Hydraulic resistance and inertance of multi-port vessels

S. G. Mallinson; G. D. McBain; O. X.W. Ng; S. D. Gunasekera; T. J. Barber

doi:10.14264/e9afca2

Hydraulic resistance and inertance of multi-port vessels

S. G. Mallinson, G. D. McBain, O. X.W. Ng, S. D. Gunasekera, T. J. Barber

Research output: Chapter in Book/Report/Conference proceeding › Conference Paper › Other

Abstract

Analysis of the dynamics of complex fluid systems is facilitated by subdivision of the systems into simpler elements. In many instances, such elements can be represented by pipe units, but for parts where multiple conduits are joined proximately, when there can be large area differences or when a geometric subdivision is difficult to create, we must generalize the approach to consider an elemental representation as a matrix of values for the flow resistance and inertance. Here we discuss the theory behind such an approach and give examples of the use of the theory: Asai's inkjet and an arteriovenous fistula.

Original language	English
Title of host publication	22nd Australasian Fluid Mechanics Conference, AFMC 2020
Editors	Hubert Chanson, Richard Brown
Publisher	Australasian Fluid Mechanics Society
Number of pages	4
ISBN (Electronic)	9781742723419
DOIs	https://doi.org/10.14264/e9afca2
Publication status	Published - 2020
Externally published	Yes
Event	Australasian Fluid Mechanics Conference 2020 - Brisbane, Australia Duration: 7 Dec 2020 → 10 Dec 2020 Conference number: 22nd https://afmc2020.org (Website) https://www.afms.org.au/afmc.html (Proceedings)

Conference

Conference	Australasian Fluid Mechanics Conference 2020
Abbreviated title	AFMC 2020
Country/Territory	Australia
City	Brisbane
Period	7/12/20 → 10/12/20
Internet address	https://afmc2020.org (Website) https://www.afms.org.au/afmc.html (Proceedings)

Keywords

Biomedical fluid mechanics
Hydrodynamics
Microfluidics

Access to Document

10.14264/e9afca2

522329843-oaFinal published version, 298 KB

Cite this

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title = "Hydraulic resistance and inertance of multi-port vessels",

abstract = "Analysis of the dynamics of complex fluid systems is facilitated by subdivision of the systems into simpler elements. In many instances, such elements can be represented by pipe units, but for parts where multiple conduits are joined proximately, when there can be large area differences or when a geometric subdivision is difficult to create, we must generalize the approach to consider an elemental representation as a matrix of values for the flow resistance and inertance. Here we discuss the theory behind such an approach and give examples of the use of the theory: Asai's inkjet and an arteriovenous fistula.",

keywords = "Biomedical fluid mechanics, Hydrodynamics, Microfluidics",

author = "Mallinson, {S. G.} and McBain, {G. D.} and Ng, {O. X.W.} and Gunasekera, {S. D.} and Barber, {T. J.}",

note = "Funding Information: This research was undertaken with the assistance of resources from the National Computational Infrastructure (NCI Australia), an NCRIS enabled capability supported by the Australian Government. Publisher Copyright: {\textcopyright} 2020 22nd Australasian Fluid Mechanics Conference, AFMC 2020. All rights reserved.; Australasian Fluid Mechanics Conference 2020, AFMC 2020 ; Conference date: 07-12-2020 Through 10-12-2020",

year = "2020",

doi = "10.14264/e9afca2",

language = "English",

editor = "Hubert Chanson and Richard Brown",

booktitle = "22nd Australasian Fluid Mechanics Conference, AFMC 2020",

publisher = "Australasian Fluid Mechanics Society",

address = "Australia",

url = "https://afmc2020.org, https://www.afms.org.au/afmc.html",

}

Mallinson, SG, McBain, GD, Ng, OXW, Gunasekera, SD & Barber, TJ 2020, Hydraulic resistance and inertance of multi-port vessels. in H Chanson & R Brown (eds), 22nd Australasian Fluid Mechanics Conference, AFMC 2020. Australasian Fluid Mechanics Society, Australasian Fluid Mechanics Conference 2020, Brisbane, Queensland, Australia, 7/12/20. https://doi.org/10.14264/e9afca2

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AU - McBain, G. D.

AU - Ng, O. X.W.

AU - Gunasekera, S. D.

AU - Barber, T. J.

N1 - Conference code: 22nd

PY - 2020

Y1 - 2020

N2 - Analysis of the dynamics of complex fluid systems is facilitated by subdivision of the systems into simpler elements. In many instances, such elements can be represented by pipe units, but for parts where multiple conduits are joined proximately, when there can be large area differences or when a geometric subdivision is difficult to create, we must generalize the approach to consider an elemental representation as a matrix of values for the flow resistance and inertance. Here we discuss the theory behind such an approach and give examples of the use of the theory: Asai's inkjet and an arteriovenous fistula.

AB - Analysis of the dynamics of complex fluid systems is facilitated by subdivision of the systems into simpler elements. In many instances, such elements can be represented by pipe units, but for parts where multiple conduits are joined proximately, when there can be large area differences or when a geometric subdivision is difficult to create, we must generalize the approach to consider an elemental representation as a matrix of values for the flow resistance and inertance. Here we discuss the theory behind such an approach and give examples of the use of the theory: Asai's inkjet and an arteriovenous fistula.

KW - Biomedical fluid mechanics

KW - Hydrodynamics

KW - Microfluidics

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U2 - 10.14264/e9afca2

DO - 10.14264/e9afca2

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AN - SCOPUS:85173587617

BT - 22nd Australasian Fluid Mechanics Conference, AFMC 2020

A2 - Chanson, Hubert

A2 - Brown, Richard

PB - Australasian Fluid Mechanics Society

T2 - Australasian Fluid Mechanics Conference 2020

Y2 - 7 December 2020 through 10 December 2020

ER -

Hydraulic resistance and inertance of multi-port vessels

Abstract

Conference

Keywords

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