User's Manual
Table Of Contents
- 5 Data Collection Mode
- 6 Surveying Techniques
- 6.1 Low Frequency Reflection (Profiling) Mode
- 6.2 High Frequency Reflection (Profiling) Mode
- 6.3 Antenna Orientation
- 6.4 Triggers
- 6.5 Free Run
- 6.6 Odometer Data Acquisition
- 6.7 Signal Polarity
- 6.8 Spatially Aliasing the Data
- 6.9 Creating a Test Line for Data Quality
- 6.10 Adding GPS for Positioning
- 6.11 Common Mid-Point (CMP) Survey
- 6.12 Transillumination Surveys
- 7 Troubleshooting
- 8 File Management
- 9 Care and Maintenance
- 10 Helpful Hints
- Appendix A: Data File Formats
- Appendix B: GPR Signal Processing Artifacts
- Appendix C: Excerpts from the HP Fiber Optic Handbook
- Appendix D: Health & Safety Certification
- Appendix E: FCC Regulations
- Appendix F: Instrument Interference
- Appendix G: Safety Around Explosive Devices
pulseEKKO PRO 5-Data Collection Mode
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5.5.4.2 Identifying Air Reflections
Some hyperbolic reflections can also be caused by objects not in the subsurface such as fences, overhead
wires and, in some conditions, even large trees.
An important part of data interpretation is learning to recognize these unwanted “air” events and
differentiate them from the desired subsurface events. Good field notes are indispensable for helping
identify unwanted events on the data.
One way of identifying air reflections is to use the hyperbola fitting method. If the object is in air, the radar
velocity will be 0.3 m/ns or 0.984 ft/ns and will be much faster than if it is in the ground (v ~ 0.1 m/ns or
0.328 ft/ns).
Figure 5-10: Hyperbola matching can be used to identify reflections from objects that are not in the subsurface but are from
objects above ground. If the hyperbola matching velocity is near the speed of light (0.3 m/ns or 0.984 ft/ns) then the hyperbola was
caused by surface object like a overhead wire, tree, etc. After matching the hyperbola (right), the “depth” value displayed on the
bottom of the screen is really a measure of how far from the survey line the object is, in the case above, 18.2 feet.