A Kinetic Model for the Reduction of CO2 in a Corona Plasma Discharge for Syngas production
- Dr. Jaime Lozano
- Prof. Ray Allen
The University of Sheffield, UK
A Kinetic Model for the Reduction of CO 2 in a Corona Plasma - - PowerPoint PPT Presentation
A Kinetic Model for the Reduction of CO 2 in a Corona Plasma Discharge for Syngas production Dr. Jaime Lozano Prof. Ray Allen The University of Sheffield, UK Outline 4CU & Plasmolytic reduction What is a Plasma? CO 2
The University of Sheffield, UK
SP3 & SP4 SP7 SP5 & SP6
– Study of reactor geometries and impact on process parameters on dissociation of CO2 molecules – Development of in-situ spectroscopy techniques to evaluate reactions mechanism – Development of novel electrodes to generate plasma at lower voltage
Plasma generated in a ferroelectric packed bed reactor (Courtesy of Tom Butterworth, 4CU)
“A plasma is a quasineutral gas of charged and neutral particles which exhibits collective behavior” Francis F. Chen
(already used industrially for large scale gas treatment)
(From http://www.plasmacenter.pl/corona.htm)
( COSI, Columbus, Ohio, US, by Steve Spanoudis)
The broad range of characteristic time scales for the different interactions between components in a plasma discharge creates numerical difficulties
come in different formats!
transport of charged species and electromagnetic fields, etc. Hence, plasma processes are considered unpredictable and extremely difficult to model... However, this is changing with the availability of new commercial software
This is a truly multiphysics problem, because it involves:
Widely thought of as being almost impossible!
Initial species: e + CO2 → CO, O, O2, O3, C, O-, O2
Electron impact dissociation e + CO2 → CO + O + e e + O2 → O + O + e e + O3 → O + O2 + e e + CO → C + O + e Ion-molecule reactions O- + CO2 + CO2 → CO3- + CO2 O2- + CO2 + CO2 → CO4- + CO2
Electron attachment e + CO2 → O-+ CO e + O2 → O-+ O e + O3 → O- + O2 e + O3 → O2- + O e + O2 + O2 → O2- + O2 Heavy – heavy reactions O + O2 + O2 → O3 + O2 O + O2 + CO2 → O3 + CO2 O + O + CO2 → O2 + CO2 O(3P) + O3 → O2 + O2 O3 + O2(1Dg) → O2 + O2 + O O + CO + CO2 → CO2 + CO2 C + CO + CO2 → C2O + CO2 O + C2O → CO + CO
Collision Data Boltzmann Solver
EEDF
Rate Calculator
Rates
Kinetic Model Electron energy Equation Operating Conditions
Species Evolution
use Boltzmann solver to find electron energy distribution (EEDF)
kinetic model using COMSOL
Collision Data Boltzmann Solver
EEDF
Rate Calculator
Rates
Kinetic Model Electron energy Equation Operating Conditions
Species Evolution
with fluid dynamics and electrostatics in COMSOL for a 1D model incorporating reactor geometry
to kinetic model
experimentally and fed back into rate calculator
Temperature Field Flow Regime Potential Distribution
Collision Data Boltzmann Solver
EEDF
Rate Calculator
Rates
Kinetic Model Electron energy Equation Operating Conditions
Species Evolution
be modeled as an electrical circuit based on data from the spatially resolved kinetic model giving power consumption
Temperature Field Flow Regime Potential Distribution
Electrical Model
Power Usage
Collision Data Boltzmann Solver
EEDF
Rate Calculator
Rates
Kinetic Model Electron energy Equation Operating Conditions
Species Evolution
Temperature Field Flow Regime Potential Distribution
Electrical Model
Power Usage
1) Species Continuity Equation
, j j j l l
n R t
Describes conservation of the plasma species, j Accumulation Flux term Reaction term j = electrons, ions, neutrals
1) Species Continuity Equation
, j j j l l
n R t
Describes conservation of the plasma species, j j = electrons, ions, neutrals
2) Drift Diffusion Approximation
Describes movement of the plasma species, j
j njjE Djnj
Drift Term – Depends on charge of species, and electric field Diffusion Term – Introduces diffusivity of species
1) Species Continuity Equation
, j j j l l
n R t
Describes conservation of the plasma species, j j = electrons, ions, neutrals
2) Drift Diffusion Approximation
Describes movement of the plasma species, j
j njjE Djnj 3) Electron Energy Equation
Describes distribution of electron energies
5 5 3 3
e e e e e e N
n n D E Q t
Electron energy flux Electron “heating” due to electric field Collisional energy loss
1) Species Continuity Equation
, j j j l l
n R t
Describes conservation of the plasma species, j j = electrons, ions, neutrals
2) Drift Diffusion Approximation
Describes movement of the plasma species, j
j njjE Djnj 3) Electron Energy Equation
Describes distribution of electron energies
5 5 3 3
e e e e e e N
n n D E Q t
4) Poisson Equation
The effect of charged species on the electric potential
j j j
E q n
Dielectric constant Charge distribution
Conditions: Te=2.6 eV, Tg=300K
20 40 60 80 100 10 20 30 40 50
CO [mol/m^3] % CO2 CO
20 40 60 80 100 1 2 3 4
C [mol/m^3] % CO2 C
20 40 60 80 100 5 10 15 20 25 O3 [mol/m^3]
% CO2 O3
20 40 60 80 100 20 40 60 80
O [mol/m^3] % CO2 O
CFD-ACE+:
ANSYS Fluent:
COMSOL Multiphysics:
mechanics
The wide spread use of plasmas means that modelling software has become commercially available. This opens up possibilities for gaining basic understanding of plasma processes that did not exist until very recently!
Plasma Reactor CO2 CG MFC MFC Vapour System H2O Power Supply Products Out
Plasma Reactor CO2 CG MFC MFC Vapour System H2O Power Supply Products Out
HV Probe
Current Monitor
Gas Chromatography Spectroscopy
Plasma Reactor CO2 CG MFC MFC Vapour System H2O Power Supply Products Out
HV Probe
Current Monitor
Gas Chromatography Spectroscopy
Key Features:
electrode
DC power source
“A plasma is a quasineutral gas of charged and neutral particles which exhibits collective behaviour”. Francis F. Chen
(Courtesy of DOE Fusion labs, NASA & Steve Albers)