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Fighter Combat - Tactics and Maneuvering

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FIGHTER WEAPONS 37<br />

home on reciprocating engine exhaust. Because modern aircraft can travel<br />

at speeds comparable to or even faster than the speed of sound, acoustic<br />

homing tends to result in inefficient lag-pursuit trajectories <strong>and</strong> is seldom<br />

used. This method may, however, be very effective against slow, noisy<br />

aircraft such as helicopters.<br />

Passive homing systems are often designed to follow pure-pursuit<br />

trajectories, since target LOS is usually the only input to the guidance<br />

system. It is possible, however, with only this information, to compute a<br />

lead-collision course by a process known as "proportional navigation."<br />

This involves turning the missile until a heading is found which stops the<br />

target's apparent LOS drift rate. By maintaining this constant lead angle,<br />

the missile will theoretically fly a straight path to intercept a nonmaneuvering<br />

target. In actuality the lead required to stop the LOS drift rate<br />

depends on target speed <strong>and</strong> aspect, as well as missile speed (note: no range<br />

dependence). For a nonmaneuvering target (constant speed <strong>and</strong> TAA), the<br />

lead required for a proportional-navigation course varies with missile<br />

speed. Figure 1-8 illustrates the resultant flight path of a boost-glide missile<br />

initially launched directly at the target. Immediately at launch the<br />

missile senses the target drifting to the right of its nose <strong>and</strong> turns right to<br />

stop the LOS rate (apparent target drift across the horizon) by time "2,"<br />

establishing an intercept course. At this point the missile is still accelerating<br />

<strong>and</strong> its speed advantage over the target is small, requiring a rather large<br />

lead angle. As the missile's speed continues to increase, however, it requires<br />

less lead to maintain the constant LOS, <strong>and</strong> it turns back toward the<br />

INITIAL.<br />

LOS<br />

STABILIZED<br />

LOS<br />

TARGET<br />

LEAD-COLLISION<br />

COURSE<br />

TARGET<br />

TRACK<br />

Figure 1-8. Missile Velocity Effects on Lead-Collision Trajectory<br />

MOTOR<br />

BURNOUT<br />

PROPORTIONAL-<br />

NAVIGATION COURSE

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