A numerical Euler-Lagrange method for bubble tower CO2 dissolution modelling

Daniel Antonio Legendre; Ron Zevenhoven

A numerical Euler-Lagrange method for bubble tower CO2 dissolution modelling

Daniel Antonio Legendre, Ron Zevenhoven

Prosessi- ja systeemitekniikan laboratorio

Tutkimustuotos: Artikkeli kirjassa/raportissa/konferenssijulkaisussa › Konferenssiartikkeli › Ammatillinen

Abstrakti

The present paper proposes an application for an Euler-Lagrangian one-way coupling method in CO2 bubble tower design. A simplified flow field is presented as the basis of this research work for a slice of fluid and a rotating mesh model is presented as the base of the simulation, in this case involving a mixing rotor. A Turbulent Flow interface from Comsol is used. CO2 concentration as function of time and position is studied. Bubble motion is tracked separately in a Lagrangian spherical particle, in this case using the Comsol Particle Tracing module. A link between mass transfer boundary layer and bubble force is established through the mass time derivative of the dissolving bubble, included as the mass change rate of the particle as function of the local Reynolds, Schmidt and Sherwood number of a spherical bubble using mass diffusion theory.

Alkuperäiskieli	Ei tiedossa
Otsikko	Proceedings of the 2015 COMSOL Conference
Toimittajat	N/A
Kustantaja	COMSOL
Sivut	–
Tila	Julkaistu - 2015
OKM-julkaisutyyppi	D3 Ammatillisen konferenssin julkaisusarja

Pääsy asiakirjaan

https://www.comsol.fr/conference2015/download-paper/28361.pdf

Viittausmuodot

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title = "A numerical Euler-Lagrange method for bubble tower CO2 dissolution modelling",

abstract = "The present paper proposes an application for an Euler-Lagrangian one-way coupling method in CO2 bubble tower design. A simplified flow field is presented as the basis of this research work for a slice of fluid and a rotating mesh model is presented as the base of the simulation, in this case involving a mixing rotor. A Turbulent Flow interface from Comsol is used. CO2 concentration as function of time and position is studied. Bubble motion is tracked separately in a Lagrangian spherical particle, in this case using the Comsol Particle Tracing module. A link between mass transfer boundary layer and bubble force is established through the mass time derivative of the dissolving bubble, included as the mass change rate of the particle as function of the local Reynolds, Schmidt and Sherwood number of a spherical bubble using mass diffusion theory.",

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N2 - The present paper proposes an application for an Euler-Lagrangian one-way coupling method in CO2 bubble tower design. A simplified flow field is presented as the basis of this research work for a slice of fluid and a rotating mesh model is presented as the base of the simulation, in this case involving a mixing rotor. A Turbulent Flow interface from Comsol is used. CO2 concentration as function of time and position is studied. Bubble motion is tracked separately in a Lagrangian spherical particle, in this case using the Comsol Particle Tracing module. A link between mass transfer boundary layer and bubble force is established through the mass time derivative of the dissolving bubble, included as the mass change rate of the particle as function of the local Reynolds, Schmidt and Sherwood number of a spherical bubble using mass diffusion theory.

AB - The present paper proposes an application for an Euler-Lagrangian one-way coupling method in CO2 bubble tower design. A simplified flow field is presented as the basis of this research work for a slice of fluid and a rotating mesh model is presented as the base of the simulation, in this case involving a mixing rotor. A Turbulent Flow interface from Comsol is used. CO2 concentration as function of time and position is studied. Bubble motion is tracked separately in a Lagrangian spherical particle, in this case using the Comsol Particle Tracing module. A link between mass transfer boundary layer and bubble force is established through the mass time derivative of the dissolving bubble, included as the mass change rate of the particle as function of the local Reynolds, Schmidt and Sherwood number of a spherical bubble using mass diffusion theory.

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BT - Proceedings of the 2015 COMSOL Conference

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