About: magnetohydrodynamic dynamo     Goto   Sponge   NotDistinct   Permalink

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physical phenomenon

AttributesValues
rdf:type
description
  • physical phenomenon (en)
  • magnetisch veld geproduceerd door een elektrische stroom in een lichaam (nl)
  • champ magnétique produit par un courant électrique dans un corps (fr)
  • эффект самогенерации магнитного поля при определённом движении проводящей жидкости (ru)
rdfs:label
  • МГД-динамо (ru)
  • dynamo magnetohydrodynamiczne (pl)
  • dynamo-effect (nl)
  • effet dynamo (fr)
  • magnetihidrodinamika dinamo (eo)
  • magnetohidrodinamični dinamo (sl)
  • magnetohydrodynamic dynamo (en)
  • magnetohydrodynamischer Dynamo (de)
  • динамо-эффект (ky)
  • магнітне динамо (uk)
skos:prefLabel
  • МГД-динамо (ru)
  • dynamo magnetohydrodynamiczne (pl)
  • dynamo-effect (nl)
  • effet dynamo (fr)
  • magnetihidrodinamika dinamo (eo)
  • magnetohidrodinamični dinamo (sl)
  • magnetohydrodynamic dynamo (en)
  • magnetohydrodynamischer Dynamo (de)
  • динамо-эффект (ky)
  • магнітне динамо (uk)
name
  • МГД-динамо (ru)
  • dynamo magnetohydrodynamiczne (pl)
  • dynamo-effect (nl)
  • effet dynamo (fr)
  • magnetihidrodinamika dinamo (eo)
  • magnetohidrodinamični dinamo (sl)
  • magnetohydrodynamic dynamo (en)
  • magnetohydrodynamischer Dynamo (de)
  • динамо-эффект (ky)
  • магнітне динамо (uk)
instance of
instance of
facet of
facet of
subclass of
subclass of
Encyclopædia Britannica Online ID
Encyclopædia Britannica Online ID
  • science/dynamo-effect
Google Knowledge Graph ID
Google Knowledge Graph ID
Google Knowledge Graph ID
  • /g/121kw20f
studied in
studied in
Commons category
Commons category
  • Geodynamo simulations
skos:altLabel
  • динамо-эффект (ru)
  • MHD-Dynamo (de)
  • MHD-dinamo (eo)
  • MHD-dynamo (en)
  • гидромагнитное динамо (ru)
  • магнитное динамо (ru)
  • магнитогидродинамическое динамо (ru)
maintained by WikiProject
maintained by WikiProject
defining formula
defining formula
  • B t = η 2 B + × ( u × B ) {\displaystyle {\frac {\partial \mathbf {B} }{\partial t}}=\eta \nabla ^{2}\mathbf {B} +\nabla \times (\mathbf {u} \times \mathbf {B} )} (http://www.w3.org/1998/Math/MathML)
is field of work of
is field of work of
is owl:sameAs of
is about of
is instance of of
is instance of of
is subclass of of
is subclass of of
is main subject of
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