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constant scale.<br />
MIL-HDBK-850<br />
Ilne of iorca-A fine indicating the diraclion<br />
in whti a force acts, as in a magnetic fietd.<br />
focal magrretlc disturbance-See focal<br />
magnetic anomaly.<br />
IabellnQ+digftal) The process of aasignlng<br />
atfrihstes to potygons.<br />
Laborde map projection—Similar to the<br />
transverse Mercator projection, except that<br />
lhe Laborde projacts a spheroid rather than<br />
a sphere omo a plane. This contormal<br />
pmjectbn is best sufted for regions which<br />
are elongated In a direction which M at a<br />
considerable angle to the msridian. [USAF<br />
special Fl!@f Charts are based on lhis<br />
projection.]<br />
LaCoete. Romberg grsvlmeter—A longperiod<br />
spring suspended cantilevered<br />
weight system adapted to the<br />
measurement of gravity differences,<br />
ladder grid numbers—Those grid numbers<br />
which identify fhe grid lines wilhin the<br />
neafline.<br />
Lambert nzlmuthal equal-ares map<br />
propsctfon -See Lamberf zenlthal<br />
equef.area map projection.<br />
Lambert azimuthal polar map<br />
projection—A Lamberf equal-area map<br />
projffclion wiih the pole of projection al the<br />
pole of the sphere, and lhe radii o! the<br />
circles which represent the geographic<br />
parallels corresponding to the chords of<br />
those parallels.<br />
Lambert bearing-A bearing as measured<br />
on a Lambert contormal chart or plotting<br />
eheel. This approximates a great-circle<br />
baaring.<br />
Lamberf csmtraf equlvafent map<br />
projection upon the ptene 01 the<br />
merldlan-An azimuthal map projection<br />
having fhe pole of the projection on fhe<br />
Equator. Also called Lamben equal<br />
erea marldlonal map projection.<br />
Lambe~ Conformal Cfrafi-A chart on tne<br />
Lamberf carformal projection.<br />
Lambert cortformel conic map<br />
138<br />
prolecf ion—A contormal map projection<br />
of the so-called conical fype, on which all<br />
geographic meridians are repreaenled by<br />
straight fines which meet in a common<br />
pint outside the limits of the map, and the<br />
geographc parallels are rapresantad by a<br />
series of arcs 01 cimfes havi~ this common<br />
@nt tor a tamer. Meridians and psratleb<br />
infersect al tigfsl angles, and angles on fhe<br />
Earih are correctly raprassmed on the<br />
projection. This projection may have one<br />
standard parallel along which the scale is<br />
held exact; or Ihere may be two such<br />
standard parallels, both maintaining exact<br />
scale. At any fmint on the map, the acsle is<br />
the same in every direcfbn. It changes<br />
along the meridians and is constant along<br />
each parallel. Whera thare are two<br />
standard parallels, the scale between those<br />
parallels Is too smafl; beyond them, too<br />
large. Also called Lamberf conformal<br />
map projection.<br />
Lambert Conlormal map projecllon-<br />
See LamDert conformal conic map<br />
projection.<br />
Lambert equal.area meridional map<br />
pro)actlon—See Lambert central<br />
equivalent mep projection upon th9<br />
plane of the merldlan.<br />
Lambeti grid—An informal deaignatlon for a<br />
coordinate system based on a Lambed<br />
conformal map projection.<br />
Lambert zenlthal equal-area map<br />
projection—An azimuthal map projaclion<br />
having the pole of the projection at the<br />
center of the area mapped. The azimuths<br />
of great circles rad!atlng from this tamer<br />
(Wle) are truly represented on the map:<br />
equal distancea on thoss greal circles are<br />
represented by equal linear rfbtancea on<br />
the map, but the scale along those great<br />
circle Ilnes so varies with distance Irom the<br />
pole of the projection, that an equal-araa<br />
projection Is produced. Al= called<br />
Lambarf azimuthal equal-aree map<br />
projecffon.<br />
Iamlnate-1. The procese of ptasewing a<br />
map sheef or other graphic by sandwiching<br />
between two sheets of clear Symhetic<br />
malerial (polyethylene polyester plaslic).<br />
The laminating equipment uses heat and<br />
pressure but no adhesive. 2. (relief model)<br />
See p)estlc block.