Contionary:noda: Difference between revisions

Revision as of 20:45, 26 November 2022

From Gothic hnuþō. The senses of "node" are a phonosemantic match with Latin nōdus.

⁰ nóda n.f. N-stem

(astronomy) The point where a planet's orbit, as viewed from the Sun, intersects the ecliptic. The ascending and descending nodes refer respectively to the points where the planet moves from South to North and vice versa
(networking) A computer or other device attached to a network
(geometry) The point at which a curve crosses itself, being a double point of the curve
(graph theory) A vertex or a leaf in a graph of a network, or other element in a data structure
(physics) A point along a standing wave where the wave has minimal amplitude

declension of nóda (f-N^h declension)
	singular		plural
	indefinite	definite	indefinite	definite
nominative	nóda	nódyna	nódos	nódynos
genitive	nódos	nódynos	nódyna	nódysa
dative	nódą	nódyse	nódę	nódynę

@@ Line 1: / Line 1: @@
 {{nm-header|ˈnoːdɐ}}
 {{nm-got|𐌷𐌽𐌿𐌸𐍉|hnuþō}}The senses of "node" are a phonosemantic match with Latin ''[[wikt:nodus#Latin|nōdus]]''.
-{{nm-noun-fNh|nód|stake, sharp stick
+{{nm-noun-fNh|nód|Stake, sharp stick
 # Abbreviation of ''{{term|spraknoda#Niemish|spràknóda}}'' ("electric plug")
 # Node, incl. the following:
-:* (''astronomy'') the point where a planet's orbit, as viewed from the Sun, intersects the ecliptic. The ascending and descending nodes refer respectively to the points where the planet moves from South to North and vice versa
+:* (''astronomy'') The point where a planet's orbit, as viewed from the Sun, intersects the ecliptic. The ascending and descending nodes refer respectively to the points where the planet moves from South to North and vice versa
 :* (''networking'') A computer or other device attached to a network
 :* (''geometry'') The point at which a curve crosses itself, being a double point of the curve
 :* (''graph theory'') A vertex or a leaf in a graph of a network, or other element in a data structure
 :* (''physics'') A point along a standing wave where the wave has minimal amplitude}}