09 - Sound Level Meters Flashcards

1
Q

Do you need a coupler when measuring a sound field?

A

No - measure using the appropriate microphone

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2
Q

What are some important components of the SLM?

A

Weighting networks (A, B or C)
Filters (frequency specific SPLs)
RMS Detector

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3
Q

dB RMS = _____% of the peak amplitude

A

70.7

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4
Q

The dB RMS makes all values of a waveform _______ (positive/negative)

A

Positive

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5
Q

A SLM measures dB RMS either fast or slow. State the rate for each

A

Slow: RMS measured every 1 second
Fast: RMS measured every 1/8th second

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6
Q

Why might we measure a sound (using an SLM) to be 90 dB, but perceive it to be quieter?

A

Our ears are more sensitive to some sounds than others

-> Equal loudness curve (shows what dB is needed to perceive each frequency the same)

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7
Q

True or false: Weighted filters on an SLM are applied to make a sound more perceptually relevant

A

True

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8
Q

If a weighted filter was used, how do we write the recorded sound?

A
x dBA (where A is the class of filter)
*do not write SPL
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9
Q

Which class of weighted filters shows more attenuation (less gain) in the low frequencies?

A

A-weighted filter

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10
Q

Which class of weighted filters shows the least amount of attenuation (gain closest to 0)?

A

C-weighted filter

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11
Q

True or false: filter bank analysis allows us to get to know the sound in a frequency specific manner

A

True

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12
Q

What are the two most common types of filterbanks?

A

Octave and 1/3 octave

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13
Q

What defines a constant percentage bandwidth filterbank?

A

The bandwidth of the filterbank is a constant percentage of the centre frequency
(e.g. octave filter bank bandwidth is 70% of central frequency, 1/3 octave is 23-24%)

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14
Q

What equation do we use to find the lower frequency cutoff?

A

F(L) = F(C) / 2^(1/2N)

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15
Q

What equation do we use to find the upper frequency cutoff?

A

F(U) = F(C) x 2^(1/2N)

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16
Q

How do we calibrate SLMs?

A

Put on something of a known SPL and measure