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FoulingofHeat Exchangers
by T. R. Bott
• ISBN: 0444821864
• Pub. Date: April 1995
• Publisher: Elsevier Science & Technology Books
PREFACE
There are many textbooks devoted to heat transfer and the design ofheat
exchangers ranging from the extreme theoretical to the very practical. The
purpose of these publications is to provide improved understanding of the science
and to give guidance on the design and operation of process heat exchangers. In
many of these texts the problem of the accumulation of deposits on heat transfer
surfaces is ignored or at best, dealt with through the traditional fouling resistance.
It is common knowledge that this approach is severely limited and inaccurate and
may lead to gross errors in design. Furthermore the very arbitrary choice of
fouling resistance more than offsets the accuracy of correlations and sophisticated
methods, for the application of fundamental heat transfer knowledge.
Little attention was paid to the heat exchanger fouling and the associated
inefficiencies ofheat exchanger operation till the so-called "oil crisis" of the 1970s,
when it became vital to make efficient use of available energy. Heat exchanger
fouling of course reduces the opportunity for heat recovery with its attendant
effect on primary energy demands. Since the oil crisis there has been a modest
interest in obtaining knowledge regarding all aspects ofheat exchanger fouling, but
the investment is nowhere near as large as in the field ofheat transfer as a whole.
Although books have appeared from time to time since the 1970s, addressing
the question ofheat exchanger fouling, they are largely based on conferences and
meetings so that there is a general lack of continuity. The purpose of this book
therefore, is to present a comprehensive appraisal of current knowledge in all
aspects ofheat exchanger fouling including fundamental science, mathematical
models such as they are, and aspects of the practical approach to deal with the
problem offouling through design and operation ofheat exchangers. The
techniques of on and off-line cleaning ofheat exchangers to restore efficiency are
also described in some detail.
The philosophy of the book is to provide a wide range of data in support of the
basic concepts associated with heat exchanger fouling, but written in such a way
that the non-mathematical novice as well as the expert, may find the text of
interest.
T.R. Bott
December 1994
oo
vii
ACKNOWLEDGEMENTS
The author wishes to record his sincere gratitude for the skill, dedication
and persistence of Jayne Olden, without which this book would never have been
completed.
All the diagrams and figures in this book were drawn by Pauline Hill and
her considerable effort is acknowledged.
ix
NOMENCLATURE
Note: In the use of equations it will be necessary to use consistent units unless
otherwise stated
Area or area for heat transfer
A~ Constant
A n
Hamaker constant
a+, ao aD, ar
Vector switches associated with the dimensionless deposition
parameters N I,
N o N o
and N r respectively
B
Correction term Equation 12.28
C Circulation rate
C
Cunningham coefficient or a constant
c Concentration
cb
C m
Concentration in bulk blowdown water
Concentration in make up water
cp Specific heat
%
c~
Specific heatof solid
Concentration of cells in suspension
D
Diffusion coefficient or dimensionless grouping as described by
Equation 10.50
D c Collector diameter
d
Diffusion coefficient for particles
Diameter
E
Activation energy or dimensionless grouping as described by
Equation 10.49
Fouling ofHeat Exchangers
Eo
F
Eddy diffusivity
Shear force
F~
Adhesion parameter
F~
Repulsion force
FS
Slagging index
F.
Van der Waals force
f
Friction factor
f~
Ball frequency (Balls/h)
Lifshitz - van der Waals constant
K
Transfer coefficient or Constant
x~
Mass transfer coefficient of species A
x~
Deposition coefficient
x.
Mass transfer coefficient allowing for sticking probability
Mass transfer coefficient
Mass transfer coefficient of macro-molecules
xo
Constant in Equation 10.31
X,o
Solubility product
x,
Transport coefficient
Kt
*
Dimensionless transport coefficient
k~
Rate constants Equation 12.10
Rate constant
Length
t.
Characteristic length
M
Mass flow rate
M*
Asymptotic deposit mass
Nomenclature
xi
m~
m
Mass offouling deposit
Mass
N
Dimensionless deposition parameter (Equation 7.40)
N~
Mass flux of cells
Dimensionless interception deposition parameter
Dimensionless diffusion deposition parameter or mass flux away
from reaction zone
N,
Dimensionless impaction deposition parameter
N~
N~
N~
Mass flux of macro-molecules
Mass flux of reactants or precursors
Dimensionless thermophoresis deposition parameter
Particle number density
Integer on concentration factor
P
Sticking probability
e,
Po
P~
Probability of scale formation
Sticking probability for impacting mechanisms
Sticking probability for non-impacting mechanisms
Overall sticking probability
P
Pressure
Ap
O
Pressure drop
Rate ofheat transfer
Heat flux
R
Universal gas constant or parameter defined in Equation 9.14
Fouling resistance or Fouling potential (see Chapter 16)
Overall fouling resistance
Fouling resistance at time t
o~
Xll
Fouling ofHeat Exchangers
a,
R T
R|
Slagging propensity
Total resistance to heat transfer
Asymptotic fouling resistance
t"
Radius
Rate of oxygen supply
r~
Rate of corrosion
Rate of oxygen supply
Stopping distance or parameter defined by Equation 9.13
SR
Silica ratio
Temperature
L
Cloud point temperature
Tcv
Temperature of critical viscosity
rl
r,
t
Freezing temperature
Pour point temperature
Time
Induction time
U
Average ball circulation time
Electrophoretic mobility of charged particles
Overall heat transfer coefficient for clean conditions
Overall heat transfer coefficient for fouled conditions
Velocity
U o
Initial velocity or velocity in the absence of thermophoresis
//r
U T
Radial velocity
Stokes terminal velocity
/At
Velocity due to thermophoresis
Nomenclature
xiii
U*
f,
Friction velocity
Mean particle volume
V
Volumetric flow
v,
Energy associated with double layers
Total energy of adsorption
Energy associated with van der Waals forces
Electrophoretic mobility
X
Number of cells per unit area
Number of cells to cover completely unit area
Thickness or distance
Subscripts
Av
Average
Bulk
B~o
Biomass
C
Cold or clean
Critical
Crystal face
f
Foulant, or freezing
g
Gas or growth
H Hot
Impact
Induction, or initiation, or interference or inside
/n
Inhibitory
irr
Irreversible
xiv
Fouling ofHeat Exchangers
m Mean, or metal
max Maximum
P
Particle or sticking probability
p Pressure
rev Reversible
Scale, surface or solid, saturation
t Time
w Wall or surface
x~ Adsorbed cells
Asymptotic or infinite
Dimensionless numbers
Re = dvp Reynolds number
r/
Pr = cp ~ Prandtl number
St =~ Stanton number
17vc p
ad
Nu = Nusselt number
Sc = r/ Schmidt number
pO
Sh = KI. Sherwood number
D
Bi = a/~ Biot number
2
Nomenclature
xv
Greek
a
P
r/o
~tot
P
2"*
.(2
Heat transfer coefficient
Time constant
Distance over which diffusion takes place
Induced EMF
Viscosity
Particle collection efficiency
Combined collection efficiency for non-impacting mechanisms
Overall particle collection efficiency
Fraction of surface
Thermal conductivity
Thermal conductivity of foulant deposit
Thermal conductivity of scale
Kinematic viscosity
Dimensionless group described by Equation 10.48
Density
Foulant density
Shear stress or particle relaxation time
Dimensionless particle relaxation time
Rate of deposition
Particle flux
Particle volume
Particle volume function (see Equation 7.45)
Rate of removal
Scale strength factor
Water quality factor
[...]... means of estimating the required heat transfer area, i.e A= Q (2.16) The choice of the individual fouling resistances for the calculation of Uo can have a marked influence on the size of the heat exchanger and hence the capital cost For a heat exchanger transferring heat from one liquid to another with the individual liquid heat transfer coefficients of 2150 and 2940 W/mZK and foulingFoulingof Heat. .. effects offouling may be made on this basis [Bott and Walker 1971 ] Change in = Change due to heat transfer thermal coefficient resistance of foulant + Change due to roughness of foulant + Change due to change in Re caused by the presence of the foulant (4.6) The purpose of any fouling model is to assist the designer or indeed the operator ofheatexchangers, to make an assessment of the impact of fouling. .. the cost offouling were mentioned It is the purpose of this chapter to give more detail in respect of these costs Attempts have been made to make estimates of the overall costs offouling in terms of particular processes or in particular countries In a very extensive study of refinery fouling costs published in 1981 [van Nostrand et al 1981] a typical figure was given as being of the order of $107... this will constitute a loss of output that, if the remainder of the equipment is running to capacity still represents a loss of profit and a reduced contribution to the overall costs of the particular site The consequences of enforced shutdown due to the effects offouling are of course much more expensive in terms of output Much depends on a recognition of the potential fouling at the design stage... COST OF REMEDIAL ACTION The use of additives to eliminate or reduce the effects offouling has already been mentioned An example of the effectiveness of an antifoulant on the preheat stream of a crude oil distillation unit has been described [van Nostrand et al 1981 ] These data show that considerable mitigation of the fouling can be achieved by this method Fig 3.1 demonstrates the fall off in heat. .. CONCLUDING COMMENTS ON THE COST OFFOULING A number of contributions to the cost offouling have been identified, however some of the costs will remain hidden Although the cost of cleaning and loss of production may be recognised and properly assessed, some of the associated costs may not be attributed directly to the fouling problem For instance the cost of additional maintenance of ancillary equipment such... eds Fouling Mechanisms - Theoretical and Practical Aspects Editions Europ6ennes Thermique et Industrie, Paris 22 Fouling of Heat Exchangers Cudett, P.L and Impagliazzo, A.M., 1981, The impact of condenser tube fouling on power plant design and enconomics, in: Chenoweth, J.M and Impagliazzo, A.M eds Fouling in Heat Exchange Equipment HTD, Vol 17, ASME Garrett-Price, B.A et al, 1985, Fouling of Heat Exchangers,. .. and Operation of 13 269 Heat Exchangers to Minimise Fouling 14 The Use of Additives to Mitigate Fouling 287 15 Heat Exchanger Cleaning 357 Fouling Assessment and Mitigation in Some Common 16 409 Industrial Processes 17 Obtaining Data 479 Index 517 CHAPTER 1 Introduction The accumulation of unwanted deposits on the surfaces of heat exchangers is usually referred to as fouling The presence of these deposits... 1988, Fouling of heat transfer surfaces: an historical review 25th Nat Heat Trans Conf ASME Houston CHAPTER 2 Basic Principles The accumulation of deposits on the surfaces of a heat exchanger increases the overall resistance to heat flow Fig 2.1 illustrates how the temperature distribution is affected by the presence of the individual fouling layers FIGURE 2.1 Temperature distribution across fouled heat. .. the other hand relatively little consideration has been given to the problem of surface fouling in heat exchangers A review [Somerscales 1988] that traces the history of heat exchanger fouling suggests four epochs in the development of an understanding of the problem offouling The chronology follows in general, the development of science and measurement techniques over the same timescale In the first . practical approach to deal with the problem of fouling through design and operation of heat exchangers. The techniques of on and off-line cleaning of heat exchangers to restore efficiency are. problem of surface fouling in heat exchangers. A review [Somerscales 1988] that traces the history of heat exchanger fouling suggests four epochs in the development of an understanding of the. o~ Xll Fouling of Heat Exchangers a, R T R| Slagging propensity Total resistance to heat transfer Asymptotic fouling resistance t" Radius Rate of oxygen supply r~ Rate of corrosion