the earth magnetic’s field

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    THE EARTH

    MAGNETICS FIELD

    M.Sc. Programme of Earth Sciences

    Institute of Technology Bandung

    2005

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    Overview

    I. Introduction

    II. The Field of Uniformly Magnetized Sphere

    III. The Origin of The Earths Magnetic FieldIV. The Earths Magnetic Field At The Core-

    Mantle Boundary

    V. Reversals of The Earths Magnetic Field

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    Magnetics Field Component

    I. Introduction

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    Magnetics Field Component

    H= F cos I

    Z= F sin I

    Tan I= Z/H

    X= H cos D

    Y= H sin D

    Tan D= Y/X

    F2 = H2 + Z2 = X2 + Y2 + Z2

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    World map showing contours of equal

    inclination(isogonics) in degrees for 1980. Contours

    interval 5o

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    World map showing of equal inclination (isoclinics)

    in degrees for 1980. Contours interval 10o

    for -40 I 40o and 5o for I 40o

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    Two Types of Temporal Changes

    of Magnetic Field Over The Earth

    1. Transient Fluctuation

    - No enduring changes in the

    earth fields

    - Arises from causes outsidethe earth

    2. Secular Changes

    - Due to causes within the earth

    - Over a long period of time

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    Secular Change of Declination and Inclination at

    London, Boston and Baltimore

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    World Map showing contours of rate in

    intensity (Isopors) of the vertical componen Z

    for 1987. Contour interval 20 nT per year

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    II. The Field of A Uniformly

    Magnetized Sphere

    William Gilbert, before 1600 revealed that :

    - The earth behaved substantially

    as uniformly magnetized sphere

    -Its magnetic field being due to

    causes within the earth

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    Gauss, 1839 revealed that :

    The field of a uniformly magnetizedsphere which is the same as that

    of a dipole at its centre is an

    excellent first approximation to the

    Earths magnetic field

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    II. The Field of A Uniformly

    Magnetized Sphere

    The variation of physical parameters over sphere are most easilyexpressed using Spherical Harmonic Analyis.They are used in the

    treatment of gravity,seismology, heat transfer and magnetic field. No

    detailed of such a representation will be attempted here. It must be

    stressed that spherical harmonic analysis is just a mathematical

    convinence for describing global variations and does not necessarily have

    any physical significance

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    II. The Field of A Uniformly

    Magnetized Sphere

    F= (H2+Z2)1/2=

    o.m(1+3cos2 )1/2/4 r3

    Intensity measurement are the

    function of latitude

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    self-exciting dynamo in the Earths molten outercore (Bullard, 1949)

    fluid motions (convection cells) inducemagnetic fields(magnetohydrodynamics)

    molten Fe and Ni, excellent conductors

    III. Origin of The Earth Magnetics Field

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    IV. The Earth Magnetic Field

    At The Core Mantle Boundary (CMB)

    Measurement of the field at the surface can be

    extrapolated to the CMB by

    a spherical Harmonic Analysis

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    Models of the magnetic field at the CMB at selected epoch

    from 1751 to 1980 (Bloxham and Gubbins,1985):

    i. static flux bundles (permanent regions of intense flux observed under Arctic

    Canada, Siberia and Antartica, the central Pasific Ocean and The Persian

    ii. Static zero-flux patches (permanent regions of very low flux observed at the

    North Pole, under Easter Island, in the northen Pacific Ocean, and in many

    model near the south pole

    iii. Rapidly drifting flux spots (observed in the southern hemisphere from around

    90o, drifting westward towards South America with changes in intensity

    iv. Localized field oscilations (such as that under Indonesia)

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    Contours plots of the radial field at the CMB.

    Contours interval is 100 T. Solid contours

    represent flukx into the core broken contours flukx

    out of the core. The bold contpurs represent zero

    radial field (Bloxham and Gubbins,1985)

    IV. The Earth Magnetic Field

    At The Core Mantle Boundary

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    Map of The Radial Component ofThe Magnetic Field for CMB 1980. Contour interval is 100 T;Solid

    contours represent flux into the core, broken contour flux out of the core;

    bold contours represent zero radial field. The two main pairs of lobes (1,3)

    and (2,4) are indicated, as are the patches of low radial field (5 and 6) near

    the poles (after Gubbins and Bloxham, 1987)

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    Convection Rolls In A Rapidly Rotating Sphere

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    Correlation of Magnetic Stratigraphy

    in Seven Cores From Antartic. Greek letters denote

    faunal zone. Inset: Source of cores (after, Opdyke

    et.al 1966)

    IV. REVERSALS OF THE EARTHS

    MAGNETIC FIELD

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    Timescale For Geomagnetic Reversals.Each short

    horizontal lines shows the gae as determined by

    potassium-argon dating and the magnetic polarity

    (normal or reversed) of one of volcanic cooling unit.

    Normal polarity intervals are shown by the solid portions

    of the field normal column and reversed polarity

    intervals by the solid portions of the field reversed

    column. The duration of events is based in part on

    paleomagnetic data from sediment and magnetic profiles

    (After Cox, 1969)

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    Inclination of Short-Period Events in a Deep-Sea Core From The Southern

    Ocean. Polarity log at right, clear is reversed (After Watkins,1968)

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    Polarity Bias of The Geomagnetic Field

    During The Phanerozoic.Overlapping 50 Ma averages of polarity ratios as

    observed in paleomagnetic result are shown together with the limits of thestandard error (After Irving and Pullaiah, 1976)

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    Estimated Mean Reversal Rate

    From Present Back To 165 MA

    (After Mcrill and Mc Fadden, 1990)

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    Geomagnetic Virtual Dipole Moment, Paleosecular Variation and Reversal

    Chronology Since The Triassic. Numbers by the dots are number of

    chronological units. On the polarity timescale, normal periods are black

    and reversed periods white(After Prevort et.al. 1990)

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    CARBON STORAGE IN PEATLANDS

    Peatland C stores (t C/ha)

    Soil Biomass C Absorption

    Global 1181-1537 ND 0.2-0.5

    Tropics 1700-1600 500 0.3-0.9

    Temperate 1300 120 0.17-0.29

    Source : Parish (2002)

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    PEATLANDS AS A SOURCE OF CO2

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    Earths Magnetic Field : Source

    self-exciting dynamo in the Earths molten outercore

    fluid motions (convection cells) inducemagnetic fields(magnetohydrodynamics)

    molten Fe and Ni, excellentconductors

    energy source

    radioactive decay gravitational energy

    (sinking of heavy particles)

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    P l i

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    History of the geomagnetic field

    magnetic remanence

    a fossil magnetization recorded during formation and deposition

    of natural materials

    thermoremanence magnetization - acquisition of geomagneticfield direction at time of cooling below Curie temperature

    depositional remanence magnetization - alignment of magneticminerals/grains with the geomagnetic field

    records dipole and non-dipole field orientations

    basis of magnetostratigraphy : reversals, excursions, and secularvariation

    Paleomagnetism

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    Paleomagnetism

    Dipole approximation

    best fit to Earths actual field

    geocentric axial dipole (GAD)

    tan I = 2 tan

    D = 0o everywhere

    as much as 20% differencebetween dipole approximationand actual field

    non-dipole field (regional,short term variability)

    Earths magnetic field is a vector

    three elements at any point in timeand space

    declination

    inclination

    intensity

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    Secular Variation difference between GAD

    approximation and actualfield (non-dipole field)

    temporal variations on

    timescales of 102-106years

    useful for dating andcorrelation purposes

    all three elements

    (decliantion, inclination,intensity) are reproducibleon a regional scale of3000-5000 km.

    Northeastern U.S Stacked

    Inclination

    50 807060

    0

    2000

    4000

    6000

    8000

    10000

    12000

    Magnetostratigraphy