STEADY STATE THERMAL ANALYSIS OF HEAT SINK WITH FINS … · 2017. 5. 22. · [8] Abhay Sehgal,...
Transcript of STEADY STATE THERMAL ANALYSIS OF HEAT SINK WITH FINS … · 2017. 5. 22. · [8] Abhay Sehgal,...
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International Journal of Mechanical Engineering and Technology (IJMET) Volume 8, Issue 5, May 2017, pp. 196–206 Article ID: IJMET_08_05_019
Available online at http:// http://www.iaeme.com/ijmet/issues.asp?JType=IJMET&VType=8&IType=5
ISSN Print: 0976-6340 and ISSN Online: 0976-6359
© IAEME Publication Scopus Indexed
STEADY STATE THERMAL ANALYSIS OF HEAT
SINK WITH FINS OF DIFFERENT GEOMETRY
V Naga Raju, P. Sivakumar
Asst. Professors, Dept. of Mechanical Engineering,
K L University, Vaddeswaram, Andhra Pradesh
K Lakshmi Narayana, A Srujan, K Mallikarjun, G Krishna Dept. of Mechanical Engineering,
K L University, Vaddeswaram, Andhra Pradesh, 522502
ABSTRACT
Finned Heat Sinks are used to cool power Electronic Components .We analyzed the
effect of Pin-fin Shapes on performance of Heat Sink in this Paper. We had Performed
Steady State Thermal Analysis on different types of fins they were Rectangular fins,
Circular fins, Triangular fins, and Interrupted Rectangular fins. We had determined
Temperature Distribution, Total Heat flux, directional heat flux.
Key words: Heat Sink, Steady State Thermal Analysis.
Cite this Article: V Naga Raju, P.Sivakumar, K Lakshmi Narayana, A Srujan, K
Mallikarjun and G Krishna, Steady State Thermal Analysis of Heat Sink with Fins of
Different Geometry, International Journal of Mechanical Engineering and Technology,
8(5), 2017, pp. 196-206.
http:// http://www.iaeme.com/ijmet/issues.asp?JType=IJMET&VType=8&IType=5
1. INTRODUCTION
Heat Sink gives excess heat a place to go. Appropriately sized heat sinks maintain the
semiconductor junction temperature at or lower than the maximum allowable temperature. Heat
Sink is used in a place where the elements turn out heat.
The elements that turn out the most heat is the Processor. (CPU) and GPU in your computer.
Heat Sinks are conventionally used in various industrial purposes to cool electronic, Power
electronic, telecommunication and automotive elements, those elements might be either high
power semi conductor devices, audio amplifiers, microcontrollers and micro processors. Other
elements that may have heat sink include the north bridge, south bridge, and the memory. It is also
V Naga Raju, P.Sivakumar, K Lakshmi Narayana, A Srujan, K Mallikarjun and G Krishna
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not the unconventional to also find fins to help Cool other expansion cards and hard drives in the
computer.
Without heat sinks, modern Computers could not read at that speed as they do. But what
accurately is a heat sink and how does it work? Just put, a heat sink in an object that disperses heat
from another object. They're most frequently used in computers, but are also found in Mobiles and
Disc players and even refrigerators. In a Computer heat sink is used as a connection for the chip
to prevent producing more amount of heat.
2. OBJECTIVES OF PRESENT WORK
To design heat sink by varying geometry such as rectangular, circular, triangular, interrupted
rectangular fins. To determine Steady state thermal properties of different geometries. Finally
compare the results of heat transfer by fins.
3. ANALYSIS BY ANSYS
The ANSYS Multi physics, ANSYS Mechanical, ANSYS FLOTRAN, and ANSYS Professional
products support steady- state thermal analysis. A Steady -state thermal analysis calculate the
effects of steady thermal loads on a system or component. Analyst often performs a steady state
analysis before performing a transient analysis, to help establish initial condition.
Modeling details
Analysis
Steady state thermal analysis to determine temperature distribution, total heat flux and directional
heat fluxes of heat sink with rectangular fin, circular fin, interrupted rectangular fin and triangular
fin bodies that are caused by thermal loads that do not vary over time.
Build Geometry
Construct a three dimensional representation of the heat sink with rectangular fin, circular fin,
triangular fin and interrupted rectangular fin as shown in fig 1,2,3,4. It is assumed that all the fins
have similar dimensions. Same thermal Conductivity, Same Material, Same base temperature.
Generate Mesh: At this point ANSYS understand the makeup of the part. Now the modeled
system should be broken down in to finite pieces.
4. DESIGN
Figure 1 Rectangular fin heat sink
Steady State Thermal Analysis of Heat Sink with Fins of Different Geometry
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Figure 2 Circular fin heat sink
Figure 3 Triangular fin heat sink
Figure 4 Interrupted Rectangular fin Heat sink
V Naga Raju, P.Sivakumar, K Lakshmi Narayana, A Srujan, K Mallikarjun and G Krishna
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5. MESHING
Figure 5 Meshing of Rectangular fin heat sink
Figure 6 Meshing of Circular fin heat sink
Figure 7 Meshing of Triangular fin heat sink
Steady State Thermal Analysis of Heat Sink with Fins of Different Geometry
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Figure 8 Meshing of Interrupted Rectangular fin heat sink
6. OBTAIN THE SOLUTION
6.1. Temperature distribution
Figure 9 Rectangular fin heat sink
The above shown figure represents the temperature distribution through rectangular fins. The
maximum temperature distribution is 59.784 degree Celsius and the minimum temperature
distribution is 54.262 degree Celsius.
Figure 10 Circular fin heat sink
V Naga Raju, P.Sivakumar, K Lakshmi Narayana, A Srujan, K Mallikarjun and G Krishna
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The above shown figure represents the temperature distribution through circular fins. The
maximum temperature distribution is 103.75 degree Celsius and the minimum temperature
distribution is 96.744 degree Celsius.
Figure 11 Triangular fin heat sink
The above shown figure represents the temperature distribution through Triangular fins. The
maximum temperature distribution is 88.383 degree Celsius and the minimum temperature
distribution is 83.357 degree Celsius.
Figure 12 Interrupted rectangular fin heat sink
The above shown figure represents the temperature distribution through interrupted rectangular
fins. The maximum temperature distribution is 70.263 degree Celsius and the minimum
temperature distribution is 63.039 degree Celsius.
Steady State Thermal Analysis of Heat Sink with Fins of Different Geometry
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6.2. Total Heat Flux
Figure 13 Rectangular fin heat sink
The above shown figure represents the total heat flux through Rectangular fins. The maximum
total heat flux is 0.019343 W/mm2 and the minimum total heat flux is 0.00038766 W/mm2.
Figure 14 Circular fin heat sink
The above shown figure represents the total heat flux through Circular fins. The maximum
total heat flux is 0.023847 W/mm2 and the minimum total heat flux is 0.00029706 W/mm2.
V Naga Raju, P.Sivakumar, K Lakshmi Narayana, A Srujan, K Mallikarjun and G Krishna
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Figure 15 Triangular fin heat sink
The above shown figure represents the total heat flux through Circular fins. The maximum
total heat flux is 0.010948W/mm2 and the minimum total heat flux is 0.00031486 W/mm2.
Figure 16 Interrupted Rectangular fin heat sink.
The above shown figure represents the total heat flux through Interrupted Rectangular fins.
The maximum total heat flux is 0.026785 W/mm2 and the minimum total heat flux is 0.00021257
W/mm2.
Steady State Thermal Analysis of Heat Sink with Fins of Different Geometry
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6.3. Direction of Heat Flux
Figure 17 Rectangular fin heat sink
The above shown figure represents the directional heat flux through Rectangular fins. The
maximum directional heat flux is 0.0067585 W/mm2 and the minimum directional heat flux is -
0.007433 W/mm2.
Figure 18 Circular fin heat sink
The above shown figure represents the directional heat flux through Circular fins. The
maximum directional heat flux is 0.0089949 W/mm2 and the minimum directional heat flux is -
0.013096 W/mm2.
Figure 19 Triangular fin heat sink
V Naga Raju, P.Sivakumar, K Lakshmi Narayana, A Srujan, K Mallikarjun and G Krishna
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The above shown figure represents the directional heat flux through Triangular fins. The
maximum directional heat flux is 0.006465 W/mm2 and the minimum directional heat flux is -
0.005803 W/mm2.
Figure 20 Interrupted Rectangular fin heat sink
The above shown figure represents the directional heat flux through Interrupted Rectangular
fins. The maximum directional heat flux is 0.0086222 W/mm2 and the minimum directional heat
flux is -0.0093937 W/mm2.
7. RESULTS & DISCUSSION
Table 1 Rectangular fin heat sink
Min Max
Temperature 54.262 59.784
Total Heat flux 0.00038766 0.019343
Directional heat flux -0.007433 0.006785
Table 2 Circular fin heat sink
Min Max
Temperature 96.744 103.75
Total Heat flux 0.00029706 0.023847
Directional heat flux -0.013096 0.0089949
Table 3 Triangular fin heat sink
Min Max
Temperature 83.357 88.383
Total Heat flux 0.00031486 0.010948
Directional heat flux -0.005803 0.0064657
Table 4 Interrupted Rectangular fin heat sink
Min Max
Temperature 63.039 70.263
Total Heat flux 0.00021257 0.026785
Directional heat flux 0.013096 0.0089949
Steady State Thermal Analysis of Heat Sink with Fins of Different Geometry
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8. CONCLUSION
In Present work, a heat sink with Rectangular fin, Circular fin, Triangular fin and Interrupted
Rectangular fin bodies are modeled and steady state thermal analysis is done by using solid works
and ANSYS. These fins are used for cooling electronic elements. By observing the thermal
analysis results, Total Heat flux is more for Interrupted Rectangular fin than other Rectangular fin,
Circular fin and Triangular fin.
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