RESDIP.COM

Analysis, Interpretation, and Plotting of Dipmeter Data Using RDA Software inWindows 98, NT 4.0 and higher

RDA dipmeter interpretation software. Runs on Windows 98, NT 4.0 and higher. Plots include dip logs, polar plots, fold axis plots, tangent diagrams, rose plots, stick plots, **** plots, and SYNDEV plots. Analytical techniques include fold axis analysis, residual dip analysis (dip rotation), statistical curvature analysis (****), and synthetic deviation (SYNDEV).

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Analysis, Interpretation, and Plotting of Dipmeter Data Using RDA Software inWindows 98, NT 4.0 and higher | resdip.com Reviews

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RDA dipmeter interpretation software. Runs on Windows 98, NT 4.0 and higher. Plots include dip logs, polar plots, fold axis plots, tangent diagrams, rose plots, stick plots, **** plots, and SYNDEV plots. Analytical techniques include fold axis analysis, residual dip analysis (dip rotation), statistical curvature analysis (****), and synthetic deviation (SYNDEV).

<META> KEYWORDS

1 dip interpretation

2 analysis

3 software

4 dipmeter

5 fracture analysis

6 structural tilt removal

7 formation image dips

8 dip rotation

9 fold axis

10 ****

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from resdip systems,vector sections,structural dip modeling,program windows,many different p,lot types,the plot window,input/output,calculations,and maps,plot examples,vector section example,fold axis plot,buy now

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Analysis, Interpretation, and Plotting of Dipmeter Data Using RDA Software inWindows 98, NT 4.0 and higher | resdip.com Reviews

https://resdip.com

RDA dipmeter interpretation software. Runs on Windows 98, NT 4.0 and higher. Plots include dip logs, polar plots, fold axis plots, tangent diagrams, rose plots, stick plots, **** plots, and SYNDEV plots. Analytical techniques include fold axis analysis, residual dip analysis (dip rotation), statistical curvature analysis (****), and synthetic deviation (SYNDEV).

INTERNAL PAGES

resdip.com

1

Input/Output capabilities

http://www.resdip.com/io.htm

LAS (log ASCII standard). Measured depth, TVD, TVT, TST, and seismic time may be output to two-variable tables. These tables can be lookup tables (for example seismic time versus depth), or data exchange tables for input into other programs.

2

Removal of structural tilt

http://www.resdip.com/untilt.html

Removal of Structural Tilt. Below is the actual dip log used in the Effects of Structural Tilt. Example. In that example, the original structural tilt had already been removed. In this example, you will be picking a dip to be used to remove structural tilt. This operation is reverse of that done in the other example. If this were a Java-enabled browser you would see the applet here.

3

Plot window

http://www.resdip.com/plot%20window.htm

Wide range of zoom (window scaling). Current printer page dimensions can be shown. Adjustable alignment grid can be shown. Any combination of plots can be plotted simultaneously. The plots are specially designed for high resolution and work best on laser and ink-jet printers. Plots can be visually moved or resized by dragging, or for more exact control through dialogs. JPEG, EMF, WMF, and BMP. Files can be imported to plot alongside RDA plots. Evenly spaced rose plots on depth logs.

4

The Effects of Structural Tilt

http://www.resdip.com/tilt.html

The Effects of Structural Tilt. Below is an example of the effect that structural tilt has on dipmeter patterns. The red and blue patterns are are a standard interpretation technique where the blue pattern represents decreasing dip with depth and the red pattern represents increasing dip with depth. Structures B and D are textbook fault patterns, while the smaller anomalies are probably faults also.

5

2-D rotation model

http://www.resdip.com/rotation.htm

A Simple Example of Structural Tilt and Rotation. Below is an example of a simple normal fault with drag folds. Following is a hypothetical dipmeter taken along the borehole of the fault above. When we tilt these rocks (borehole and all) we get the cross section below. Which results in the following dip pattern:. See the tutorial applets. For visual demonstrations of the effects of tilt and scatter on dip data. The figures above 1996 by Charles R. Berg.

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