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1
Application of Control Volume Based Finite Element Method (CVFEM) for Nanofluid Flow and Heat Transfer
Elsevier
Mohsen Sheikholeslami
nanofluid
transfer
sheikholeslami
magnetic
cvfem
porous
convection
method
volume
element
finite
thermal
effect
cavity
considering
convective
mass
figure
presence
hartmann
ρcp
numerical
simulation
boundary
effects
fe3o4
nusselt
nuloc
forces
ρnf
rayleigh
darcy
nuave
radiation
nanoparticles
cuo
mol
liq
lorentz
knf
μnf
increases
values
increase
σnf
isotherms
cylinder
ð1
mhd
shape
Tahun:
2018
Bahasa:
english
Fail:
PDF, 80.88 MB
Tag anda:
0
/
5.0
english, 2018
2
Applications of Nanofluid Transportation and Heat Transfer Simulation
IGI Global
Mohsen Sheikholeslami
nanofluid
transfer
sheikholeslami
magnetic
figure
journal
porous
effect
thermal
convection
nanoparticles
hartmann
nusselt
forces
ρc
darcy
effects
rayleigh
temperature
boundary
mass
ρnf
increases
isotherms
volume
values
convective
existence
viscosity
streamlines
parameter
impact
method
cavity
liquids
molecular
lorenz
behavior
fluid
j.ijheatmasstransfer
increase
equation
reynolds
transportation
considering
j.molliq
simulation
dependent
lorentz
fraction
Tahun:
2019
Bahasa:
english
Fail:
PDF, 226.96 MB
Tag anda:
0
/
0
english, 2019
3
Nanofluids: Mathematical, Numerical, and Experimental Analysis
Academic Press
Mohammad Hatami
,
Dengwei Jing
nanofluids
thermal
nanofluid
method
temperature
analysis
nanoparticles
particle
equations
fluid
boundary
nanoparticle
figure
volume
velocity
nfs
transfer
numerical
ϕ
conductivity
effect
magnetic
fraction
experimental
function
presented
ρf
ρnf
surface
nusselt
particles
equation
brownian
values
eqs
obtained
ð1
solution
coefficient
μnf
wavy
parameters
viscosity
average
tio2
cavity
defined
solar
ηn
porous
Tahun:
2020
Bahasa:
english
Fail:
PDF, 15.72 MB
Tag anda:
0
/
0
english, 2020
4
Application of Nonlinear Systems in Nanomechanics and Nanofluids: Analytical Methods and Applications
William Andrew
Davood Domairry Ganji
,
Sayyid Habibollah Hashemi Kachapi
nanofluid
figure
boundary
transfer
equation
ðηþ
equations
temperature
nonlinear
ð1
fluid
nanoparticles
solution
method
velocity
thermal
values
parameter
volume
pþ
ϕ
stretching
numerical
layer
fraction
effects
convection
ð0þ
nusselt
effect
nanofluids
nanoparticle
frequency
increases
increase
surface
analysis
mass
differential
function
swcnt
porous
θ0
magnetic
deformation
coefficient
hpm
conductivity
al2o3
rippling
Tahun:
2015
Bahasa:
english
Fail:
PDF, 32.58 MB
Tag anda:
0
/
0
english, 2015
1
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