SphericalTabularMonostaticCrossSectionScatteringCoefficient Constructor

Initializes a new instance.

Initializes an instance given an array of cone angles, in radians, and an array of monostatic cross section values represented as a complex 2x2 scattering matrix. This represents a symmetrical pattern about the z-axis. For a given cone angle, the cross section is the same for every clock angle about the z-axis.

Initializes an instance given an array of cone angles, in radians, and an array of monostatic cross section values, in meters squared. This represents a symmetrical pattern about the z-axis. For a given cone angle, the cross section is the same for every clock angle about the z-axis.

Initializes a new instance as a copy of an existing instance.

Initializes an instance given an array of clock angles, an array of cone angles, and a two-dimensional array of monostatic cross section values represented as a complex 2x2 scattering matrix. Clock angle is defined as the azimuth angle from the positive x-axis to the orthogonal projection of the point in the x-y plane. Cone angle is defined as the zenith angle from the positive z-axis to the point. The cross section values array must be arranged such that the rows of the array represent clock angle cuts through the pattern and the columns represent cone angle cuts. Therefore, the first dimension of the cross section values array must be the same size as the clock angles array and the second dimension of the cross section values array must be the same size as the cone angles array. If duplicate clock/cone angle points are found, the first one that is found will be kept and subsequent clock/cone angle points are ignored. For example, if the clock angle array contains a value of 0 degrees and a value of 360 degrees (same cut through the sphere) all of the cone angles at clock angle equal to 360 degrees will be ignored.

Initializes an instance given an array of clock angles, an array of cone angles, and a two-dimensional array of monostatic cross section values, in meters squared. Clock angle is defined as the azimuth angle from the positive x-axis to the orthogonal projection of the point in the x-y plane. Cone angle is defined as the zenith angle from the positive z-axis to the point. The cross section values array must be arranged such that the rows of the array represent clock angle cuts through the pattern and the columns represent cone angle cuts. Therefore, the first dimension of the cross section values array must be the same size as the clock angles array and the second dimension of the cross section values array must be the same size as the cone angles array. If duplicate clock/cone angle points are found, the first one that is found will be kept and subsequent clock/cone angle points are ignored. For example, if the clock angle array contains a value of 0 degrees and a value of 360 degrees (same cut through the sphere) all of the cone angles at clock angle equal to 360 degrees will be ignored.