DPCA Canceller

The method of setting the antenna array, specified as Array (no subarrays).

The type of antenna or microphone specified as one of the following:

Specify the frequencies at which you want to set the frequency characteristics of the antenna and microphone, as a vector of lines 1 to with increasing real values. The antenna or microphone has no response outside the frequency range specified by the minimum and maximum elements of this vector.

Dependencies

To enable this parameter, set the Element type parameter to Custom Antenna or Custom Microphone. Use Frequency responses (dB) to set responses at these frequencies.

The frequency response of the user antenna or user microphone for the frequencies defined by the parameter Operating frequency vector (Hz). The dimension of Frequency responses (dB) must match the dimension of the vector specified by the parameter Operating frequency vector (Hz).

Dependencies

To enable this parameter, set the Element type parameter to Custom Antenna or Custom Microphone.

The coordinate system of the custom antenna pattern, set as az-el or phi-theta.

Dependencies

To enable this parameter, set the Element type parameter to Custom Antenna.

Specify the azimuthal angles by which the antenna radiation pattern is calculated as a vector of lines 1 on . must be more than 2. The azimuthal angles should lie between -180° and 180°, inclusive, and be arranged in strictly ascending order.

Dependencies

To enable this parameter, set the Element type parameter to Custom Antenna and for the parameter Input Pattern Coordinate System the value az-el.

Specify the angles of the location at which the radiation pattern will be calculated, in the form of a vector 1 on . it must be more than 2.

The angles of the seat should be in the range from -90° to 90° inclusive and arranged in strictly ascending order.

Dependencies

To enable this parameter, set the Element type parameter to Custom Antenna, and for the parameter Input Pattern Coordinate System the value az-el.

Phi-the angles of the points at which the antenna radiation pattern is set are given as a real vector 1 on . it must be more than 2.

The Phi angles should range from 0° to 360° and be arranged in strictly ascending order.

Dependencies

To enable this parameter, set the Element type parameter to Custom Antenna and for the parameter Input Pattern Coordinate System the value phi-theta.

Theta-the angles of the points at which the antenna radiation pattern is set are given as a real vector 1 on . it must be more than 2.

The theta angles should range from 0° to 360° and be arranged in strictly ascending order.

Dependencies

To enable this parameter, set the Element type parameter to Custom Antenna and for the parameter Input Pattern Coordinate System the value phi-theta.

The value of the radiation pattern of the combined antenna, set as a matrix on or an array on on .

Meaning is equal to the length of the Operating frequency vector (Hz) vector.

Dependencies

To enable this parameter, set the Element type parameter to Custom Antenna.

The phase diagram of the combined antenna radiation, defined as a matrix on or an array on on .

Meaning is equal to the length of the Operating frequency vector (Hz) vector.

Dependencies

To enable this parameter, set the Element type parameter to Custom Antenna.

Select this option to rotate the antenna element template according to the array normal. If the checkbox is not checked, the element’s outline does not rotate.

Use this parameter together with the Array normal parameter of the URA and UCA arrays.

Dependencies

To enable this parameter, set the Element type parameter to Custom Antenna.

The response frequencies of a microphone with a polar pattern, given as a real scalar or vector 1 on . The response frequencies are in the frequency range specified by the Operating frequency vector (Hz) vector.

Dependencies

To enable this parameter, set the Element type parameter to Custom Microphone.

Specify the response angles of the polar radiation pattern in the form of a vector 1 on . The angles are measured from the central axis of the microphone and should be in the range from -180° to 180° inclusive.

Dependencies

To enable this parameter, set the Element type parameter to Custom Microphone.

Set the value of the polar characteristic of the user microphone in the form of a matrix on . is the number of frequencies specified in the Polar pattern frequencies (Hz). is the number of angles specified in the Polar pattern angles (deg). Each row of the matrix represents the value of the polar radiation pattern measured at the corresponding frequency specified in Polar pattern frequencies (Hz) and all angles specified in Polar pattern angles (deg).

The pattern is measured in the azimuthal plane. In the azimuthal plane, the elevation angle is 0°, and the central axis of capture is 0° degrees in azimuth and 0° degrees in elevation. The radiation pattern is symmetrical around the central axis. Based on the polar radiation pattern, you can build a microphone radiation pattern in three-dimensional space.

Dependencies

To enable this parameter, set the Element type parameter to Custom Microphone.

Specify the operating frequency range of the antenna or microphone as a 1 by 2 vector in the form [LowerBound,UpperBound]. The element has no response outside this frequency range.

Dependencies

To enable this parameter, set the Element type parameter to Isotropic Antenna, Cardioid Antenna, Cosine Antenna, Gaussian Antenna, Sinc Antenna or Omni Microphone.

The angles of the radiation pattern solution in degrees.

Dependencies

To use this parameter, set the Element type parameter to Gaussian Antenna or Sinc Antenna.

The direction of the zero radiation axis.

Dependencies

To use this parameter, set the Element type parameter to Cardioid Antenna.

Exponentials of the cosine model in the form of a non-negative scalar or a 1 by 2 real matrix of non-negative values. If the Exponent of cosine pattern is a 1 by 2 vector, then the first element is the exponent in the azimuth direction, and the second is in the location direction. With a scalar value of this parameter, the cosines in the azimuthal and elevation directions are raised to one power.

Dependencies

To use this parameter, set the Element type parameter to Cosine Antenna.

Select this option to mute the feedback of the element. With the reverse deflector, the responses at all azimuth angles exceeding 90° from the wide side, set to zero. The wide side is defined as 0° azimuth angle and 0° elevation angle.

Dependencies

To enable this checkbox, set the Element type parameter to Isotropic Antenna or Omni Microphone.

Specify the type of antenna array elements as one of the following:

The number of antenna array elements for ULA arrays, set as an integer greater than or equal to two.

The radius of the UCA antenna array, set as a positive scalar.

Dependencies

To enable this parameter, set the Geometry parameter to UCA.

The dimension of the URA antenna array, specified as a positive integer or a vector of positive integers 1 by 2.

For URA, the grid elements are indexed from top to bottom in the leftmost column, and then move to the next columns from left to right.

In this picture, the value is [3,2] The Array size parameter creates a grid consisting of three rows and two columns.

Dependencies

To enable this parameter, set the Geometry parameter to URA.

The distance between neighboring ULA elements, specified as a positive scalar.

The direction of the ULA linear axis, defined as y, x or z. All elements of the ULA grid are uniformly distributed along this axis in the local grid coordinate system.

Dependencies

To enable this parameter, set the Geometry parameter to ULA.

The positions of the elements of the URA grid, given as Rectangular or Triangular.

Dependencies

To enable this parameter, set the Geometry parameter to URA.

The direction of the lattice normal, indicated as x, y or z.

The elements of the plane lattices lie in a plane orthogonal to the chosen direction of the sublattice normal.

The viewing directions of the elements point along the direction of the grid normal:

Dependencies

To enable this parameter, set the Geometry parameter to URA or UCA.

The positions of the elements in the conformal lattice, given as a real matrix 3 on N, where N is the number of elements in the conformal lattice. Each column of this matrix represents a coordinate [x;y;z] an element of the lattice in the local coordinate system of the lattice. The origin of the local coordinate system is (0,0,0).

The units of measurement are m.

Dependencies

To enable this parameter, set the Geometry parameter to Conformal Array.

The direction of the normal vectors of the elements in a conformal lattice, defined as a column vector 2 by 1 or a matrix 2 by N. N indicates the number of elements in the grid. For the matrix, each column sets the direction of the normal of the corresponding element in the form [azimuth;elevation] relative to the local coordinate system.

The local coordinate system aligns the positive x-axis with the direction of the normal to the conformal lattice.

If the parameter value is a column vector 2 by 1, then the same direction is used for all grid elements.

You can use the Element positions (m) parameters and Element normals (deg) to represent any arrangement in which pairs of elements differ by certain transformations. Transformations can combine translation, azimuth rotation, and elevation rotation. However, you cannot use transformations that require rotation relative to the direction of the normal.

Dependencies

To enable this parameter, set the Geometry parameter to Conformal Array.

Complex weighting coefficients for antenna array elements, given as a complex scalar, a complex string vector on or a complex column vector on , where It represents the number of antenna array elements. Weighting factors are applied to each antenna element of the antenna array and change the amplitude and phase of the received data.