Investigating Sound and Decibel Levels: Understanding the Inverse Square Law, Study Guides, Projects, Research of Physics

An explanation of the relationship between distance and decibel levels when measuring sound intensity using the inverse square law. The author describes an experiment where decibel readings decrease as distance from the source increases, but an anomalous result is observed at a distance of 50cm. To improve the experiment, the author suggests having more space to decrease decibels in the problematic distance range.

Typology: Study Guides, Projects, Research

2020/2021

Uploaded on 06/09/2021

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CW Thursday 21 st
May 2020
Physics Bridging Lesson 2
Investigating Sound
In my experiment, as you place the decibels meter at closer distance to the source
of noise from computer, the decibel is high, meaning very loud. But the further
the distance from the source of noise, the lower the decibels, meaning quiet
noise. This is due to inverse square law, where sound intensity is inversely
proportional to square of distance. Decibels are logarithmic unit that used to
measure sound level using decibels scale. Decibels scale are based in order of
magnitude, therefore each mark is the last mark multiplied by a value.
Overall, the further the distance from the source of noise, the lower the loudness
of decibels (sound level) because of the inverse square law. However the last
distance (50cm) is increasing, showing anomalous result. Therefore, to improve, I
need more space to decrease the decibels in 50cm distance.

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CW Thursday 21st^ May 2020

Physics Bridging Lesson 2

Investigating Sound In my experiment, as you place the decibels meter at closer distance to the source of noise from computer, the decibel is high, meaning very loud. But the further the distance from the source of noise, the lower the decibels, meaning quiet noise. This is due to inverse square law, where sound intensity is inversely proportional to square of distance. Decibels are logarithmic unit that used to measure sound level using decibels scale. Decibels scale are based in order of magnitude, therefore each mark is the last mark multiplied by a value. Overall, the further the distance from the source of noise, the lower the loudness of decibels (sound level) because of the inverse square law. However the last distance (50cm) is increasing, showing anomalous result. Therefore, to improve, I need more space to decrease the decibels in 50cm distance.