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Tactical Intercepts.pdf - e-HAF

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to the bogey's flight path. This quantity is usually estimated by the pilot and is a function of target<br />

range and aspect. Lateral separation is important if the interceptor plans to make a "conversion<br />

turn" to the target's rear hemisphere, since allowance must be made for the interceptor's turn<br />

radius. The amount of lateral separation or "displacement" required is a function of the<br />

interceptor's intended turn radius and the amount of turn necessary to complete the intercept. This<br />

conversion turn is often described by the number of degrees the interceptor must turn to parallel<br />

the target's course and is called "degrees to go" (DTG). DTG is determined by calculating the<br />

difference between interceptor heading and the estimated bogey heading.<br />

At given target and interceptor speeds, the interceptor can use heading changes to control<br />

displacement. Assume that if both aircraft continue on their present courses in this example they<br />

will eventually collide. In that case the interceptor is said to be on "collision heading". The angle<br />

between the interceptor’s nose (heading) and the target LOS is known as the antenna-train angle<br />

(AT/A), the target relative bearing, or the lead angle (lag angle if the interceptor is pointed behind<br />

the target). When the interceptor is on collision heading, the lead angle and target bearing remain<br />

constant and target range decreases. This constant target bearing is called "collision bearing", and<br />

the lead angle (or ATA) approximates target aspect when fighter and interceptor are roughly cospeed.<br />

As long as the interceptor maintains collision heading, target bearing, ATA, and target<br />

aspect will remain constant. If the interceptor turns a few degrees to the right in this case, and then<br />

flies straight, ATA will continue to increase and target aspect will decrease until the interceptor<br />

crosses in front of the target. Conversely, if the interceptor turns a few degrees to the left of<br />

collision heading (toward the target), and then flies straight, the target will appear to continue to<br />

"drift" toward the interceptor’s nose (lead angle will decrease) until the target crosses in front of<br />

the interceptor. All the while target aspect will be increasing. A radical left turn by the interceptor<br />

placing it on a reciprocal course to that of the target, parallel to the target’s course, maintains<br />

constant lateral separation, while both ATA and target aspect increase.<br />

Forward Quarter<br />

Description<br />

As the name implies, the forward-quarter (FQ) intercept is one in which the interceptor<br />

approaches from the target’s forward quarter. A special case of the FQ intercept is the head-on<br />

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