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nodal point of lncldence—Sae<br />

point, definition 1.<br />

nodal<br />

nodal point-l. (optics) One 01 Iwo points<br />

on the optical axis 01 a lens, or sysiem 01<br />

lenses, such Ihal a ray emergent from the<br />

sacord pmint is parallel to the ray incidenl<br />

at tha first, Ttris first nodal point is also<br />

referred to as the front nodal point,<br />

Incident model point, or nodal polnl<br />

01 Inclcfenca; and !he second poinl as<br />

the rear nodal polrtt, emergent nodal<br />

point, or nodal polnl 01 amarganca.<br />

Also celled nods. 2. (astronomy) See<br />

node, definition 1. 3. (hydrography) See<br />

amphldromlc point.<br />

noda cycle-The lime required (or the<br />

regression of the Moon’s nodes 10<br />

complete a circuil of 360= of longitude: a<br />

period of approximately 16,6 years.<br />

node-1. (astronomy) One of the two poinls<br />

of intersection o! the ortil of a planet,<br />

planetoid, or comet with the ecliptic, or of<br />

the orbit 01 a satellile wilh the equatorial<br />

plane 01 the orbh 01 its primary. Also called<br />

nodal point. See also ascending<br />

node; dascendlng nods; ecliptic<br />

node; equatorial node; line of<br />

nodes; Iongltude of the Moon’s<br />

nodes; lunar node; regression 01<br />

tha nodes. 2. (oplics) See nodal<br />

polnl, definition 1. 3. A unique poinl<br />

representing the Iocalion ot a teature, 01<br />

the location of an intersection or connection<br />

of some number o! tea!ures. Alternatively,<br />

a node is any isolated point, or the junction<br />

of any two or more edges, or the erid<br />

points of an edge.<br />

nodlcal morr!h-The interval of lime<br />

banvean two successive passages ot Ihe<br />

Moon through the same noda of its orbit,<br />

aPPrOximalelY 27 days, Also called<br />

dracontc month.<br />

nodlcal period—The interval between two<br />

successive passages 01 a salelfile or planel<br />

through the ascending node of its orbit.<br />

nolaa lavel—The magnitude of random<br />

errors in a particular type 01 measurement,<br />

nominal focal length—(JCS) An<br />

approximate ValUe Of the focal length,<br />

rounded off to some standard figure, used<br />

MIL-HDBK-850<br />

171<br />

ior the classification of lenses, mirrors, or<br />

cameras.<br />

nominal orbli—Tha true or ideal orbit upon<br />

which a space vehicle is expected to msval.<br />

nomogram—A diagram showing, to acafe,<br />

the relationship between several variables<br />

in such manner that tha value of ona which<br />

corresponds to known vefues ot the others<br />

can be determined graphically.<br />

Non-Submarine Contact (NSC) Llate—<br />

Lists which contain a tabulated fist of<br />

wrecks and other obstructions which might<br />

be construed as submarine by sonar.<br />

nonautomatic rectlflar-Any rectifiar which<br />

requiras compulalbn of the elemenls of<br />

rectification, each of which must be<br />

manually set on its corresponding circle or<br />

scale on the rectifier.<br />

nongrevilationsl parturbatione—<br />

Perturbations caused by surface forces due<br />

to mechanical drag of the atmosphere (in<br />

case 01 low flying satellites),<br />

eiecvOmaQnelism, and radialion pressure.<br />

nonmonumented bench mark—See<br />

temporary bencn mark.<br />

nonperspectlve azimuthal map<br />

projection—A projection not based on<br />

perspective lines of sigh! from a single poim<br />

of view.<br />

nonselective filtar—A lilter Ior which<br />

transmittance is sutrslamially independent<br />

of wavelength.<br />

nontiltlng-fens rectltler—A clesa of retillier<br />

wherein the lens is constrained to rnova in<br />

the direction o! its fixed esis.<br />

nontfltlng-negative-pfane rectlfler— A<br />

ClaSS ot rectifier which Conlalns a nomiltfng<br />

negative carriar. In this class of racfffiars,<br />

the negaliva carrier plane remains<br />

horizomal.<br />

normal dlstrfbutlon !unctlon—A<br />

mafhemaficaf funclion describing the<br />

behavior of one-dimensional random errors.<br />

normal equation—One of a set of<br />

simultaneous equafions derived from

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