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| San Juan de la Cruz 13631, Las Condes, Santiago Chile | Back to Home Page |
| Tel(56-2)217-0167, Fax (56-2)217-5865, Cell (56-99)949-5486 | |
| E-mail: ted@geoexplo.com | Dr. W.E.S.(Ted) Urquhart |
Electro-Magnetic Airborne Surveys
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Table of Contents |
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| 3. AIRBORNE ELECTROMAGNETIC SURVEYS | |||||||||
| 3.1 Basic Principles | |||||||||
| 3.1a Transient Airborne Electromagnetics | |||||||||
| 3.1b Frequency Domain Airborne Electromagnetics | |||||||||
| 3.1c Airborne VLF Electromagnetics | |||||||||
| 3.2 Factors Affecting Detectability | |||||||||
| 3.3 Combined AEM/Magnetometer Surveys | |||||||||
| 3.4 Survey Data Presentation | |||||||||
| 3.5 Interpretation | |||||||||
| 3.5a Other Interpretation Methods | |||||||||
| Appendix 1. Typical Electrical Properties | |||||||||
| Selected Bibliography | |||||||||
Semi-arid areas, particularly with internal drainage, are usually poor AEM environments. Tidal coasts and estuaries should be avoided. Weathered maific flows can provide strongly conductive backgrounds, particularly flows of Tertiary or Quaternary age.
Conductivities of geological materials range over seven orders of magnitude, with the strongest EM responses coming from massive sulphides, followed in decreasing order of intensity by graphite, unconsolidated sediments (clay, tills, and gravel/sand), and igneous and metamorphic rocks. Consolidated sedimentary rocks can range in conductivity from the level of graphite (e.g. shales) down to less than the most resistive igneous materials (e.g. dolomites and limestones). Fresh water is highly resistive. However, when contaminated by decay material, such lake bottom sediments, swamps, etc., it may display conductivity roughly equivalent to clay and salt water to graphite and sulphides.
Typically, graphite, pyrite and or pyrrhotite are responsible for the observed bedrock AEM responses. The following examples suggest possible target types and we have indicate the grade of the AEM response that can be expected from these targets.
If the source and receiver are brought near a more conductive zone, stronger eddy currents may be caused to circulate within it and an appreciable secondary magnetic field will thereby be created. Close to the conductor, this secondary or anomalous field may be compared in magnitude to the primary or normal field (which prevails in the absence of conductors), in which case it can be detected by the receiver. The secondary field strength, Hs, is usually measured as a proportion of the primary field strength, Hp, at the receiver in percent or ppm (parts per million).
Anomaly = Hs / Hp.
Increasing the primary field strength increases the secondary field strength proportionally but the "anomaly" measured in ppm or percent remains the same.Figure 3.1-1, from Grant and West, illustrates the general principle of electromagnetic prospecting.
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Figure 3.1-1: A generalized picture of electromagnetic induction prospecting.
Prospecting for anomalous zones is carried out by systematically traversing the ground either with the receiver alone or with the source and receiver in combination, depending on the system in use. In the case of airborne systems, the receiver coils are usually in a towed bird and the transmitter may be a large coil encircling a fixed wing aircraft, e.g. INPUT systems, or one or more small coils in the same bird that houses the transmitting coils, e.g. most HEM (Helicopter EM) systems. There are two different basic systems commonly used to generate and receive the electromagnetic field: transient or "time domain" systems like INPUT,GEOTEM and MEGATEM and a/c. "frequency domain" systems like most HEM systems.In the INPUT system the transmitting coil, usually encircling a fixed wing aircraft, is energized by what is, essentially, a step current. In the absence of conductors, a sharp transient pulse proportional to the time derivative of the magnetic field is induced in the receiver. When a conductor is present, however, a sudden change in magnetic field intensity will induce in it a flow of current in the conductor which will tend to slow the decay of the field. Figure 3.1-2 illustrates this situation. The switching is repeated several times a second as the aircraft follows its flight line, so that the signal is virtually continuous.
The receiver "listens" only while the transmitter is "quiet" so that problems arising out of relative motion between transmitter and receiver, because the receiver is towed in a bird behind the aircraft, are virtually eliminated. Moreover, if the entire decay of the secondary field could be observed, the response would be equivalent to AC measurements made over the whole of the frequency spectrum. It is important to note in this connection, however, that not the decay function itself but only its time derivative can be recorded if a coil is used as the detector. This means that the anomalous fields which decay very slowly are suppressed in amplitude more than the others, and since these are the very ones generally associated with good conductors, there would seem to be an inherent weakness in this system. Because it is difficult to precisely synchronize the instant when the transmitter becomes "quiet" with the instant that the receiver begins to "listen", it is nearly impossible to record the entire function. This is equivalent to being unable to record many of the lower frequencies in the a-c spectrum. Th should be noted, however, that in the past several years, significant progress has been made in measuring the early time response.
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Figure 3.1-2: A sketch of the INPUT transient airborne EM system operation. The primary field is a step function and the receiver records the decay of the field after the transmitter stops transmitting. (Grant and West 1965)
Typically, the time derivative of the decay function is measured using from six to twelve different time delays from the instant that transmitter stops transmitting before recording the signal received.In the typical frequency domain helicopter EM system (HEM) both the transmitting coil set and the receiver coil set are housed in a rigid boom or "bird" that is towed beneath the helicopter. Commonly, this boom is from three to five meters long and contains from two to six coil pairs. Usually, half of the coils in each of the transmitter set and the receiver set are "co-axial", i.e. an axis normal to the plane of the coils passes through the centre of both coils. The second half of the coil sets are normally "co-planar", being equivalent to both the transmitting and receiving coil lying flat on the ground. Other coplanar orientations have been used occasionally. A diagram of this system is shown in figure 3.1-3. For clarity, the boom is shown over sized in this diagram. Note the stabilizing airfoil attached to one end of the bird.
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Figure 3.1-3: Sketch of a typical HEM system configuration.
This system operates in precisely the manner described in section 3.1. The receiver measures the in-phase and out-of-phase, or quadrature, of the secondary field, expressed in ppm of the primary field. As we will discuss in the interpretation section, the two different coil orientations provide data that is useful in discriminating between dike like conductors that have considerable vertical extent and may be ore bodies, and horizontal sheet like conductors that are simply conductive overburden. The two coil orientations also provide additional information about the geometry of the target body. As is illustrated in the diagram, the system includes a second bird carrying a magnetometer. The magnetic data is often useful in discriminating between metallic and non metallic conductors and to assist in interpreting the geological setting of the conductor. Sometimes a VLF receiver is also included.
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Figure 3.1-4 shows a photograph of one of a typical HEM systems being launched for survey operations. This system includes co-axial and co-planar coil pairs to measure the electromagnetic field at four frequencies simultaneously. "Clicking" the mouse over the picture will enlarge the picture (27kb).
Figure 3.1-4: The typical HEM bird configuration being launched for survey operations. Note that this system also includes a magnetometer bird between the helicopter and the EM bird.
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Figure 3.1-5: The locations and ranges of VLF EM transmitting stations.
Because the available frequencies are high (15-22 Khz) the systems are particularly susceptible to geologic noise. Also, because the transmitters are controlled by the military, they may not always be operating for the entire period that a survey is in progress. They are also limited in terms of available primary field directions which will not always be well coupled with the favorable geologic strike.Note: A number of the stations shown in the above picture are no longer operating.
Signal-to-noise = Hs / (Ns + Ng)
Because Hs and Ng are proportional to the primary field strength Hp, and Ns, in frequency-domain systems, usually contains elements proportional to Hp, there is little to be gained by increasing the primary field power. In time domain systems Ns is not greatly affected by Hp, so extra power does result in increased signal-to-noise. Attempts to increase the signal-to-noise are sometimes made by increasing the distance between the transmitter and receiver. This results in roughly the same Hs and Ng but often a lower system noise Ns. However the longer bird required to achieve this is more prone to flex, and thus may actually display increased system noise Ns. In addition, the larger bird is heavier and more difficult to handle and thus may reduce survey productivity, increasing cost. In conductive areas Ng may be higher, thereby offsetting any advantage of lower Ns.In general, systems with large transmitter-receiver coil separation, usually referred to as Tx-Rx, have greater penetration than those with small separations. Penetration is closely related to signal-to-noise, as the system that produces a larger anomaly from a given conductor can, of course, look further into the ground. Penetration is usually defined as the maximum depth at which a large vertical sheet will produce a recognizable anomaly of at least twice the amplitude of the system noise.
Step 1. Define the Target and Geological Environment
Target |
Defining parameters |
| Large massive sulphide lens | Type, attitude, strike and composition. |
| Small massive sulphide lens | Type, shape, attitude and composition |
| Veins or other discontinuous mineralization | Type, extent, strike and mineral assemblage. |
| Shear zone or fracture hosted non-conductors | Type, strike, alteration, water content |
Step 2. Determine Factors Affecting Survey Performance
Step 3. Select the AEM System
The following are examples of different targets in three areas in Canada (Seminar presented by Dr. N. Paterson). The target, and topographic/physiographic conditions also differ between these areas.
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Figure 3.4-1 illustrates a typical suite of final maps of both the magnetic data and the EM data, including the interpretation map, that survey contractor would deliver after the completion of a combination Magnetic-HEM survey operations and the required compilation and interpretation phases of data analysis. Moving the mouse over the pictures will allow you to see different presentations. "Clicking" on the visible version will produce an enlargement.
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Figure 3.4-1: A typical Interpretation map that result combined HEM and magnetic survey.
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Figure 3.5-1: A sketch illustrating the theoretical HEM anomalies caused by simple conductor shapes. When multiple conductors are present, the shapes illustrated will be modified by neighbouring anomalies.
Nomograms exist, such as the one illustrated in figure 3.5-2 by which similar analysis can be made from profile data. Both procedures produce estimates of conductance, called the conductivity-thickness product (which is the product of the conductivity of the tabular source and its thickness), and the depth to the source from the sensor. The sensor height, as recorded by the radar altimeter, is then subtracted from the depth to give an apparent depth below ground.Some contractors have developed interactive computer programs that allows the interpreter to "pick" the anomalies directly from a display on the computer screen and immediately see the results of the conductance/depth calculation. This permits the interpreter to alter both the map scale and the profile data scale quickly to insure that all features, regardless of amplitude, are fully assessed.
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Figure 3.5-2: A nomogram used to estimate the conductivity-thickness product and depth to the source.
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Figure 3.5-3: This profile map shows a typical bed-rock conductor anomaly.
In figure 3.5-3, note that the anomaly has a characteristic signature. The positive coaxial response (the red line for the inphase component and the blue for the quadrature) is mirrored by a low in the coplanar response (maroon for inphase and teal for quadrature).Figures 3.5-4 and 3.5-5 illustrate the signatures of a surficial conductor and of a conductor which contains significant magnetite content. Note that the surficial conductor is broad and lacks the high coaxial / low coplanar response of the vertical sheet anomaly in figure 3.5-3. The magnetite response is negative in the in-phase component.
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Figure 3.5-4: Typical signature of an HEM anomalies due to near surface "surficial" material. Note that the quadrature response of the coaxial, (blue), and coplanar, (teal), profiles are nearly identical while there is no inphase response for either coil pairs.
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Figure 3.5-5: Typical HEM response of a conductor that contains a significant amount of magnetite.
In figure 3.5-5: Note that both the coaxial and coplanar in-phase response is strongly negative while there is little or no quadrature response from either coil pair.While the process described above does produce very useful information about the relative importance of various anomalies in the EM data, it has severe limitations including:
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Figure 3.5-6: A calculated theoretical coaxial inphase electromagnetic response of two dipping conductive dikes.
Appendix 1: Typical Electrical Properties of Earth Materials.
| Rock, Mineral, etc. | Conductivity (mohs/meter) | Resistivity (ohm-meters) |
| Bornite | 330 | 3 x 10-3 |
| Chalcocite | 104 | 10-4 |
| Chalcopyrite | 250 | 4 x 10-3 |
| Galena | 500 | 2 x 10-3 |
| Graphite | 103 | 10-3 |
| Marcasite | 20 | 5 x 10-2 |
| Magnetite | 17 x 10-4 - 2 x 104 | 5 x 10-5 - 6 x 10-3 |
| Pyrite | 3 | 0.3 |
| Phrrhotite | 104 | 10-4 |
| Sphalerite | 10-2 | 102 |
| Igneous and Metamorphic Rocks | 10-7 - 10-2 | 100 - 107 |
| Sediments | 10-5 - 5 x 10-2 | 20 - 105 |
| Soils | 10-3 - 0.5 | 2 - 103 |
| Fresh Water | 5 x 10-3 - 0.1 | 10 - 200 |
| Saline Overburden | 0.1 - 5 | 0.2 - 1 |
| Salt Water | 5 - 20 | 0.05 - 2 |
| Sulphide Ores | 10-2 - 10 | 0.1 - 100 |
| Granite Beds and Slates | 10-2 - 1 | 1 - 100 |
| Altered Ultramafics | 10-3 - 0.8 | 1.25 - 103 |
| Water-filled faults/shears | 10-3 - 1 | 1 - 103 |
Grant, F.S. and West, G.F., 1965, Interpretation Theory in Applied Geophysics, McGraw-Hill Book Company.
Fraser, Douglas C., 1976, Resistivity Mapping with an Airborne Multicoil Electromagnetic System: Geophysics, vol. 41, no. 1 (Fedbruary 1976).
Fraser, Douglas C., 1979, The Multicoil II Airborne Electromagnetic System: Geophysics, vol. 44, no. 8 (August 1979).
Paterson, Norman R., 1982, Use of Airborne E.M. (AEM) in Exploration for Bedrock Conductors, in Mining Geophysics Workshop., Paterson Grant and Watson Limited.
Paterson, Norman R., 1982, Prospecting by Combined AEM/Magnetometer Surveys, in Mining Geophysics Workshop., Paterson Grant and Watson Limited.
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