Category:OSW2c22c4d64e005e5e89311fd2ac10ae1c: Difference between revisions

VisualWikitext

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      "uuid": "2c22c4d6-4e00-5e5e-8931-1fd2ac10ae1c",
-     "iri": "emmo:VoltPerSquareMetre",
+     "iri": "https://w3id.org/emmo#VoltPerSquareMetre",
      "name": "VoltPerSquareMetre",
      "label": [
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              "title": "OSW2c22c4d64e005e5e89311fd2ac10ae1c",
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      ],
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-         "Category:OSW1273eb34de4843a9925f104110469dd2",
+         "Category:OSWa51113356d1449d9ba7a10c10b2189e7",
-         "Category:OSWa51113356d1449d9ba7a10c10b2189e7"
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Revision as of 21:31, 26 February 2025

VoltPerSquareMetre
ID	OSW2c22c4d64e005e5e89311fd2ac10ae1c
UUID	2c22c4d6-4e00-5e5e-8931-1fd2ac10ae1c
Label	VoltPerSquareMetre
Machine compatible name	VoltPerSquareMetre
Statements (outgoing)

Statements (incoming)

Description

The divergence at a particular point in a vector field is (roughly) how much the vector field 'spreads out' from that point. Operationally, we take the partial derivative of each of the field with respect to each of its space variables and add all the derivatives together to get the divergence. Electric field (V/m) differentiated with respect to distance (m) yields V/(m²).

-- QUDT

Category (Class)

OWL Class
Imported fromA prefixed IRI defining this entry as a imported term. In OSW the prefix must be a registered imported ontology.<br>Definition: OWL Class	https://w3id.org/emmo#VoltPerSquareMetre
OntologiesOntologies that contain this term<br>Definition: OWL Class	Item:OSW172f338b0bba54a5a0f4ce9e616a4298

EmmoClass
Supercategories<br>Definition: Category (Class), OWL Class, EmmoClass	ElectricPotentialPerAreaUnit SICoherentDerivedUnit
Alternative label<br>Definition: EmmoClass	Volt per Square Metre [en]
metaclass<br>Definition: Category (Class), EmmoClass	EmmoClass

Graph

Attachments

Description:

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jsondata

rdf_type

"owl:Class"

uuid

"2c22c4d6-4e00-5e5e-8931-1fd2ac10ae1c"

iri

"https://w3id.org/emmo#VoltPerSquareMetre"

name

"VoltPerSquareMetre"

label

text	"VoltPerSquareMetre"
lang	"en"

description

text	"The divergence at a particular point in a vector field is (roughly) how much the vector field 'spreads out' from that point. Operationally, we take the partial derivative of each of the field with respect to each of its space variables and add all the derivatives together to get the divergence. Electric field (V/m) differentiated with respect to distance (m) yields V/(m²). -- QUDT"
lang	"en"

meta

uuid

"c7109041-e5e4-48f8-b4a0-b65db823b2df"

wiki_page

title	"OSW2c22c4d64e005e5e89311fd2ac10ae1c"
namespace	"Category"

change_id

"4caad4a3-8d2d-4691-8196-627860411931"

type

"Category:OSW57beed5e1294434ba77bb6516e461456"

subclass_of

"Category:OSWa51113356d1449d9ba7a10c10b2189e7"

"Category:OSW1273eb34de4843a9925f104110469dd2"

metaclass

"Category:OSW57beed5e1294434ba77bb6516e461456"

ontologies

"Item:OSW172f338b0bba54a5a0f4ce9e616a4298"

imported_from

"emmo:VoltPerSquareMetre"

altLabel

text	"Volt per Square Metre"
lang	"en"

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