Heat
exchangers are mechanical components which are used to transfer heat from fluid
with high temperature to the fluid with low temperature. This process of heat
exchange between the fluids happens due to the phenomena’s called thermal
conduction and thermal convection (Bari 2015). Heat exchanger transfer heat by
first absorbing the heat from fluid with high temperature through the process
of convection, then transferring it to the other side having fluid with low
temperature through the process called conduction and then finally transferring
it to the fluid with low temperature through the process called convection
(Vendat 2000).
Figure 1 working of spiral heat exchanger
(Vendat 2000)
Heat
exchangers are used in all those applications where heat is needed to be
absorbed from the environment or rejected to the environment. Some examples of
heat exchangers are domestic water heater which absorb heat from its high
temperature surrounding (high temperature of surrounding is due to burning of
fossil fuel) and exchange it with the low temperature water (Vendat 2000).
Other example of heat exchanger is heat rejected into atmosphere by the vehicle
engine where heat exchanger is a fin type heat exchanger which absorb heat of
combustion from the engine and deliver it to the surrounding air (Bari 2015).
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)
Figure 2 domestic water heater
(Bari 2015)
One
of the applications of heat exchanger is the recovery of heat from any
industrial or domestic heat source where a lot of heat is being rejected into
the environment (Bari 2015). This setup of utilizing the wasted heat is called
waste heat recovery system and it is only possible by the use of heat
exchanger. Heat exchanger makes use of high temperature fluid coming out of any
process as a waste fluid and absorbs its heat (Vendat 2000). Then that
particular heat is utilized for any process required for example heating the
incoming raw material. As shown in the example below the exhaust coming out of
the gas turbine is being utilized by the heat exchanger to heat water convert
it into steam. Similar to this the heat exchanger can be utilized in any waster
heat recovery system.
![](data:image/png;base64,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)
Figure 3 waste heat recovery system
(Bari 2015)
Heat
exchangers are devices used to transfer heat between two mediums of different
temperature. There are different types of heat exchangers and their performance
depends upon different parameters. Some of the parameters are (Vendat 2000)
Type
of flow in spiral heat exchanger
Type of flow include laminar and
turbulent.in laminar flow particles moves in a straight line and do not change
their position because of which less heat transfer take place. Turbulent flow
occurs when Reynolds number exceed above 2000.in this type of flow every
particle of medium flow randomly due to which high heat transfer take place.
Parallel
and counter flow spiral heat exchanger
When both fluids flow parallel to each
other initially temperature difference is high but as the fluid flow
temperature difference decreases due to which lees heat is tranfered.on
contrary in counter flow there is greater temperature difference between two
mediums because of which more heat is transferred
Material of spiral heat exchanger
Different materials have different
thermal conductivity. Higher the thermal conductivity higher will be the heat
transfer and vice versa. Spiral
heat exchanger consists of two parallel plates folded in spiral shape. Hot
fluid enters from the centre and exit at the periphery while cold fluid enters
from the periphery and exit from the centre. From one of the study it is
concluded that heat transfer rate (HTR) of spiral heat exchanger is more than
other type of heat exchanger. More heat transfer take place due to greater
contact area (Jamshid Khorshidi 2016).
Material Selection for
Spiral Heat Exchanger
In
the case of heat exchanger from all the factors involve in heat exchanger
design two factors, one the fluid which is being used as a medium in heat
exchanger and second the material from which the heat exchanger is manufactured
are the most important of all. Both of
these factors decide the working, performance, efficiency and amount of the
heat that a heat exchanger can transfer. So the first phase in design of a
spiral heat exchanger is the selection of material for the structure of the
heat exchanger (Jamshid Khorshidi 2016). Material used
in the manufacturing of spiral heat exchanger will define the strength of
spiral heat exchanger, thermal conductivity of spiral heat exchanger, eight of
spiral heat exchanger and cost of manufacturing of spiral heat exchanger.
Selection of material is very critical for the effective working of the heat
exchanger so that’s why the proper selection process has to be established for
this process. The selection process of the spiral heat exchanger material will
consist of number of properties or the requirements which a material should
fulfil in order to design an effective spiral heat exchanger.
Following
is the list of mechanical properties which material should have in order to get
selected (Jamshid Khorshidi 2016)
High
conductivity
Material
selected for the job should have high conductivity in terms of heat and energy
so that maximum heat can be transfer between fluids. The role of material in
transfer of heat in spiral heat exchanger is very important. Material absorbed
heat from hot fluid using convective heat transfer coefficient between material
and fluid. Heat absorbed from fluid is then transfer between two sides of
material using conduction and the again between material and fluid using
convection. All this mechanism of heat transfer in spiral heat exchanger is
depending on the material conductivity. Higher the conductivity of material
higher will be the performance and higher will be the heat transfer in spiral
heat exchanger for a given temperature difference (Kothandaraman, 2006).
Strength
Temperature
produce stresses in material which can cause leakage in spiral heat exchanger
so material should have good strength. The spiral heat exchanger will be under
stress during its operation. This stress can be due to the pressure of the
fluid which is moving inside the spiral of the spiral heat exchanger. The
stress can also be due to the high temperature of hot fluid, the thermal stresses
in material. During heat exchanger the cold fluid will gain heat due to which
it can expand inside spiral heat exchanger. This thermal expansion of cold
fluid cause stresses in walls of spiral heat exchanger. So the material
selected for the manufacturing of spiral heat exchanger should have high
strength to resist the stress produce in spiral heat exchanger (Kothandaraman,
2006).
Density
Density
of the selected material should be low to keep the weight of the spiral heat
exchanger low. Density of material is defined as the mass per unit volume of
the material. Greater the density of material from which spiral heat exchanger
is manufactured greater will be the mass per unit volume and thus greater will
be the weight of the spiral heat exchanger. Material with greater density will
be difficult to handle and maintain, so material with the lowest density
possible should be selected for the spiral heat exchanger (Kothandaraman, 2006).
Thermal
Expansion
Material
natural response to heat is the expansion of material in all directions. This
expansion of material during heating is called thermal expansion. In spiral
heat exchanger the thermal expansion of material can cause distortion in
complicated design and can make the entire setup useless. Material with low thermal
expansion is recommended for manufacturing of spiral heat exchanger as it will
have lower thermal stress which makes it secure and safe to use.
Environmental
effect
Material
for the manufacturing of spiral heat exchanger should be selected after considering
the environmental effect of all shortlisted materials available for the
manufacturing of spiral heat exchanger. Material selected for heat exchanger
should not affect environment in any aspect which include working,
manufacturing and disposal. Material should neither react chemically with the
working fluids of spiral heat exchanger nor should it react with the
surrounding environment elements of spiral heat exchanger (Kothandaraman,
2006).
Manufacturing
Material
selected for heat exchanger should be easy to manufacture and can be
manufactures using traditional machines. Material should have excellent
machinability (material should be easy to machine into required shape of spiral
heat exchanger and weldability (material should allow the welding of any required
component of spiral heat exchanger). Other than this the material of the spiral
heat exchanger should have excelled surface texture and good support for paint
jobs.
Cost
Material
selected for heat exchanger should be a cost effective option in terms of every
aspect like material cost, availability, manufacturing cost and disposal cost.
Lower material cost means the raw material required for the manufacturing of
spiral heat exchanger will be cheap which means less cost of final product.
Less manufacturing cost of spiral heat exchanger means less initial investment
is required and less final product cost (Kothandaraman, 2006).
Material
Mechanical and Thermal Properties
Based
on the above discussion on the material mechanical and thermal properties required
for the spiral heat exchanger, below is list of mechanical and thermal
properties which the selected material for further process of spiral heat
exchanger should have (Kothandaraman, 2006).
1. High
Thermal Conductivity
2. Lower
Thermal expansion
3. High
Strength (Yield Strength)
4. Low
Material Density
5. Machinability
6. Weldability
7. Environmental
Aspects
8. Cost
Based
on the information obtain from the literature review of different spiral heat
exchanger following are the materials
recommended for the manufacturing of the spiral heat exchanger as they all are
excelled in the mechanical and thermal properties required for the spiral heat
exchanger.
1. Copper
2. Aluminum
3. Cast
Iron
4. Stainless
Steel
Properties |
Copper |
Aluminum
6061 T6 |
Cast
Iron |
Stainless
Steel |
Conductivity W/mK |
385 |
205 |
80 |
50 |
Expansion per C * 10^-6 |
17 |
24 |
12 |
13 |
Strength MPa |
80 |
218 |
276 |
300 |
Density Kg/m^3 |
8960 |
2800 |
7874 |
8000 |
Machinability |
Excellent |
Good |
Satisfactory |
Good |
Weldability |
Satisfactory |
Good |
Poor |
Excellent |
Cost |
High |
High |
Low |
Moderate |
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