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Euler Deconvolution for Gravity Data by Mustapha Bouregaa is a document available to read on EtoBox.
Euler deconvolution is applicable to gravity data, requiring careful consideration of the Structural Index (SI), which characterizes source geometry. The SI for simple bodies is typically one less than that of magnetic bodies, but complexities arise with more intricate structures. Recent advancements allow for direct solutions of SI and other parameters, although challenges remain in achieving accurate estimations in certain geological contexts.
- Author
- Mustapha Bouregaa
- Language
- EN