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Difference between revisions of "Flow"

From Bioblast
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|info=[[Gnaiger_1993_Pure Appl Chem]], [[MitoEAGLE preprint 2018-02-08]]
|info=[[Gnaiger_1993_Pure Appl Chem]], [[MitoEAGLE preprint 2018-02-08]]
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}}
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File:Rate.png |'''Normalization of rate.''' '''(A)''' Cell respiration is normalized for (1) the experimental '''Sample''' (flow per object, mass-specific flux, or cell-volume-specific flux); or (2) for the '''Chamber''' volume. Normalization yields the [[specific quantity]] ''[[flux]]'' from the [[extensive quantity]] ''flow''. From [[MitoEAGLE preprint 2018-02-08]].
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{{MitoPedia concepts
|mitopedia concept=MiP concept, Ergodynamics
|mitopedia concept=MiP concept, Ergodynamics
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{{MitoPedia methods}}
{{MitoPedia O2k and high-resolution respirometry}}
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<gallery heights="350px" mode="default" perrow="4" widths="350px">
File:Rate.png |'''Normalization of rate.''' '''(A)''' Cell respiration is normalized for (1) the experimental '''Sample''' (flow per object, mass-specific flux, or cell-volume-specific flux); or (2) for the '''Chamber''' volume. Normalization yields the [[specific quantity]] ''[[flux]]'' from the [[extensive quantity]] ''flow''. From [[MitoEAGLE preprint 2018-02-08]].
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Revision as of 21:44, 23 August 2018


high-resolution terminology - matching measurements at high-resolution


Flow

Description

In an isomorphic analysis, any form of flow, I is the advancement of a process per unit of time, expressed in a specific motive unit [MUโˆ™s-1], e.g., ampere for electric flow or current [Aโ‰กCโˆ™s-1], watt for heat flow [Wโ‰กJโˆ™s-1], and for chemical flow the unit is [molโˆ™s-1]. Flow is an extensive quantity. The corresponding isomorphic forces are the partial exergy (Gibbs energy) changes per advancement [Jโˆ™MU-1], expressed in volt for electric force [Vโ‰กJโˆ™C-1], dimensionless for thermal force, and for chemical force the unit is [Jโˆ™mol-1], which deserves a specific acronym ([Jol]) comparable to volt.

Abbreviation: I

Reference: Gnaiger_1993_Pure Appl Chem, MitoEAGLE preprint 2018-02-08


MitoPedia concepts: MiP concept, Ergodynamics