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Line Propagation Spreading Loss    1/1

Strutt|Propagation|Line Source provides the correction for cylindrical sound radiation from a line source, given the perpendicular distance from the source (d) in metres.

Distance correction can be calculated for either finite or infinite line sources and coherent sources (e.g. tonal noise source) or incoherent sources (broadband noise source e.g. traffic, pipe, conveyor belt).

Infinite Line Source calculates the sound pressure level for the following:

Incoherent Line Source is calculated using

`L_p = L prime _W - 6 - 10log_10 d`

Coherent Line Source is calculated using

`L_p = L prime _W - 8 - 10log_10 d`

Finite Line Source calculates the sound power level for the following:

Incoherent Line Source is calculated using

`L_p = L prime _W - 8 - 10log_10 d + 10log_10 [2tan^(-1)(L/(2d))]`

Coherent Line Source is calculated using

`L_p = L prime _W - 10 - 10log_10 d + 10log_10 [2tan^(-1)(L/(2d))]`

Where `L` is source length and `d` is perpindicular distance to receiver.

N.B. the sound pressure level `L_p` is calculated using the sound power per unit length `L prime _W ` (dB/m), not the overall sound power `L_W` (dB).

It should be noted that the Finite Line Source calculation effectively includes an angle of view correction (the `10log_10[2tan^(-1)(L//2d)]` term), while Infinite Line Source does not. If infinite line source is used, a separate Angle of View Correction should be applied if necessary.

The Finite Line Source calculation also assumes that the midpoint of the source is aligned with the receiver location - i.e. that the source is symmetrical around the receiver. If this is not the case, use the infinite line source calculation and the Angle of View correction.

To calculate sound pressure level where the spacing between sources is finite, use the Array of Point Sources calculation.

References:


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