gradient

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Description		Vector whose components along the axes of a rectangular system of coordinates at a given point are equal to the partial derivatives of a given scalar function of the coordinates.
Alternative terms		-
Translations		Gradient gradiente градиент Gradiente 梯度梯度
Related terms		vector ; system ; scalar ; system ; potential

Permanent links

DMG-Lib

https://www.dmg-lib.org/dmglib/handler?thcon=799056

SKOS

@prefix skos: .
@prefix rdf: .
@prefix dmg: .
@prefix dmgskos: .

dmg:concept_799056_gradient rdf:type skos:Concept ;
skos:prefLabel "gradient"@en ;
skos:prefLabel "Gradient"@de ;
skos:prefLabel "gradient"@fr ;
skos:prefLabel "gradiente"@it ;
skos:prefLabel "градиент"@ru ;
skos:prefLabel "Gradiente"@es ;
skos:prefLabel "gradient"@ro ;
skos:prefLabel "梯度"@zh-cn ;
skos:prefLabel "梯度"@zh-tw ;
skos:definition "Vector whose components along the axes of a rectangular system of coordinates at a given point are equal to the partial derivatives of a given scalar function of the coordinates."@en ;
skos:definition "Vektor, dessen Komponenten längs der Achsen eines rechtwinkligen Koordinatensystems in einem bestimmten Punkt gleich den partiellen Ableitungen einer gegebenen skalaren Funktion der Koordinaten sind."@de ;
skos:definition "Vecteur dont les composantes sur un système d’axes rectangulaires, en un point donné, sont égales aux dérivées partielles d’une fonction scalaire donnée des coordonnées."@fr ;
skos:definition "Вектор, составляющие которого по осям прямоугольной системы координат с началом в данной точке равны частным производным данной скалярной функции координат."@ru ;
skos:definition "一种向量，其在给定点上沿直角坐标系的轴的分量等于该坐标的给定标量函数的偏导数。"@zh-cn ;
skos:definition "向量，其沿著給定點處矩形坐標系的軸的分量等於坐標給定標量函數的偏導數。"@zh-tw ;
skos:related dmg:concept_795056_vector ;
skos:related dmg:concept_814056_system ;
skos:related dmg:concept_794056_scalar ;
skos:related dmg:concept_543056_system ;
skos:related dmg:concept_800056_potential ;
skos:notation "6.6"^^dmgskos:iftomm_dict_code .

Data provider

IFToMM		http://www.iftomm.org
thinkMOTION		http://www.thinkmotion.eu

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