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Magnetic Method

 

 

Magnetics Front Page

A segment of the subject 625-304 Applied Geophysics

A map of magnetic field in the Australian region shows much detail which often continues where surface geological observation is impossible, or simply reports Recent deposits. The detail is generally a response to magnetite content, so that magnetics information can readily be incorporated into geological interpretations as a kind of monominerallic geochemistry map. Where the ability of magnetics to add a third dimension to rock variations, the geological interpretation must be extended to account for these data.

This page is an edited version of a class presentation, not a full set of subject notes.

 



Home | ES304 magnetics | Overview | Gravity | Electrical | Seismic | Top

Parasnis is a standard textbook. Don't forget to look at AGSO, or the AGCRC page for more on large-scale geophysics data.



This segment

-- looks at applications of magnetics in geological mapping
Main objective
-- to enable the eventual integration of magnetic data with other geological data by giving rules of thumb which make the data more accessible.


General Scheme

  • Describe physical basis of the Earth's magnetic field and its variations
  • Discuss simple theory
  • Show responses for simple models
  • Case history



Magnetic field responses

  • Rock materials have magnetic properties which cause them to act as magnetic objects.
  • These properties principally centre on the magnetite concentration in the rock.
  • This is the key to the importance of magnetic-field mapping.



Basic Introduction

  • Rock bodies, magnetized, act as individual sources of magnetic field.
  • The local magnetic fields contribute to the variation in the main field.
  • The shape of the field variations depends on the rock body geometry (and other things).



Carry Forward

Many of the concepts are identical to those discussed in the Gravity section.
  • Anomaly
  • Halfwidth
  • Separation
  • Inversion
  • Interpretation



What's New?

  • The source of the field
    • What is it?
  • The rock properties
    • What are they?
  • The actual anomaly shapes
    • What do they look like?
  • How do we measure the fields?
    • and this is notably easier than Gravity!



Susceptibility and Remanence

  • These are the two important magnetic properties.
  • Consider material immersed in ambient magnetizing field
    • The material will become magnetized
    • The magnetization depends on the susceptibility



Susceptibility

  • Susceptibility k may be positive, negative, "large", or "small"
  • For most materials, k is small (and negative)
  • For a very few minerals, k is large and positive
    • k is large for Iron, too, but that isn't a natural mineral.



Remanence and . . .

If the ambient magnetizing field is removed, but the material retains its magnetization, it is said to be remanently magnetized .

Some rocks exhibit this property.
  • The notable case is ocean-floor basalts, magnetized on formation



. . . Palæomagnetism

  • The remanent magnetization in (old) rocks is a memory of the magnetic field at their formation.
  • Study of these fields (palæomagnetics) has been a major contributor to learning how the Earth works.



Susceptibility and magnetite concentration

Experiment shows that susceptibility k for rocks is generally directly dependent on magnetite concentration



Common values and rock types

These are very general suggestions!



Scale of quantities

The magnetic dipole moment of a volume V (cubic metres), filled with material with susceptibility k, in a magnetic field of strength F (Tesla), is given by
M = V k F

Using the guide shown, find the anomalous magnetization for a 100 m sphere of basalt in sediments.



Observing the fields

Magnetic fields, like gravity fields, are observable "anywhere" near the Earth's surface.
  • They are vector fields
  • The direction varies with position
  • The magnitude varies with position
  • The direction and magnitude vary with time.



Field magnitudes

  • The standard unit for magnetic fields is the Tesla
  • The practical unit is the nanoTesla
    • Older use is "gamma", numerically the same
  • The Earth's main field ranges from 25 000 nT to 75 000 nT
  • Typical resolution is 0.1-1 nT
    • 0.001 nT resolution is often used (especially in airborne work).



The Earth's Main Magnetic Field

  • General shape long known
  • "North" end of magnet seeks North
  • Field lines show dip as well as dir'n
  • Dip varies with latitude.



Earth's Main Magnetic Field

  • Source appears to be magnetic dipole within Earth.
  • Not now thought to be a literal magnet, but electrical currents circulating in Earth's Core.



Magnetic Forces

The force between two magnetic poles has the same shape as the gravity field:
(µ is the permeability of free space; p, P are magnetic pole strengths)

However, isolated poles are unknown.



Magnetic Field Sources

Magnetic fields appear to arise from
  • Pairs of (opposite) magnetic poles
    or
  • loops of electrical current
    • (probably the true cause everywhere)


So, the normal field shape is more complicated than the gravity field.



Field on a sphere (geometry)


Magnetic Field Law

for a magnetic dipole (a N-S pair of poles - or a loop of electric current)
p is the dipole moment ("strength" of the source)



For the Earth,

  • The dipole axis is approximately the rotation axis.
  • H-tangential is approximately the horizontal component of the magnetic field.
  • H-radial is approximately the vertical component of the field.

  • The most common actual measurement is total-field amplitude (not a component).



Generalizations

  • The field depends on the inverse cube of distance
    • more rapid decrease than gravity

    On the Earth's surface (r constant) :

    • There will always be a radial (outward) component (except . . .)
    • The field on the equator will be smaller than the field at the Poles.



Earth's Main Field

Generally:
  • Varies smoothly
    • the source must be near the centre
  • Has a vertical component
    • why don't compass needles point up?
  • Is about twice as strong (61000+ nT) at the poles as at the equator (25000- nT)
  • Probably arises from deep, dipole source



A Closer Look

  • Viewing the Earth's magnetic field in detail shows, almost everywhere, variations over "short" distances.
  • These are most evident in amplitude, which varies by several % from simple dipole prediction.
  • These variations generally occur over distances of few km or less.



What are these?

The "local" variations must arise near the surface:
  • Their halfwidths are small
  • Their amplitudes are significant

    How do these observations lead to the conclusion in the first line?

Start with a simple "dipole" source:



Effect of depth
For a simple magnetic dipole oriented vertically, the amplitude falls quickly with depth to the source.


Effect of depth

The halfwidth rules, OK!.



which means that

  • Local variations suggest local sources.
  • Deeper sources are only seen if their strength is great.

  • Sources are mainly in the Earth's crust.



Rules of Thumb

Rules of thumb can be generated for magnetic anomalies, just as for gravity anomalies.
In general,
  • "width at half of maximum is approximately the depth"

is a useful rule for isolated anomalies. Note that it is different from the gravity rule, because of the difference between the basic field laws.



What is a source?

  • The Earth's main field magnetizes all (crustal) rocks.
  • Some rocks have higher magnetic susceptibility than others.
  • These rocks will be more strongly magnetized.
  • These rocks will act as individual sources of magnetic field.



Using the most simple model, again

Suppose the Earth's main field is horizontal (at the magnetic equator)
All materials will be magnetized.
If a volume has higher k, it will be anomalously magnetized.



The measured local field

  • This will be the vector sum of the Main and anomalous fields.
    • This is where the modelling gets tough, because the field directions change!
    • even with a spherical source!!

  • The rules of thumb become even more important, because the anomaly shapes change.



The equator example


The anomaly in the total field

  • This is the total-field anomaly.
  • There are +ve and -ve parts.



At the North Pole:


In mid latitudes:

This is a S-N profile over a simple body at Melbourne latitudes.
The anomaly has both positive and negative portions!
  • You should be able to explain why, now.



Map views of sphere anomaly

  • The NS asymmetry can be seen.
  • The maximum isn't over the source.



Map views of sphere anomaly 2

  • At magnetic latitude 30°S
  • The maximum is not over the source.



Complexity!

  • The main (inducing) field direction changes with latitude.
  • The local (anomalous) field direction changes with position.

  • Even for a simple source (sphere shown) the magnetic response shapes vary widely.

  • Most anomalies observed are dipolar.



A dipping dyke at 45°S (mag)

Only the direction of dip changes from model to model in these profiles.



Making order from confusion

Some aspects are common to each profile:

for sources at the same depth:
  • The "width" (aka halfwidth) is about the same
  • The maximum slope on the profile (or map) is about the same



Ordering II

  • The maximum slope is often associated with the edge of a magnetically-anomalous body
  • The rule-of-thumb thus gives depths and locations to edges

  • We can then interpret qualitatively (for shapes) but keep depth information in mind.



The summary, so far

  • Magnetic properties of rocks can vary widely, even in adjacent beds.
  • The variation affects the local magnetic field, measurably.

  • The response can be complicated, but the locations and approximate depths of anomalous bodies can be discerned (in qualitative or "structural" interpretation).



The role of qualitative interpretation

  • Magnetic images are very uniform, consistent views of geology.
  • Presently used as one of most basic information sources, especially where Recent or unconsolidated material covers "real" geology.
  • Interpretation resembles airphoto interpretation.



Quantitative interpretation of magnetic data

  • Detailed measurements of magnetic fields can be inverted and interpreted as with gravity data.
  • Calculations are more complicated.
  • Rules of thumb are useful as starting point.

  • Most inversion now done in software.



Some notes on data acquisition

  • Magnetic mapping also favoured because airborne (light plane, helicopter) vehicles can be used.
  • Recent large airborne surveys
    • 200m, 400m line spacing
    • sample spacing 7m along line
    • 300-1000 samples per square km
    • 10-30 ¢/sample (1994)



Survey design

  • Line orientation?
  • Line spacing?
  • Sample spacing?

    (These questions apply to ground surveys, too.)

    • Use geological concepts, plus simple models, rules-of-thumb, to provide answers.



Case Histories

  • Discovery with magnetics:
    • Elura Zn-Pb-Ag deposit
      • Exploration Geophysics v11, #4
  • Mapping sedimentary basin depths
    • Jacobson, in Geophysics, v26, #3.
  • "Non"discovery
    • Woodlawn magnetic anomalies
      • "Woodlawn" volume (ed. Whiteley)

Also, there are many others in common texts...



Elura airborne response


Basin Depth Determination


Woodlawn

  • Base-metal orebody near Canberra, Australia
  • Cu-Pb-Zn Sulphide Deposit
  • Discovery by joint use of geology, geochemistry, geophysics
  • Used as test site for geophysical methods for search for further volcanogenic, stratiform targets.



Woodlawn Magnetics

  • Gossan is surface expression
    • Body dips vertical-to-W
  • Ore is not magnetic
  • What is the origin of the magnetic anomaly?
    • Is it irrelevant?
    • Is it cogenetic?



Detailed, numerical inversion

Target is very shallow (12 m)



Detailed, numerical inversion 2

Target is very shallow (12 m)



Interpretation

  • Location, depth, trend, susceptibilities indicate anomalies associated with dolerite intrusions
  • Dolerites postdate mineralization

  • Magnetic anomalies thus unrelated to mineralization in this case

    • Analysis does help with structural studies of environment




Next: electrical methods

Home | ES304 magnetics | Overview | Gravity | Electrical | Seismic | Top

 

Created: 30 June, 1999
Last modified:
Authorised by: Head, School of Earth Sciences

Maintained by: Lindsay Thomas, School of Earth Sciences.
Email: lindsayt@unimelb.edu.au