bodies. Note that EMIGMA's modeling algorithms calculate up to the 2nd order derivatives of the gravitational acceleration vector. 3D Gravity inversion is now available.

At present, we are adding new basic correction capabilities.

EMIGMA Gravity is available as part of EMIGMA Premium Complete, as a standalone product or an add-on to other EMIGMA Premium packages.

Unlimited Survey Size!

Data Import

• Gravity Data in XYZ format, including gradients

Data Processing and Correction

• Basic corrections (latitude, free-air, tidal, Eötvös, Bouger, topography)
• 2D FFT tools for:
  • Wavelength/wave number filtering
  • Upward/downward continuation
  • Derivative generation
  • Analytic Signal
• 1D, 2D spatial and digital filters
• Data Corrector tool combining dynamic spreadsheets and line plotter for easy data editing

Data Display and Analyses

• 3D surfaces
• Gridding with 5 algorithms: Natural Neighbor, Delauney Triangulation, Shepard & True-to-Data, Minimum Curvature and Thin-Plate-Splines
• 2D and 3D contoured surfaces
• Line plots
• Residual plots

For more detailed data display capabilities, see EMIGMA Complete

3D Modeling

• Modeling of large data sets
• Fast and accurate 3D simulations: model suite generation and batch mode
• Unlimited prism and polyhedra targets
• Topography effects
• Model building tool in 3D space

Gradients

• Leveling with vertical gradients
• Derivation of gradients
• Enhanced contouring with horizontal gradients

3D Euler Deconvolution

• Statistical and Rodin post-processing with 3D visualization