Use a Receiver 2D (
) or
Receiver 3D dataset (
), selected from the
More 2D Datasets submenu and the
More 3D Datasets submenu, respectively, to collect the data necessary to visualize the impulse response for a Ray Acoustics simulation (of room acoustics, for example), using an
Impulse Response plot node in a 1D plot group. The
Impulse Response node uses the data from a
Receiver dataset as input.
Under Center, specify the
x,
y, and (3D only)
z coordinates for the center of the receiver.
Under Radius, specify the radius of the receiver. From the
Radius input list, choose
Variable size (large room volume) to determine the radius using an expression (see below), or choose
Fixed size to enter a value for the radius in the
Radius field (SI unit: m).
The following expression determines the radius R of the receiver in room acoustics applications:
where you enter the values for the Number of rays,
N;
Room volume,
V (SI unit: m
2); and
Source-receiver distance,
dSR (SI unit: m), to determine the radius. This computed receiver size is optimized for modeling of large rooms. However, it will return a different value for each source-receiver pair if there are multiple sources and receivers present in the simulation, and it will not necessarily correspond to the dimensions of a listener.
From the Directivity type list, choose
Omnidirectional (the default),
User defined (dB), or
User defined (linear) too enter a directivity expression in the
Expression field either as a gain in dB or a linear gain. The linear gain option also allows the input to be negative, which corresponds to a shift in phase. Click the
Replace Expression (
) button to choose an expression from available predefined expressions.
From the Interpolation between time steps list, you can choose to use a
Linear interpolation (the default) or a
Cubic interpolation, which can be more exact but requires a larger computational effort.
Under Normal variables and
Other variables, if desired, you can change the default names of the created variables for the normal directions (
nx,
ny, and, in 3D,
nz) and for the
Distance traveled by a ray inside the receiver, the
Volume of the receiver, the
Directivity, and the
First ray arrival time.