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These can be combined to create and manipulate directivity characteristics of the synthesized virtual sources.
The idea of replicating the transmitting source into two virtual sources is used.
Thus, the calculation of the intensities of the virtual sources entails a nonlinear least squares problem.
In the model, the unknown source amplitudes of the virtual sources are adaptively estimated by using Kalman filters (KFs).
The first order non-linear correction to the pressure field is computed by using Westervelt's "virtual sources" approach.
In the second step, these coefficients are blindly separated into uncorrelated latent variables, assigned to incoherent "virtual sources".
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In the mapping, the source schema, SHAR-2,V1.0, is virtually transformed into the virtual source attribute "reading".
The virtual source height was 0.5 m.
Second, the virtual source is located between two channels.
The validity of the virtual source is discussed in 3.4.
As a consequence, the origin corresponds to the virtual source.
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