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AGf~ICULTURAL RESEARCH, PUSA.

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·4,8 PRAC1'ICAL BACTERIOLOGY<br />

Makers now engrave the initial magnification of<br />

the objective on the objective mount, and as the eyepieces<br />

are also designated by their magnifying power,<br />

the total magnification is easily and correctly determined,<br />

provided 'of course that the proper tube<br />

length is used. '<br />

'rhe h;-in. objective has, in reality, a shorter focal length<br />

than that by which it is designated, and gives a magnification<br />

of 100 diameters. ·When used in conjunction with a 10 x<br />

eye-picce the total magnification is 1000 diameters.<br />

The magnification u8ually employed_in bacteriological work·<br />

is 800-1000 diametcrs.<br />

The ,\-in. oil-immersion lens works very close to the<br />

cover-slip, and the intervening space between objective<br />

and cover-slip is filled with cedar-wood inunersion oil.<br />

The reason for this is that when an oblique ray of light<br />

emerges from a dense medium (glass) into a rare medium<br />

(aiI-) it is refmcted outwards-i.e. away from the<br />

normal (see diagram, p. 47-ABCD). As the brightness<br />

of the image depends upon the light entering the objective,<br />

and the resolution (viele infra) depends on the<br />

effective aperture, this refraction of light diminishes<br />

not only the brightness but the clearness of the image.<br />

If, however, the space betwcen objective and object<br />

is occupied by immersion oil, which has the same<br />

refractive index as glass, the rays of light do Hot<br />

undergo refraction and pass into the objective (sec<br />

diagram-FBEG). .<br />

The high-power (iJ-in.) is a " dry" lens and must nut be llsed<br />

with immersion oil. Oil must be used only with lenses specially<br />

computed to work with this fluid. Such objectives lIavC "oil<br />

immersion" engraved on them.<br />

NUMERICAL APERTURE<br />

Objectives are rated not only by their focal length<br />

but also by their Numerical Aperture (N.A.). The<br />

numerical a.perture may be defined simply as the

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