Acoustics by the Number - webpages.uidaho.eduW = Sound Power (dB) L P = Sound Pressure (dB)...

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1 Acoustics by the Number Auditorio de Tenefire Calatrava clarity dBA Decibel scale adjusted for human ear sensitivity (dB) α Coefficient of absorption (ratio) A Total absorption (sabines) T R Reverberation time (seconds) STC Sound Transmission Class (dB) NR Noise reduction (dB) Cast of Characters Human Ear Sensitivity 1 2 3

Transcript of Acoustics by the Number - webpages.uidaho.eduW = Sound Power (dB) L P = Sound Pressure (dB)...

Page 1: Acoustics by the Number - webpages.uidaho.eduW = Sound Power (dB) L P = Sound Pressure (dB) Increased dBs Decreased dBs …and then adding all the sources…logarithmically… Hint:

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Acoustics by the Number

Auditorio de Tenefire

Calatrava

clarity

dBA Decibel scale adjusted for human

ear sensitivity (dB)

α Coefficient of absorption (ratio)

A Total absorption (sabines)

TR Reverberation time (seconds)

STC Sound Transmission Class (dB)

NR Noise reduction (dB)

Cast of Characters

Human Ear Sensitivity

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Page 2: Acoustics by the Number - webpages.uidaho.eduW = Sound Power (dB) L P = Sound Pressure (dB) Increased dBs Decreased dBs …and then adding all the sources…logarithmically… Hint:

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Not all decibels are heard equally, so…

…we use dBA to model

ear sensitivity…

Etc.

Coefficient of absorption α = Ia/Ii (absorbed over incident)

Total Absorption

A = ΣSα

Where

α is coefficient of absorption

S is area in ft2

A is absorption in Sabins

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Page 3: Acoustics by the Number - webpages.uidaho.eduW = Sound Power (dB) L P = Sound Pressure (dB) Increased dBs Decreased dBs …and then adding all the sources…logarithmically… Hint:

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Reverberation Time

TR = 0.049 (V/A)where

V = room volume (ft3)

A = total room absorption (sabins)

Extra Credit #4

gives you a chance

to perform a

subjective

evaluation of a

performance

space…

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Page 4: Acoustics by the Number - webpages.uidaho.eduW = Sound Power (dB) L P = Sound Pressure (dB) Increased dBs Decreased dBs …and then adding all the sources…logarithmically… Hint:

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Noise Reduction (within a room)

NR = 10 log(A2/A1)

where

A1 is the total absorption ‘before’

A2 is the total absorption ‘after’

Wall assemblies are tested for attenuation

over a range of frequencies…and STC is

assigned based on average TL (dB)

STCSee MEEB app K

Alternative method

for STC assignment

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Page 5: Acoustics by the Number - webpages.uidaho.eduW = Sound Power (dB) L P = Sound Pressure (dB) Increased dBs Decreased dBs …and then adding all the sources…logarithmically… Hint:

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STC• Barriers... Mass is best

STC 34 dB STC 46 dB

STC• Barriers...Layering

STC 34 dB STC 62 dBTypical wall

+ provides fire protection

STC = 50

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Page 6: Acoustics by the Number - webpages.uidaho.eduW = Sound Power (dB) L P = Sound Pressure (dB) Increased dBs Decreased dBs …and then adding all the sources…logarithmically… Hint:

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Page 7: Acoustics by the Number - webpages.uidaho.eduW = Sound Power (dB) L P = Sound Pressure (dB) Increased dBs Decreased dBs …and then adding all the sources…logarithmically… Hint:

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…with sound control

Noise Reduction (between rooms)

Depends on barrier design (STC)

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Page 8: Acoustics by the Number - webpages.uidaho.eduW = Sound Power (dB) L P = Sound Pressure (dB) Increased dBs Decreased dBs …and then adding all the sources…logarithmically… Hint:

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Noise Criteria

Outdoors in a free field sound attenuation

depends on height and distance

Indoors it depends on the design of the barrier

and the level of background noise…

Or STC

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Page 9: Acoustics by the Number - webpages.uidaho.eduW = Sound Power (dB) L P = Sound Pressure (dB) Increased dBs Decreased dBs …and then adding all the sources…logarithmically… Hint:

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Transmission Loss of composite walls can be calculated …

Use STCs

to find ΔTL

Weight

result by %

of opening

Transmission Loss of walls with holes can be calculated …

Based on wall

STC and %

of wall open

Each hole

size (%) has

a peak

performance

STC maintenance• Barriers... Block Acoustic Bridges

• Don’t line-up electrical outlets• Seal bottom (& top) of wall

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Page 10: Acoustics by the Number - webpages.uidaho.eduW = Sound Power (dB) L P = Sound Pressure (dB) Increased dBs Decreased dBs …and then adding all the sources…logarithmically… Hint:

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STC maintenance• Barriers... Block acoustic bridges

Plenums and HVAC Ducts

STC maintenance• Barriers... Block Acoustic Bridges

Caulk and weatherstrip doors

Etc.

Sound levels in rooms can be calculated …

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Page 11: Acoustics by the Number - webpages.uidaho.eduW = Sound Power (dB) L P = Sound Pressure (dB) Increased dBs Decreased dBs …and then adding all the sources…logarithmically… Hint:

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Based on TR and room volume…

LW = Sound Power (dB)

LP = Sound Pressure (dB)

Increased dBs

Decreased dBs

…and then adding all the sources…logarithmically…

Hint: Start with the loudest

and add on the next loudest

and so on…

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Page 12: Acoustics by the Number - webpages.uidaho.eduW = Sound Power (dB) L P = Sound Pressure (dB) Increased dBs Decreased dBs …and then adding all the sources…logarithmically… Hint:

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Scottish Chamber Orchestra HallDavid Chipperfield

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