Laplace Equation For The Electric Potential (Q4592): Difference between revisions

Latest revision as of 13:15, 7 February 2025

in electrostatics, the Laplace equation characterizes the electrostatic potential in the absence of charges

Language	Label	Description	Also known as
English	Laplace Equation For The Electric Potential	in electrostatics, the Laplace equation characterizes the electrostatic potential in the absence of charges

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-\nabla \cdot \left(\epsilon _{s}\nabla \phi \right)=0

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\epsilon _{s}

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\phi

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Revision as of 09:03, 24 January 2025 Importer (talk \| contribs) Bots 13,838 edits ‎Created a new Item		Latest revision as of 13:15, 7 February 2025 Shehu (talk \| contribs) Administrators 1,681 edits ‎Changed claim: defining formula (P29): -\nabla \cdot \left(\epsilon_s\nabla\phi\right)=0
Property / defining formula		Property / defining formula
	$-\nabla \left(\epsilon _{s}\nabla \phi \right)=0$ `-\nabla\left(\epsilon_s\nabla\phi\right)=0`		$-\nabla \cdot \left(\epsilon _{s}\nabla \phi \right)=0$ `-\nabla \cdot \left(\epsilon_s\nabla\phi\right)=0`