GRAVITATIONAL METHODS
Principle
Gravity
or the force by which the earth attracts other objects towards itself is
a well-known principle in Physics. It can be theoretically calculated for any
part of the earth I from the relationship:
where g is the normal gravity
value at sea level and 0 is the latitude of the place under consideration.
Ø In these
calculations it is assumed that the earth is ideally homogenous in nature.
Actually, however, the earth is far from homogenous.
Ø
Thus, we have another means to locate the materials which are ' less' or
' more' dense
than the ideal material of the earth.
Ø Procedure
is simple: for any given area, we would know its latitude and thus calculate
the value of normal gravity (the theoretical value).
Ø Then
observations are made with sensitive instruments to determine the actual value
of gravity at that place.
Ø This is
called observed value. Under ideal conditions the two values should be
identical but when there is considerable difference, a gravity anomaly is
believed to exist and that would be a pointer towards existence of some unusual
rock mass below the place of gravity anomaly.
Ø The unit
for gravity is gal, which is acceleration of 1 cm/sec/ sec and that of gravity
anomaly a milligal (which is a thousandth part of a gal).
Methods.
Ø A number
of methods and instruments are available to determine the value of gravity.
Ø The
earlier used pendulum method and the torsion balance method are almost obsolete
now.
Ø The
gravimetric method is most commonly used at present. In this method, the value
of gravity is measured directly by instruments known as gravimeters.
Ø Two
important versions of these instruments are: the stable gravimeter and
the unstable gravimeter.
In the stable gravimeter,
v the
spring in the gravimeter remains unchanged in its position if the gravity pull
is same.
v when
there is a change in the value of gravity at a place, there is a change in the
length of the spring: it increases or decreases compared to original length.
With the help of an external
element, the spring can be made to acquire the original position and thereby
indicate the amount of change.
In the unstable type
v the spring once disturbed due to change in gravity at the
place of measurement is not brought back to the balanced state there and then.
v
instead its deflections are recorded directly on a
suitable magnified scale, which give a measure of gravity anomaly.
vi Isogams or lines passing through points of same gravity anomaly are drawn as a result of gravimetric observations which could be then interpreted to reveal important conclusions.
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