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Fighter Combat - Tactics and Maneuvering

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FIGHTER WEAPONS \ \<br />

span of the enemy aircraft just extended over half the diameter of his sight<br />

ring. The ring was also a useful tool in estimating the required lead angle.<br />

For a nonmaneuvering target of a given speed at a known range, the lead<br />

angle required is roughly related to the TAA. If the target was flying<br />

directly toward or away from the shooter, only a small correction would be<br />

required for gravity drop. However, if the attack was made from a position<br />

off the target's flight path, some lead would be required. The pilot would<br />

generally have a set of thumb rules, learned from the experiences of other<br />

pilots in his squadron as well as his own, which related target position<br />

within the sight ring to TAA at a given range. For instance, if the target fills<br />

the sight ring at a 90° TAA, the shooter might place the target's nose<br />

tangent to the bottom of the inner sight ring, about as shown in Figure 1-2.<br />

Of course, further corrections might be required for gravity drop <strong>and</strong><br />

maneuvering target or shooter aircraft, making "Kentucky windage" an<br />

important factor.<br />

Shots that require great amounts of lead, generally as a result of large<br />

angles off the nose or tail of the target, are called "high-deflection" shots,<br />

<strong>and</strong> the art of hitting targets under these conditions is known as deflection<br />

shooting. Only the best marksmen mastered this art with fixed gunsights,<br />

<strong>and</strong> their scores generally reflected their proficiency.<br />

One of the factors which must be understood when shooting with a<br />

sight such as the ring <strong>and</strong> bead is the effect of the pilot's head position. If<br />

the pilot moves his head forward, closer to the sight, the ring will appear<br />

larger <strong>and</strong> will cover a wider angular cone at a given range. This cone angle<br />

can be measured in degrees or, more commonly, in mils (1° = 17.5 mils). A<br />

mil represents the span of an object 1 ft in length when viewed from a<br />

distance of 1,000 ft. A target with a 35-ft wingspan would appear to span 2°<br />

(35 mils) at a range of 1,000 ft, <strong>and</strong> 1° at 2,000 ft. Therefore, changes in the<br />

apparent span of the sight ring caused by pilot head position can result in<br />

large errors in both range <strong>and</strong> lead-angle estimation. Some installations<br />

included headrests to assist the pilot in head positioning.<br />

This problem was normally addressed by the fixed optical sights, some<br />

resembling telescopic rifle sights, which largely replaced the ring-<strong>and</strong>-bead<br />

variety between late World War I <strong>and</strong> early World War II. The optics of such<br />

a sight required a certain pilot head position for a view of the entire sight<br />

picture or a clear target image or some other inducement, <strong>and</strong> largely<br />

eliminated this variable. The earlier designs were in tubular form, but<br />

these were generally replaced before World War II by reflector sights. This<br />

optical sight was usually in the form of a circle, or sometimes several<br />

concentric circles, of light projected onto a "combining glass" through<br />

which the pilot sighted the target. The combining glass was transparent,<br />

but it still reflected the sight image so that the sight <strong>and</strong> target could be<br />

seen simultaneously. These sight images were normally focused near<br />

infinity so that both the target <strong>and</strong> the sight would be in sharp focus to the<br />

pilot. This also eliminated any apparent changes in the size of the sight<br />

ring with head position.<br />

Once again, the angular span of the sight rings could be used for range<br />

<strong>and</strong> lead estimation. Some of these sights also had an adjustable feature,

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