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The HRRP is the amplitude of radar-returned echoes from target as a function of range cell, which represents the distribution of projection of target radar scattering centers along the radar line of sight.
ψ isflight-path angle (the trajectory inclination angle towards the baseline),θ is the target azimuth angle, β is the targetelevation angle, h is the target altitude, b is the distancebetween transmitter and receiver (i.e., the baseline length), AB is thetarget trajectory, CD is the projection of target trajectory in horizontalplane.
Given their equivalent mathematical structures, an interesting comparison may be made between projection of target reaction rate data, R, onto latent variables Q (performed in PLS according to Eq. (3b)), and projection of flux vectors onto elementary modes weighting factors according to Eq. (1).
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Project the 3D figure in Figure 1 onto oUV plane, as shown in Figure 2, then there was the following coordinate transformation relation: u P = x P cos θ t − y P sin θ ( t ) v P = x P sin θ t + y P cos θ ( t ) (7) Figure 2 Geometric model for 2D projection of targets.
The parameters of the targets and radar are shown in Table 1, and the projections of target trajectories onto the ground plane are displayed in Figure 5, from which the aspect angle of the airplane can be estimated according to its relative position to radar.
Table 1 Parameters of planes and radar in the experiment Radar parameters Center frequency 5520 MHz Bandwidth 400 MHz Planes Length (m) Width (m) Height (m) An-26 23.80 26.20 9.83 Cessna Citation S/II 14.40 15.90 4.57 Yark-42 36.38 34.88 9.83 Figure 5 Projections of target trajectories onto the ground plane: (a) An-26.
For clarity, only the projection of the target track on the y-direction is depicted.
(14b). is the so-called "effective velocity" often used in the spaceborne SAR processing to model the range equation and is the projection of the target velocity onto the direction of platform velocity (also called the along-track direction) and needs not to be parallel to the ground track.
(mathbf{b}inmathbb{R}^{m}) is the discrete Galerkin projection of the target function û. (alpha =frac{1}{2}|hat{u}|_{L^{2}(Omega)}^{2}), and (mathbf{d}inmathbb {R}^{m}) contains the terms arising from the boundaries of finite element approximation of the state u.
The cutaneous projection of the target node was marked on the skin with an indelible felt pen.
The patient aperture is a beam stop with a hole shaped to the outer projection of the target in the beam's eye view.
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Justyna Jupowicz-Kozak
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