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When using a Hemispherical distribution of rays (see the Ray Direction Vector section), the first basis vector of the selected coordinate system defines the hemisphere axis. However, if the Specify local coordinates check box is selected in the Local Coordinates section, then the Forward direction ef defines the hemisphere axis. (This Forward direction can be defined in either global coordinates or in a transformed coordinate system.)
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The Source with Directivity node defines built-in variables for the azimuthal and polar angle. For a physics interface with the default name rac and a Source with Directivity node with the default name swd1, these variables are called rac.swd1.phi (azimuthal angle) and rac.swd1.theta (polar angle). These angles are defined with respect to the selected coordinate system; for example, if the Global coordinate system is used, then rac.swd1.theta is the angle between the ray direction vector and the positive z-axis, while rac.swd1.phi is the angle of the projected ray direction vector in the xy-plane, measured counterclockwise from the positive x-axis.
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For Specify spatial directivity, enter a value or expression for the Spatial directivity D(ϕ,θ) in dB. The default expression is 0[dB]*cos(rac.swd1.phi)*sin(rac.swd1.theta). The expression is a placeholder that shows the variable names for the two polar angles. The directivity will typically be defined by an interpolation function that represents a given source like a loudspeaker. Also specify the Reference level Lref in dB (default 65 dB) and the Reference distance Rref (default 1 m). The ray intensity or power is initialized such that the sound pressure level of each ray equals the sum of the Spatial directivity and the Reference level, evaluated for that ray’s initial direction, when the ray reaches a distance from the source equal to the Reference distance.
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For Specify total source power, enter a value or expression for the Total source power Psrc (SI unit: W). The default is 1 W. Enter a Power weighting factor Pwt, which can have any unit. The default expression is 1. The initial intensity and power of each released ray will be proportional to the Power weighting factor evaluated for that ray, normalized such that the sum of the power over all rays equals the Total source power. Much like the Spatial directivity, the Power weighting factor can be a function of ray variables such as the azimuthal and polar angles. For this option the reference distance is assumed to be 1 m. The total power divided with the surface area of the sphere/hemisphere at 1 m is used when computing the intensity along rays. Remember that the intensity is a local sound field quantity.
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