QUESTION 3
[25]
(a) Discuss the corrections applied to gravity data in order to produce
a Bouguer anomaly map.
(4)
(b) The magnetic data is normaly produced in Total Magnetic intensity anomalies.
From this is calculated the First Vertical Derivative and Analytical Signal. List the
benefits, and drawbacks, of doing so in each case.
(9)
(c) What is the function of a base station in magnetics and gravity surveys? How
would Sunspot activity affect your surveys and what time of the day would be best
suited to carry a magnetic survey.
(2, 2, 2)
(d) Sketch a gravity anomaly across the chromite ore body in Figure 1 below. Give a
brief explanation outlining why the anomaly shapes differ.
(6)
N
a \\ oe \\ ar 07
%y
8) a os (on nf -02 ~O
6 LE
ie ;
aS
La}
011
aX o/s wif
e/E\\
on / (5,AW x
ag”
&@)
IE
os \\ 08 —
)
Y
.(
oF
os oeNes
09/068
0%eeal
°< v4
co.
ON 03-03
8
C ~ Drill hole,chromite — -@-Drill hole, barren ) Chromite
Figure 1.
QUESTION 4
[25]
(a) Figure 2 shows a simple pendulum, suspended by a mass less rod, | and a weight
M. Given the parameters in the diagram, |, M, g and the angle y, derive a formula
for the swing of a pendulum. Find the kinetic energy and velocity of the
pendulum with L =30 cm, and m = 500 g. Use g = 9.81 m/s?.
(15)
(b) Discuss what would happen to the value of g, if different values of M were used, and
explain why. What does this simple experiment tell us about gravimeter
calibrations.
(S)