The Preparation of Illustrations for Reports of the United States Geological Survey: With Brief Descriptions of Processes of Reproduction — John Shaqi
The Preparation of Illustrations for Reports of the United States Geological Survey: With Brief Descriptions of Processes of ReproductionRidgway, John L.
Science
The Preparation of Illustrations for Reports of the United States Geological Survey: With Brief Descriptions of Processes of Reproduction
Ridgway, John L.
Illustration of books
In projecting a map first select a convenient measuring scale for
setting off the dimensions given in the tables, or if no scale is at
hand one may be constructed. Measuring scales are made, however,
bearing divisions for miles and kilometers and finer subdivisions of 6
to 100 parts. They include the ratios of 1:31,250, 1:31,680, 1:48,000,
1:62,500, 1:63,360, 1:125,000, 1:250,000, 1:500,000, 1:1,000,000, and
others. On a map drawn on the scale of 1 to 63,360, for example, 1
inch would represent 1 mile; on a map drawn on the scale of 1 to
1,000,000, 1 millimeter would represent 1 kilometer, and so on. It
will be seen that the use of a scale that shows in ratios, such as
those just given, the actual distance on the ground as compared with
the unit representing the same distance on the map will reduce the
possibility of error.
The method of projecting a map, illustrated in the accompanying
diagram (fig. 5), is as follows: First draw a straight vertical line
(A) through the middle of the sheet to represent the central meridian
of the map and a line (B) at the lower end of this line exactly at
right angles to it to represent the bottom of the map. Then set off on
the line showing the central meridian the distances between parallels
given in Table 6 on page 36 of "Geographic tables and formulas" (Bull.
650). It should be noted that the figures in these tables give the
distance, in meters and statute miles, of 1° on a meridian measured
30' each way from a point where the meridian is intersected by a
parallel. The exact distances between parallels as measured on the
ground are given in the Coast and Geodetic Survey tables, or they may
be computed from Table 6 of "Geographic tables and formulas" by adding
the sum of the figures given for any two latitudes 1° apart and
dividing by 2.
The distance between parallels that are 2° apart, as shown in the
diagram, may be computed from Table 6 of "Geographic tables and
formulas," as follows:
Meters. Meters.
1° of latitude on 37th parallel = 100,975.1 / 2 = 55,487.5
1° of latitude on 36th parallel = 110,956.2
1° of latitude on 35th parallel = 110,937.6 / 2 = 55,468.8
---------
True distance from 35° to 37° latitude = 221,912.5
The distances given in the diagram were obtained by adding the figures
given in the Coast and Geodetic Survey tables, which yield the same
results. Other tables in Bulletin 650 give the true distances in
inches on maps of certain standard scales.
Public-domain text, read in full here on John Shaqi.
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