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1<br />
ob)ect orlontad-A design and programming<br />
mehdobgy tbt seeks to mim”k the way we<br />
form models of the worfd, end embodies thrae<br />
main propatlias. e.g.. enoapsulafbn,<br />
inheritance, and polymorphism.<br />
ob)actlvo bns-fn telaacopaa and<br />
microscopes, the optical corrpnenf tikh<br />
receives light from the cbjj and forms the first<br />
or primary image. In a camera, Ihe image<br />
formed by the objedve lens is the final image.<br />
In a lalaecqrs or micmacope used viauelfy, the<br />
image formed by the eb@tive Imm is megnifisd<br />
by the eyepiece.<br />
oblete .Illpsold of rotatiort-An ellipsoid of<br />
tmtotion, the atmrter axis of wh~h is ha axis of<br />
rotation.<br />
oblique alr photograph-(JCS) An air<br />
photegmph taken with the camera axis directed<br />
betwaen ha horiiomal and verilcel planes.<br />
Commonly relerrad 10 es an oblique: (1) high<br />
obllqua- one in vhksh the apparant herizon<br />
appears; end (2) low obllquene in which<br />
the apparent Im’izon dees net appear.<br />
obllque ●scension-The arc of the celestial<br />
equator, er the angle at the cslast’kil pele,<br />
between the hour circle c4 the vernal equinox<br />
and the hour cimfs through the intersection of<br />
the celestial eqmtor and the eastern horizon at<br />
the instant a point on the eblique sphere riSSS,<br />
measured eastward from the hour circle of the<br />
vernal equinox through 24 hours.<br />
oblique chart-A charl on an ebfique map<br />
projactiin.<br />
oblique coordinetea-Magnitudes defining s<br />
peinf relative to two interacting<br />
~nps~dsulw lines, called axes.<br />
oblique cylindrical orthomorphic map<br />
projection-See obllquo Mstcator<br />
projection.<br />
obliquo equetor-A great circle the plane of<br />
Wzh is perpendicular to the axis of an obfique<br />
projection.<br />
obllqua gratlcul*A fbfitious graticule baaed<br />
upen an cblique map projection.<br />
MIL-HDBK-850<br />
o<br />
obliquo ldtudo-Angular distance from an<br />
obliiua equator. See alse fictitious Iatltud*.<br />
obllque lon!#tude-Angufar dtience<br />
between a prima oblique maridiin and eny<br />
given oblique msridiin. See abo fictitious<br />
Iongltudo.<br />
obllquo map projection-A map projection<br />
with en axis inched at en angle between O“ and<br />
90”.<br />
oblique Mercator projectlorr-A conformal<br />
cylindrical map pmjsctien in wliih points on the<br />
surface d a sphere or efliisoid, such as the<br />
Earth, are conceived as developed by Mercator<br />
princi#ss en a cylindrical fengenl abng an<br />
obtique grast circfe. Atae called oblique<br />
cylindrical orfhomorphlc projection.<br />
obllquo maridlabA great ckcle<br />
perpendicular 10 an oblique equator. Tha<br />
reference obfique meridian is txilled prime<br />
obliqua meridinn. See “alw fictltiouc<br />
meridian.<br />
obllque’ parallel—A circle or line parallel to an<br />
oblique aqustor, connecting all points of equal<br />
oblique latitude. See also fictitious parallel.<br />
oblique plotting Instrument—An instrument<br />
for plotting from oblique photographs.<br />
obllque pole-One of the two peints 90” from<br />
an oblique equator.<br />
obllqua rhumb line-l. A line making the<br />
same clique angle with all fctitious mstitans<br />
of an oblique Mercaler pmjactibn, CZb~qua<br />
parsliela and meridians msy be corraidarad<br />
spec’wl cases of the diqua rhurnb iina. 2. Any<br />
rhumb line, real or fm’nious, makhtg an ebfique<br />
angle with its meridiins. In this ssnae the<br />
expraesiert is used to distinguish such a rhumb<br />
line fmm parallels and meridians, real or<br />
fiilitious, whiih may be included in the<br />
expression rhumb Ilno. see al= fictitious<br />
rhumb line.<br />
oblique sketchmnetor-A type of sketchmsster<br />
in which obtique pfretegrsphs are<br />
utilized.<br />
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