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CFD Modeling of Algae Flash Pyrolysis in the Batch Fluidized Bed Reactor Including Heat Carrier Particles

  • Salar Azizi EMAIL logo and Dariush Mowla
Published/Copyright: October 14, 2015

Abstract

The algae biomass is one of the potential biomass resources for extracting lipid to produce fuel. The off grade or residuals of dehydrated algae particles can be used in pyrolysis reactions to produce fuel or useful chemicals. Due to higher ash contents of algae biomass, pyrolysis process needs an appropriate design of pyrolysis reactor. The heating rate of algae biomass is a key factor for increasing of bio-oil production rate. Instead of heat transfer from reactor walls to the biomass, heated inert particles are added to the conventional fluidized bed reactor to increase heat transfer rate and yield of the bio-oil as called flash pyrolysis. The introduced pyrolysis reaction in the novel heating method of fluidized bed reactor studied numerically. For this purpose, an Eulerian-Eulerian CFD model utilized for modeling of the dehydrated algae pyrolysis in the fluidized bed reactor. The appropriate reaction rate of the algae pyrolysis is based on the heating rate, temperature sensitive activation energy and the reaction selectivity utilized to the algae pyrolysis. In addition, the segregation and density change of the biomass particles investigated in the CFD modeling to analysis mixing of the particles and corresponding heat transfer between the mixed particles. The validation of the CFD model investigated using results of prepared experimental setup.

Nomenclature

CDs

Single particle drag function.

Cflm

Coefficient of friction for solids phases l and m.

Cp

Heat capacity, j/(mol. K).

D

The rate of strain tensor, s−1.

dpm

The diameter of the particles constituting the mth solids phase, m

elm

Coefficient of restitution for the collisions of mth and lth solids phases.

Fgm

Coefficient for the interphase force between the fluid phase and the mth solids phase, kg/(m3s).

Fslm

Coefficient for the interphase force between the lthand the mth solids phase, kg/(m3.s).

g

Acceleration due to gravity, m/s2

g0lm

Radial distribution function at contact.

H

Solids bed height, m

I

Momentum transfer between phases, N.m−3.

k

Conductivity; j.m−1.K−1.

Mw

Molecular Weight, kg.kg−1.mol−1.

n

Number density of particles, m−3; reaction order.

N

Total number of chemical species at each phase.

Nu

Nusselt number.

Pr

Prandel number.

P

Pressure, pa.

R

Ideal gas constant, j.mol−1.K−1

Re

Reynolds number.

Rgsm

Mass transfer between gas and solid phase. kg.m−2.s−1.

r’

Reaction rate, kg.m−3. s−1.

S

Solids phase-m stress tensor, Pa.

t

Time, s.

T

Temperature, K.

V

velocity, m.s−1.

X

Mass fraction.

y

Distance from bottom of the pyrolysis reactor, m.

Y

Mole fraction.

Greek letters

α

Volume fraction; conversion fraction of algae biomass.

β

Heating rate; K.s−1.

φ

Angle coefficient of particles friction.

γ

Interphase heat transfer coefficient, j.mol−1.K−1.

μ

Molecular viscosity of the fluid phase; kg.m−1.s−1.

ν

Stoichiometric coefficient of products.

ρ

Density, kg.m−3.

Θm

Granular temperature of phase-m, m2.s−2.

ΔH

Heat of reaction, j.mol−1.

Superscripts

*

Particles at the maximum packing.

0

Without interphase mass transfer.

P

Plastic flow regime of particles.

V

Viscous flow regime of particles.

Subscripts

0

Initial condition.

AB

Algae biomass.

BO

Bio-oil.

f

Final condition.

g

Gas phase.

G

Non-condensable gaseous products.

ms

Solid phases.

n

Chemical spices index.

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Published Online: 2015-10-14
Published in Print: 2016-2-1

©2016 by De Gruyter

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