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1) There is a pipe 100 m long with 1 sensor placed at each end.
The constant wave velocity is 3500 m/s.
The stress wave hits sensor 1 after
3.94
ms and hits sensor 2 after
24.62
ms.
Please find the location of the source from sensor 1 in m truncated to two decimal places.

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4) There is a pipe 11 m long with 1 sensor placed
at each end. The attenuation characteristics of the pipe are defined by the following
equations:
| db=-8x |
for 0<=x<=1 |
| db=-2x-6 |
for x>1 |
| Where x is the distance the sensor is
from the source. If the attenuation of sensor 1 exceeds that of sensor 2 by 21.7 db, what is
the distance of the source from sensor 1 in m truncated to one decimal place?

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7) In a two dimensional plane, there are three
sensors. The distance between sensor 1 and sensor 2 is 100 m with 10º angle from the reference line. The
distance between sensor 1 and sensor 3 is 100 m with a 70º
angle from the reference line. The constant wave velocity is 3500 m/s. If the time difference between hits of sensor
1 and sensor 2 is 24.8 ms and the time difference between sensor 1
and sensor 3 is 23.9 ms, what is the distance from sensor 1
rounded to one decimal place and the reference angle of the source rounded to
the nearest degree?

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10) In a two dimensional plane, there are four
sensors.
Sensor 1 is located at x=1.1 m and y=-3.8 m.
Sensor 2 is located at x=3.6 m and y=-3.9 m.
Sensor 3 is located at x=2.5 m and y=0.1 m.
Sensor 4 is located at x=-0.8 m and y=-0.7 m.
The constant wave velocity is 350 m/s.
The stress wave hits sensor 1 after 20.97 ms, sensor 2 after 19.48 ms,
sensor 3 after 9.21 ms, and sensor 4 after 17.37 ms. What are the x and y coordinates of the source rounded to one decimal place?

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11) If the order of arrival of an acoustic emission
event to three sensors is the sequence 312, determine the zone where you would find the
source.

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