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Difference between revisions of "Internal flow"

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{{MitoPedia
{{MitoPedia
|abbr=''I''int
|abbr=''I''<sub>i</sub> [MU·s<sup>-1</sup>]
|description=Within the system boundaries, irreversible '''internal flows''' of heat and matter along gradients or internal transformations (chemical reactions) contribute to the internal entropy production, d<sub>int</sub>''S''.
|description=Within the system boundaries, irreversible '''internal flows''', ''I''<sub>i</sub>,—including chemical reactions and the dissipation of internal gradients of heat and matter—contribute to internal entropy production, d<sub>i</sub>''S''/d''t''. In contrast, [[external flow]]s, ''I''<sub>e</sub>, of heat, work, and matter proceed reversibly across the system boundaries (of zero thickness). Flows are expressed in various [[format]]s per unit of time, with corresponding [[motive unit]]s [MU], such as chemical [mol], electrical [C], mass [kg]. Flow is an [[extensive quantity]], in contrast to [[flux]] as a [[specific quantity]].  
|info=[[Gnaiger_1993 _PAC]]
|info=[[Gnaiger 1993 Pure Appl Chem]]
|type=General
}}
}}
Last update by [[Gnaiger E]] 2019-01-04
{{MitoPedia concepts
{{MitoPedia concepts
|mitopedia concept=MitoFit Quality Control System
|mitopedia concept=MiP concept, Ergodynamics
|type=General
}}
{{MitoPedia methods
|mitopedia method=Respirometry
|type=General
}}
{{MitoPedia SUIT|type=General
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{{MitoPedia topics|type=General
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Latest revision as of 16:26, 4 January 2019


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Internal flow

Description

Within the system boundaries, irreversible internal flows, Ii,—including chemical reactions and the dissipation of internal gradients of heat and matter—contribute to internal entropy production, diS/dt. In contrast, external flows, Ie, of heat, work, and matter proceed reversibly across the system boundaries (of zero thickness). Flows are expressed in various formats per unit of time, with corresponding motive units [MU], such as chemical [mol], electrical [C], mass [kg]. Flow is an extensive quantity, in contrast to flux as a specific quantity.

Abbreviation: Ii [MU·s-1]

Reference: Gnaiger 1993 Pure Appl Chem

Last update by Gnaiger E 2019-01-04

MitoPedia concepts: MiP concept, Ergodynamics