Mag, Derivative and Analytical Signal Grids
Use the Calculate and Display Analytical Signal Grid option (UXMAGASI GX) to create a grid (GRD) file of the total field magnetic data using the minimum curvature gridding method, and then calculate the derivative grids and finally the analytic signal grid.
Mag, Derivative and Analytical Signal Grids dialog options
Mag channel to grid | Magnetic data channel to grid Script Parameter: UXMGRGRD.CHAN |
Output total field grid | Output grid (*.grd) Script Parameter: UXMGRGRD.GRID |
Output X-derivative | X-derivative grid Script Parameter: UXDXDYDZ.DX |
Output Y-derivative | Y-derivative grid Script Parameter: UXDXDYDZ.DY |
Output Z-derivative | Z-derivative grid Script Parameter: UXDXDYDZ.DZ |
Z-derivative method | 0 – FFT method (default) 1 – Convolution method Script Parameter: UXDXDYDZ.METHOD |
No. of passes of | Number of passes Script Parameter: UXMGRGRD.PASS |
Output analytic signal | Analytic signal grid Script Parameter: UXASIG.ASIG |
Display analytic signal grid | Display analytic signal in a single grid (1), colour shaded grid (2) or don't display (0) Script Parameter: UXMGRGRD.DISPL |
Display colour bar | Display colour bar vertically (1), horizontally (2) or don't display (0) Script Parameter: UXMGRGRD.COLORBAR |
[Controls] | Click this button to set up the minimum curvature gridding (RANGRID GX) controls dialog. |
Application Notes
The analytic signal creates positive, body centered anomalies and also is useful in locating the edges of magnetic source bodies, particularly where remanence and/or low magnetic latitude complicates interpretation.
The analytic signal is the square root of the sum of the squares of the derivatives in the x, y, and z directions:
asig = sqrt ( dx*dx + dy*dy + dz*dz )
This GX provides interfaces for you to set parameters to grid the total field magnetic data. It then uses other GX’s in UXO package to grid the data and display the grids in the current map.
If the grids are to be displayed, and no map is current, an additional dialog will appear requesting a map name.
The default Z-derivative method is "FFT method". However, in the case of a very large grid (over 4000x4000) using the "Convolution method" will save a large amount of processing memory and time.
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