EW Academy · Contents · Chapter 5 · §5.16 · Nederlandse versie

§5.16 2D and 3D radar

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The difference lies in the number of coordinates measured (see Azimuth, elevation and range):

height ≈ R × sin(El) + corrections corrections for earth curvature and atmospheric refraction; R = slant range, El = elevation angle

Why height matters militarily: for air defence, a target's height determines which weapon can reach it, how the intercept has to be flown and whether the target is a threat (an airliner at 11 km flies differently from a cruise missile at 50 m). In the past a 2D search radar was combined with a separate height finder that "measured up" one target on command; modern 3D radars do it all at once for hundreds of targets.

Remember

2D = where and how far. 3D = where, how far and how high. The price of 3D is complexity: the energy has to be divided over several elevation beams, at the expense of range or scan speed — or the system becomes (much) more expensive.