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Fighter Combat - Tactics and Maneuvering

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90 BASIC FIGHTER MANEUVERS<br />

the bogey <strong>and</strong> continues to pull to maximize the overshoot. Simultaneously<br />

the attacker is rolling to keep his lift vector on the defender in an<br />

attempt to point at his target. The defender's reduced airspeed <strong>and</strong> higher<br />

nose attitude approaching time "3" provide what appears to be a muchimproved<br />

position at time "4," well above <strong>and</strong> slightly behind his opponent.<br />

The fighters continue to pull toward each other, with the MiG<br />

nose-high <strong>and</strong> the F-5E nose-low until point "5." At this time the advantage<br />

appears to have reversed. As long as the scissors is fairly neutral, the<br />

fighter at the top of its rolling maneuver will appear to have a position<br />

advantage but will lose it again on the bottom.<br />

Success in this maneuver, as in most others, depends on both relative<br />

aircraft performance <strong>and</strong> pilot technique. Unlike the flat scissors, the<br />

rolling variety is not a contest determined by which fighter can fly slower.<br />

Although the forward component of velocity is still the deciding factor, the<br />

helix angle (i.e., the steepness of the climbs <strong>and</strong> dives) usually has more<br />

impact on this velocity component than does absolute speed, assuming<br />

speed differentials are not excessive. The rolling scissors is, therefore, a<br />

contest of energy management, a trade-off of airspeed <strong>and</strong> position in<br />

which slow-speed sustained turn performance is a critical factor, with<br />

slow-speed acceleration <strong>and</strong> controllability also very important. Figure<br />

2-21 illustrates the techniques involved in winning the rolling scissors.<br />

The initial setup in this scenario is the same as that in the last example.<br />

Both aircraft have about equal energy <strong>and</strong> performance, <strong>and</strong> the MiG (the<br />

Figure 2-21. Rolling-Scissors Technique

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