Essays on the Microscope: Containing a Practical Description of the Most Improved Microscopes, a General History of Insects, etc., etc.Adams, George
Science
Essays on the Microscope: Containing a Practical Description of the Most Improved Microscopes, a General History of Insects, etc., etc.
Adams, George
Insects -- Early works to 1800; Microscopy -- Early works to 1800
To use this scale, first fix the micrometer, Fig. 8. Plate II. A, to the
body of the microscope; then fit the sectoral scale, Fig. 7, in the
stage, and adjust the microscope to its proper focus or distance from
the scale, which is to be moved till the base appears in the middle of
the field of view; then bring the needle point g, Fig. 8, by turning the
screw L, to touch one of the lines c a exactly at the point answering to
20 on the sectoral scale. The index a of the micrometer, Fig. 8, is to
be set to the first division, and that on the dial plate to 20, which is
both the beginning and end of its divisions; we are then prepared to
find the magnifying power of every magnifier in the compound microscope
which we are using.
EXAMPLE. Every thing being prepared agreeable to the foregoing
directions, suppose you are desirous of ascertaining the magnifying
power of the lens marked No. 4; turn the micrometer screw, until the
point of the needle has passed over the magnified image of the tenth
part of one inch; then the division, where the two indices remain, will
shew how many revolutions, and parts of a revolution, the screw has
made, while the needle point traversed the magnified image of the
one-tenth of an inch; suppose the result to be twenty-six revolutions of
the screw, and fourteen parts of another revolution, this is equal to 26
multiplied by 20, added to 14; that is, 534 thousandth parts of an
inch.
The twenty-six divisions found on the strait scale of the micrometer,
while the point of the needle passed over the magnified image of
one-tenth part of an inch, were multiplied by 20, because the circular
plate C D, Fig. 8, is divided into twenty equal parts; this produced
520; then adding the fourteen parts of the next revolution, we obtain
534 thousandth parts of an inch, or 5-tenths and 34-hundredth parts of
another tenth, which is the measure of the magnified image of 1-tenth of
an inch, at the aperture of the eye glasses, or at their foci. Now if we
suppose the focus of the two eye-glasses to be one inch, the double
thereof is two inches; or if we reckon in the thousandth part of an
inch, we have two thousand parts for the distance of the eye from the
needle point of the micrometer. Again, if we take the distance of the
image from the object at the stage at six inches, or six thousandths,
and add thereto two thousand, double the distance of the focus of the
eye glass, we shall have eight thousand parts of an inch for the
distance of the eye from the object; and as from the proposition, page
51, we gather that the glasses double the image, we must double the
number 534 found upon the micrometer, which then makes 1068: then, by
the following analogy, we shall obtain the number of times the
microscope magnifies the diameter of the object; say, as 240, the
distance of the eye from the image of the object, is to 800, the
distance of the eye from the object, so is 1068, double the measure
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