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International Journal of Engineering and Techniques - Volume 2 Issue 6, Nov – Dec 2016
ISSN: 2395-1303 http://www.ijetjournal.org Page 178
DESIGN MODIFICATION AND ANALYSIS OF V6 ENGINE
MOUNTING BRACKET
A.Harish1
and Dr.N.Venkatachalapathi2
1
PG Student, Machine design, Department of mechanical engineering, AITS, Rajampet
2
Professor &Head, Department of mechanical engineering, AITS, Rajampet
I.INTRODUCTION:
The enhancing of engine bracket system
has been the subject of interest for many years for
the researchers. The main function of an engine
mounting bracket is to properly balance the power
pack on the vehicle chassis for good motion control
as well as good isolation[1-2].In an automotive
vehicle such as bus, the engine rests on brackets
which are connected to the main-frame or the
skeleton of the Vehicle. Hence, during its function
the undesired vibrations produced by the engine
and roughness of the road will be transferred to the
frame of the vehicle through the brackets [3] and
which may leads to the discomfort to the
commuter(s) or even generate the cracks in the
chassis. It is necessary to design proper engine
bracket for a bus. As such, engine bracket has been
designed as a framework to support engine.
Vibrations and fatigue of engine bracket leads to
structural failure if the resulting vibrations and
stresses are severe and excessive. Prolonged
exposure to whole-body vibration in the working
environment may lead to fatigue and in some cases
it damages the vehicle.
Generally, the most important vibration
relevant excitations in an engine can be identified
as follows:- combustion force; main bearing
reaction forces including mass forces damper
function and flywheel whirling, modified by the
front-end damper; piston side forces including
secondary motion; camshaft bearing reaction forces
including mass forces, opening and closing impacts
and bearing impacts; valve opening and closing
impacts; valve train forces caused by chain/belt
movement or gear drive; gear train forces inside the
transmission; drive train reaction forces and
moments[4-8]. There are two major problems that
engineers must deal with when it comes to
vibration isolation. The first problem is force
isolation, which is frequently encountered in
rotating or reciprocating machinery with
unbalanced masses. The main objective in this
problem is to minimize the force transmitted from
the machine to the supporting foundation [9].
The second problem is motion isolation.
This is broadly achieved by mounting equipment
on a resilient support or an isolator such that the
natural frequency of the equipment-support system
is lower than the frequency of the incoming
vibrations to be isolated. The natural frequency of
the mounting system should be lower than the
engine disturbance frequency to avoid the
excitation of the mounting system resonance. This
will ensure a low transmissibility. In diesel engines
the engine mounting is one of the major problems.
Due to the Un-throttled condition, and higher
compression ratio of the diesel engine, the speed
irregularities particularly at low Speed and Low
load conditions and are significantly higher than
gasoline engines. By optimizing the thickness and
shape of major mounting points made it possible to
design a vehicle with optimized weight and
RESEARCH ARTICLE OPEN ACCESS
Abstract:
Engine is one of the most significant component of road vehicles. High performance vehicles have their
engine supported by bracket. The engine mounting plays an important role in reducing the noise and vibrations, improving the
comfort and work environment of a vehicle. The present work deals with design modification of engine mounting bracket.
Modelling work has been carried out with commercial desktop CAD software and analyzed the modal performance with
Analysis software. Ribs has been adopted to the existing mounting bracket for its better performance structural, thermal and
modal analysis has been carried out with analysis software. Aluminium alloy, aluminium silicon carbide and magnesium alloy
are considered as the different materials of mounting bracket. Based on the analysis it is found that the aluminium silicon
carbide is superior suited for the modified V6 engine mounting bracket.
Keywords — Engine Mounting Bracket, Modelling, Structural, Thermal and Modal Analysis.
International Journal of Engineering and Techniques - Volume 2 Issue 6, Nov – Dec 2016
ISSN: 2395-1303 http://www.ijetjournal.org Page 179
performance at initial designing stages [10].
Studies shows that the brackets saved 38% mass
(0.86 kg the expected and resultant benefit is
different for each application. Range of savings are
20% to 38% in the authors’ experience to 0.53kg)
[11]. Engine induced vibrations may be divided
into two main categories: (a) low-frequency
vibrations, in which the rigid body motion modes
are engaged, and (b)high-frequency vibrations, in
which structure-borne noises may alter the
passenger’s comfort. Almost all research performed
so far in the field of optimal isolation of the engine-
induced vibration has been restricted to the first
category [12-15].
II.MATERIAL SELECTION:
Generally the engine mounting bracket is
made up of Steel, Aluminium Alloy, Cast Iron and
Rubber Elastomers. It is also observed that the
usage of Grey Cast Iron is very recommendable to
the present day requirements and also the usage of
the steel although give the greater stability to the
Product but gives a very heavy weight to the
product. It is also made to know that the usage of
the Aluminium Silicon Carbide (AlSiC) materials
give the greater stability to the component. This
paper gives the detailed analysis about the
applicability of AlSiC Composite Material in
comparison with that of the Aluminium Alloy and
Magnesium alloy. The materials properties of these
alternatives are shown in table1.
Table 1: MATERIAL PROPERTIES
III.PROPOSED METHODOLOGY:
The purpose of engine mounting bracket is
to support the engine and sustain the vibrations
caused by engine as well as bumps from tires due
to uneven road surfaces. The key areas for
modification are identified such as ribs in the
mounting bracket. The 3-Dimensional model of
engine mounting bracket is prepared. The existing
model of engine mounting bracket compare to the
modified model is done and analysis is carried out
using Analysis software.
IV.OBJECTIVE:
To carry out the structural, thermal and
modal analysis for finding the stresses,
deformation, heat flux& mode shapes and
Frequency response analysis to analyze the
response of the structure in terms of displacements
and stresses for different models.
V.MODELLING OF ENGINE MOUNTING
BRACKET:
Computer Aided Design (CAD) has
become more popular, reverse engineering has
become a viable method to create a 3D virtual
model of an existing physical part for use in 3D
CAD, CAM, CAE or other software. The reverse
engineering process involves measuring an object
and then reconstructing it as a 3D model. The
physical object can be measured by using 3D
scanning and manual measuring.CATIA (Computer
Aided Three dimensional Interactive Application)
is a one of the world's leading high end software
package. CATIA is a multi-platform commercial
software suite developed by Dassault Systems and
marketed world-wide by IBM.CATIA is written in
the C++ programming language. By using the
CATIA V5 Software modelling work of engine
mount bracket is done.
Fig. 1.Existing Model -Without Ribs
Fig. 2.Modified Model- Ribs on Inner and Outer
body
Name of
the
Material
Density
(kg/m3
)
Young’s
modulus
(MPa)
Poisson’s
ratio
Aluminium
alloy
2770 71000 0.33
Aluminium
Silicon
Carbide
2880 11500 0.30
Magnesium
alloy
1800 45000 0.35
International Journal of Engineering and Techniques
ISSN: 2395-1303
VI.ANALYSIS OF ENGINE MOUNTING
BRACKET:
Finite element analysis (FEA) is one of the
most popular engineering analysis methods for
Non-linear problems.FEA requires a finite element
mesh as a geometric input. This mesh can be
generated directly from a solid model for the
detailed part model designed in a three-
(3D) CAD system. The importance of the mesh
in the whole process of analysis is very important
from the point of result implementation. By size
and shape of the meshing accurate results can carry
out. By using selected material properties to
analyze the original and modified Engine Mounting
Bracket as follows.
6.1. STRUCTURAL ANALYSIS:
Structural analysis is probably the most
common application of the finite element method
as it implies bridges and buildings, naval,
aeronautical, and mechanical structures such as
ship hulls, aircraft bodies, and machine housings,
as well as mechanical components such as pistons,
machine parts, and tools. The structural analysis
done at different Models using different materials
Aluminum Alloy, Magnesium Alloy, Aluminum
Silicon Carbide respectively.
MAGNISIUM ALLOY WITH OUT RIBS
Fig.3.Total Deformation
Fig.4. Equivalent Stress
Journal of Engineering and Techniques - Volume 2 Issue 6, Nov
1303 http://www.ijetjournal.org
ANALYSIS OF ENGINE MOUNTING
Finite element analysis (FEA) is one of the
analysis methods for
linear problems.FEA requires a finite element
mesh as a geometric input. This mesh can be
generated directly from a solid model for the
-dimensional
(3D) CAD system. The importance of the meshing
in the whole process of analysis is very important
from the point of result implementation. By size
and shape of the meshing accurate results can carry
By using selected material properties to
Engine Mounting
Structural analysis is probably the most
common application of the finite element method
s bridges and buildings, naval,
, and mechanical structures such as
machine housings,
as well as mechanical components such as pistons,
The structural analysis
done at different Models using different materials
Aluminum Alloy, Magnesium Alloy, Aluminum
WITH OUT RIBS
Fig.3.Total Deformation
Fig .5.Equivalent Elastic Strain
MAGNISIUM ALLOY WITH RIBS ON
OUTER & INNER BODY
Fig. 6.Total Deformation
Fig. 7. Equivalent Stress
Fig. 8.Equivalent Elastic Strain
6.1.1. STRUCTURAL ANALYSIS RESULTS
WITHOUT RIBS
Table 2: Structural analysis results of
Ribs
Name of The
Material
Deformation
(mm)
Magnesium alloy 7.14388*10-6
Aluminum alloy 1.0721*10-5
Aluminum silicon
carbide
1.128*10-5
Volume 2 Issue 6, Nov – Dec 2016
Page 180
Equivalent Elastic Strain
RIBS ON
.Total Deformation
Stress
.Equivalent Elastic Strain
ANALYSIS RESULTS:
Structural analysis results of without
Stress
(N/mm2
)
Strain
0.23169 2.0148*10-6
0.1946 2.7409*10-6
0.14856 2.2574*10-6
International Journal of Engineering and Techniques
ISSN: 2395-1303
RIBS ON OUTER & INNER BODY
Table 3: Structural analysis results of With Ribs
Graph 1. Deformation Vs Models
Graph 2. Stress Vs Models
Graph 3. Strain Vs Models
6.2. THERMAL ANALYSIS:
WITHOUT RIBS
0.00E+00
1.00E-05
2.00E-05
Without
Ribs
With
RIBS
DEFORMATIONIN
mm
MODELS
COMPARISION OF DEFORMATION
BETWEEN MODELS AND
MATERIALS
0
0.5
Without
Ribs
With Ribs
STRESS(N/mm2)
MODELS
COMPARISION OF STRESS
BETWEEN MODELS AND
MATERIALS
0.00E+00
2.00E-06
4.00E-06
Without
Ribs
With
Ribs
STRAIN
MODELS
COMPARISION OF STRAIN
BETWEEN MODELS AND
MATERIALS
Magnesium
alloy
Aluminium
alloy
Aluminium
silicon carbide
Journal of Engineering and Techniques - Volume 2 Issue 6, Nov
1303 http://www.ijetjournal.org
Structural analysis results of With Ribs
Graph 1. Deformation Vs Models
Graph 2. Stress Vs Models
Graph 3. Strain Vs Models
Fig.9.Total Temperature
Fig.10.Heat Flux
RIBS ON OUTER & INNER BODY
Fig.11.Total Temperature
Fig.12.Heat Flux
6.2.1.THERMAL ANALYSIS RESULTS:
COMPARISION OF DEFORMATION
BETWEEN MODELS AND
Magnesium
alloy
Aluminium
alloy
Aluminium
silicon
carbide
COMPARISION OF STRESS
BETWEEN MODELS AND
Magnesium
alloy
Aluminium
alloy
Aluminium
silicon carbide
Magnesium
alloy
Aluminium
alloy
Aluminium
silicon carbide
Name of The
Material
Deformation
(mm) (N/mm
Magnesium
alloy
7.733*10-6
0.16096
Aluminum
alloy
1.4391*10-5
0.15268
Aluminum
silicon
carbide
1.7109*10-5
0.14671
Volume 2 Issue 6, Nov – Dec 2016
Page 181
Total Temperature
Heat Flux
RIBS ON OUTER & INNER BODY
Total Temperature
Heat Flux
RESULTS:
Stress
(N/mm2
)
Strain
0.16096 1.4758*10-6
0.15268 2.6898*10-6
0.14671 3.4689*10-6
International Journal of Engineering and Techniques
ISSN: 2395-1303
WITHOUT RIBS
Table 4. Thermal analysis results of Without Ribs
Name of The
Material
Temperature
(K)
Heat
flux(W/mm
Magnesium
alloy
323 0.65118
Aluminum alloy 323 0.73406
Aluminum
silicon carbide
323 1.012
RIBS ON OUTER & INNER BODY
Table 5. Thermal analysis results of With Ribs
Name of The
Material
Temperature
(K)
Heat
flux(W/mm
Magnesium
alloy
323.88 1.0016
Aluminum alloy 323.73 1.1373
Aluminum
silicon carbide
323.75 1.1266
Graph 4. Heat Flux Vs Models
6.3. MODAL ANALYSIS:
WITHOUT RIBS
Fig.13.Total Deformation at Mode 1
0
0.5
1
1.5
Without
Ribs
With Ribs
HEATFLUX(W/mm2)
MODELS
COMPARISION OF HEAT FLUX
BETWEEN MODELS AND
MATERIALS
Journal of Engineering and Techniques - Volume 2 Issue 6, Nov
1303 http://www.ijetjournal.org
Table 4. Thermal analysis results of Without Ribs
Heat
flux(W/mm2
)
0.65118
0.73406
1.012
Table 5. Thermal analysis results of With Ribs
Heat
flux(W/mm2)
1.0016
1.1373
1.1266
Graph 4. Heat Flux Vs Models
Total Deformation at Mode 1
Fig.14. Total Deformation at Mode 2
Fig.15.Total Deformation at Mode 3
RIBS ON OUTER & INNER BODY
Fig.16.Total Deformation at Mode 1
Fig.17.Total Deformation at Mode 2
Fig.18.Total Deformation at Mode 3
HEAT FLUX
Magnesium
alloy
Aluminium
alloy
Aluminium
silicon
carbide
Volume 2 Issue 6, Nov – Dec 2016
Page 182
Total Deformation at Mode 2
Fig.15.Total Deformation at Mode 3
RIBS ON OUTER & INNER BODY
Total Deformation at Mode 1
Total Deformation at Mode 2
Fig.18.Total Deformation at Mode 3
International Journal of Engineering and Techniques - Volume 2 Issue 6, Nov – Dec 2016
ISSN: 2395-1303 http://www.ijetjournal.org Page 183
6.3.1. MODAL ANALYSIS RESULTS : WITHOUT RIBS
Table 6. Modal analysis results of Without Ribs
Name of The
Material
Mode 1 Mode 2 Mode 3
Deformation
(mm)
Frequency
(Hz)
Deformation
(mm)
Frequency
(Hz)
Deformation
(mm)
Frequency
(Hz)
Magnesium alloy 289.49 7426.8 380.74 8383.5 306.620 8397
Aluminum alloy 234.14 7512.4 296.24 8472 201.36 8495.4
Aluminum silicon
carbide
230.52 9372.6 281.99 10554 184.56 10602
RIBS ON OUTER & INNER BODY
Table 7. Modal analysis results of With Ribs
Name of The
Material
Mode 1 Mode 2 Mode 3
Deformation
(mm)
Frequency
(Hz)
Deformation
(mm)
Frequency
(Hz)
Deformation
(mm)
Frequency
(Hz)
Magnesium alloy 540.75 7896.7 732.24 8708.4 321.6 8953.2
Aluminum alloy 434.85 7683.1 589.26 8786.5 258.57 9055.5
Aluminum silicon
carbide
363.68 10441 578.83 10960 276 11906
Graph 5.Deformation Vs Models
Graph 6. Frequency Vs Models
VII.REGRESSION ANALYSIS:
Regression analysis is used when two or
more variables are thought to be systematically
connected by a linear relationship. Regression
analysis is applied to the mounting bracket analysis
results. Based on the regression analysis the
following value has been obtained.
Multiple R = 0.99
R Square = 0.98
F = 213.93
t = 14.62
Where, R Square = Squared Multiple correlation
co- efficient.
F = Fitted regression
t = Test statistics.
In the above, Multiple R and R square
values are having the confidence level is above the
95% for deformation .It found to be, the regression
analysis values for deformation is significant.
VIII. CONCLUSION:
Analysis of engine mounting bracket with
and without rib is carried out. By observing the
structural analysis the stress values are less for
aluminium silicon carbide among other materials.
By observing the thermal analysis adding ribs on
the engine mounting bracket, the heat flux values
0
500
1000
Without
Ribs
With
Ribs
DEFORMATION(mm)
MODELS
COMPARISION OF DEFORMATION
BETWEEN MODELS AND
MATERIALS
Magnesium
alloy
Aluminium
alloy
Aluminium
silicon carbide
0
5000
10000
15000
Without
Ribs
With
Ribs
FREQUENCY(Hz)
MODELS
COMPARISION OF FREQUENCY
BETWEEN MODELS AND
MATERIALS
Magnesium
alloy
Aluminium
alloy
Aluminium
silicon carbide
International Journal of Engineering and Techniques - Volume 2 Issue 6, Nov – Dec 2016
ISSN: 2395-1303 http://www.ijetjournal.org Page 184
are increasing, so heat transfer rate increases. By
comparing for materials, the heat values are more
for aluminium silicon carbide among other
materials. By observing the modal analysis adding
ribs on the engine mounting bracket, the
deformation and frequency values are increasing.
By comparing for materials, the deformation and
frequency values are less when aluminium silicon
carbide among other materials.
So, it can be concluded that by adding
ribs, the stress values are decreasing and heat
transfer rate values increasing. So modifying the
design is found to be good as per structural and
thermal analysis but as per modal analysis the
values are good for existing model. The input and
output parameters are tested by Regression analysis
and it is found to be significant.
IX.FUTURE SCOPE:
Further, the work can be extended to other
strength-weight alloys; design optimization can
also be done on V6 engine mounting bracket which
focuses on the reduction of cost.
X.FUTURE SCOPE:
I wish to thank all faculty members of
Mechanical Engineering Department AITS
Rajampet, for their valuable support to complete
my work.
REFERENCES:
[1]. A.S.Adkine, V.S.Kathavate, G.P.Overikar,
S.N.Doijode, “Static Behavior of Engine Mounting
Bracket” International Advanced Research Journal
in Science, Engineering and Technology ISSN
(Online) 2393-8021Vol. 2, Issue 4, April2015.
[2]. P.D.Jadhav, Ramakrishna “Finite Element
Analysis of Engine Mount Bracket” International
journal of advancement in engineering technology,
management & applied science vol.1 (sept. 2014).
[3]. Jasvir Singh Dhillon, Priyanka Rao,V.P.Sawant
“Design of Engine Mount Bracket for a FSAE Car
Using Finite Element Analysis” Int. Journal of
Engineering Research and Applications ,Issue 9(
Version 6), September 2014.
[4]. P.Lakshmi Kala, V.Ratna Kiran, “Modelling
and Analysis of V6 Engine Mount Bracket”
International Journal of Innovative Research in
Science, Engineering and Technology
(IJIRSET)(ISO 3297: 2007)Vol. 4, Issue 7, July
2015.
[5]. Mr.Pramod Walunje, Prof.V.K.Kurkute,
“Engineering Optimization of Engine Mounting
Bracket Using FEA” Indian Journal of Research
ISSN-2250-1991 volume:2, Issue:12, Dec 2013.
[6]. Pavan.B.Chaudhari, Dr.D.R.Panchagade
“Comparison of Magnesium, Aluminum and Cast
Iron to obtain Optimum Frequency for Engine
Bracket using Finite Element Analysis”(IJERA)
ISSN: 2248-9622 Vol.2, Issue 5, September-
October 2012.
[7]. Umesh.S.Ghorpade, D.s.chavan, vinay patil &
mahendra gaikwad, “Finite element analysis and
natural frequency optimization of engine bracket”
(IJMIE) ISSN No. 2231 –6477, Vol-2, Iss-3, 2012.
[8]. Q. Li and J.C. Zhao, “Experimental Study on
the Vibration Isolation Characteristics of Hydraulic
Engine Mounts”, experiment techniques, Feb 2010.
[9] Kichang Kim and Inho Choi, “Design
Optimization Analysis”, SAE TECHNICAL,2003-
01-1604.
[10]. Michael Champrenault and Clayton A. Maas,
Jack Cunningham, "Magnesium Power train Mount
Brackets: New Application of Material Being used
in this Sub-System for Vehicle Mass Reduction”,
SAE TECHNICAL PAPER SERIES, 2007- 01-
1031.
[11]. M.Shariyat and P.D.Jamshidi “Minimizing
The Engine- Induced Harshness Based On The Doe
Method And Sensitivity Analysis Of The Full
Vehicle NVH Mode" International Journal of
Automotive Technology, Vol. 10, No. 6, pp.
687−696 (2009).
[12]. Chang Yong Song, “Design Optimization and
Development of Vibration Analysis Program for
Engine Mount System”, volume 84, march 2006.
[13]. R Singh “Dynamic design of automotive
systems: Engine mounts and structural joints”
Department of Mechanical Engineering, Ohio State
University, Columbus, OH 43210, Journal of
Automobile Engineering Volume 24, (2000) 299 –
319.
[14]. D.H. Lee, “Design Sensitivity Analysis and
Optimization of an Engine Mount System Using a
frequency response functions (FRF) Based Sub
structuring”, Journal of Sound and Vibration, 255
(2002) 383-397.
[15]. J. E. Colgate and C.T. Chang, “Modelling of a
Hydraulic Engine Mount Focusing on Response to
Sinusoidal and Composite Excitations”, Journal of
Sound and Vibration, 184 (1995) 503-528.

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IJET-V2I6P27

  • 1. International Journal of Engineering and Techniques - Volume 2 Issue 6, Nov – Dec 2016 ISSN: 2395-1303 http://www.ijetjournal.org Page 178 DESIGN MODIFICATION AND ANALYSIS OF V6 ENGINE MOUNTING BRACKET A.Harish1 and Dr.N.Venkatachalapathi2 1 PG Student, Machine design, Department of mechanical engineering, AITS, Rajampet 2 Professor &Head, Department of mechanical engineering, AITS, Rajampet I.INTRODUCTION: The enhancing of engine bracket system has been the subject of interest for many years for the researchers. The main function of an engine mounting bracket is to properly balance the power pack on the vehicle chassis for good motion control as well as good isolation[1-2].In an automotive vehicle such as bus, the engine rests on brackets which are connected to the main-frame or the skeleton of the Vehicle. Hence, during its function the undesired vibrations produced by the engine and roughness of the road will be transferred to the frame of the vehicle through the brackets [3] and which may leads to the discomfort to the commuter(s) or even generate the cracks in the chassis. It is necessary to design proper engine bracket for a bus. As such, engine bracket has been designed as a framework to support engine. Vibrations and fatigue of engine bracket leads to structural failure if the resulting vibrations and stresses are severe and excessive. Prolonged exposure to whole-body vibration in the working environment may lead to fatigue and in some cases it damages the vehicle. Generally, the most important vibration relevant excitations in an engine can be identified as follows:- combustion force; main bearing reaction forces including mass forces damper function and flywheel whirling, modified by the front-end damper; piston side forces including secondary motion; camshaft bearing reaction forces including mass forces, opening and closing impacts and bearing impacts; valve opening and closing impacts; valve train forces caused by chain/belt movement or gear drive; gear train forces inside the transmission; drive train reaction forces and moments[4-8]. There are two major problems that engineers must deal with when it comes to vibration isolation. The first problem is force isolation, which is frequently encountered in rotating or reciprocating machinery with unbalanced masses. The main objective in this problem is to minimize the force transmitted from the machine to the supporting foundation [9]. The second problem is motion isolation. This is broadly achieved by mounting equipment on a resilient support or an isolator such that the natural frequency of the equipment-support system is lower than the frequency of the incoming vibrations to be isolated. The natural frequency of the mounting system should be lower than the engine disturbance frequency to avoid the excitation of the mounting system resonance. This will ensure a low transmissibility. In diesel engines the engine mounting is one of the major problems. Due to the Un-throttled condition, and higher compression ratio of the diesel engine, the speed irregularities particularly at low Speed and Low load conditions and are significantly higher than gasoline engines. By optimizing the thickness and shape of major mounting points made it possible to design a vehicle with optimized weight and RESEARCH ARTICLE OPEN ACCESS Abstract: Engine is one of the most significant component of road vehicles. High performance vehicles have their engine supported by bracket. The engine mounting plays an important role in reducing the noise and vibrations, improving the comfort and work environment of a vehicle. The present work deals with design modification of engine mounting bracket. Modelling work has been carried out with commercial desktop CAD software and analyzed the modal performance with Analysis software. Ribs has been adopted to the existing mounting bracket for its better performance structural, thermal and modal analysis has been carried out with analysis software. Aluminium alloy, aluminium silicon carbide and magnesium alloy are considered as the different materials of mounting bracket. Based on the analysis it is found that the aluminium silicon carbide is superior suited for the modified V6 engine mounting bracket. Keywords — Engine Mounting Bracket, Modelling, Structural, Thermal and Modal Analysis.
  • 2. International Journal of Engineering and Techniques - Volume 2 Issue 6, Nov – Dec 2016 ISSN: 2395-1303 http://www.ijetjournal.org Page 179 performance at initial designing stages [10]. Studies shows that the brackets saved 38% mass (0.86 kg the expected and resultant benefit is different for each application. Range of savings are 20% to 38% in the authors’ experience to 0.53kg) [11]. Engine induced vibrations may be divided into two main categories: (a) low-frequency vibrations, in which the rigid body motion modes are engaged, and (b)high-frequency vibrations, in which structure-borne noises may alter the passenger’s comfort. Almost all research performed so far in the field of optimal isolation of the engine- induced vibration has been restricted to the first category [12-15]. II.MATERIAL SELECTION: Generally the engine mounting bracket is made up of Steel, Aluminium Alloy, Cast Iron and Rubber Elastomers. It is also observed that the usage of Grey Cast Iron is very recommendable to the present day requirements and also the usage of the steel although give the greater stability to the Product but gives a very heavy weight to the product. It is also made to know that the usage of the Aluminium Silicon Carbide (AlSiC) materials give the greater stability to the component. This paper gives the detailed analysis about the applicability of AlSiC Composite Material in comparison with that of the Aluminium Alloy and Magnesium alloy. The materials properties of these alternatives are shown in table1. Table 1: MATERIAL PROPERTIES III.PROPOSED METHODOLOGY: The purpose of engine mounting bracket is to support the engine and sustain the vibrations caused by engine as well as bumps from tires due to uneven road surfaces. The key areas for modification are identified such as ribs in the mounting bracket. The 3-Dimensional model of engine mounting bracket is prepared. The existing model of engine mounting bracket compare to the modified model is done and analysis is carried out using Analysis software. IV.OBJECTIVE: To carry out the structural, thermal and modal analysis for finding the stresses, deformation, heat flux& mode shapes and Frequency response analysis to analyze the response of the structure in terms of displacements and stresses for different models. V.MODELLING OF ENGINE MOUNTING BRACKET: Computer Aided Design (CAD) has become more popular, reverse engineering has become a viable method to create a 3D virtual model of an existing physical part for use in 3D CAD, CAM, CAE or other software. The reverse engineering process involves measuring an object and then reconstructing it as a 3D model. The physical object can be measured by using 3D scanning and manual measuring.CATIA (Computer Aided Three dimensional Interactive Application) is a one of the world's leading high end software package. CATIA is a multi-platform commercial software suite developed by Dassault Systems and marketed world-wide by IBM.CATIA is written in the C++ programming language. By using the CATIA V5 Software modelling work of engine mount bracket is done. Fig. 1.Existing Model -Without Ribs Fig. 2.Modified Model- Ribs on Inner and Outer body Name of the Material Density (kg/m3 ) Young’s modulus (MPa) Poisson’s ratio Aluminium alloy 2770 71000 0.33 Aluminium Silicon Carbide 2880 11500 0.30 Magnesium alloy 1800 45000 0.35
  • 3. International Journal of Engineering and Techniques ISSN: 2395-1303 VI.ANALYSIS OF ENGINE MOUNTING BRACKET: Finite element analysis (FEA) is one of the most popular engineering analysis methods for Non-linear problems.FEA requires a finite element mesh as a geometric input. This mesh can be generated directly from a solid model for the detailed part model designed in a three- (3D) CAD system. The importance of the mesh in the whole process of analysis is very important from the point of result implementation. By size and shape of the meshing accurate results can carry out. By using selected material properties to analyze the original and modified Engine Mounting Bracket as follows. 6.1. STRUCTURAL ANALYSIS: Structural analysis is probably the most common application of the finite element method as it implies bridges and buildings, naval, aeronautical, and mechanical structures such as ship hulls, aircraft bodies, and machine housings, as well as mechanical components such as pistons, machine parts, and tools. The structural analysis done at different Models using different materials Aluminum Alloy, Magnesium Alloy, Aluminum Silicon Carbide respectively. MAGNISIUM ALLOY WITH OUT RIBS Fig.3.Total Deformation Fig.4. Equivalent Stress Journal of Engineering and Techniques - Volume 2 Issue 6, Nov 1303 http://www.ijetjournal.org ANALYSIS OF ENGINE MOUNTING Finite element analysis (FEA) is one of the analysis methods for linear problems.FEA requires a finite element mesh as a geometric input. This mesh can be generated directly from a solid model for the -dimensional (3D) CAD system. The importance of the meshing in the whole process of analysis is very important from the point of result implementation. By size and shape of the meshing accurate results can carry By using selected material properties to Engine Mounting Structural analysis is probably the most common application of the finite element method s bridges and buildings, naval, , and mechanical structures such as machine housings, as well as mechanical components such as pistons, The structural analysis done at different Models using different materials Aluminum Alloy, Magnesium Alloy, Aluminum WITH OUT RIBS Fig.3.Total Deformation Fig .5.Equivalent Elastic Strain MAGNISIUM ALLOY WITH RIBS ON OUTER & INNER BODY Fig. 6.Total Deformation Fig. 7. Equivalent Stress Fig. 8.Equivalent Elastic Strain 6.1.1. STRUCTURAL ANALYSIS RESULTS WITHOUT RIBS Table 2: Structural analysis results of Ribs Name of The Material Deformation (mm) Magnesium alloy 7.14388*10-6 Aluminum alloy 1.0721*10-5 Aluminum silicon carbide 1.128*10-5 Volume 2 Issue 6, Nov – Dec 2016 Page 180 Equivalent Elastic Strain RIBS ON .Total Deformation Stress .Equivalent Elastic Strain ANALYSIS RESULTS: Structural analysis results of without Stress (N/mm2 ) Strain 0.23169 2.0148*10-6 0.1946 2.7409*10-6 0.14856 2.2574*10-6
  • 4. International Journal of Engineering and Techniques ISSN: 2395-1303 RIBS ON OUTER & INNER BODY Table 3: Structural analysis results of With Ribs Graph 1. Deformation Vs Models Graph 2. Stress Vs Models Graph 3. Strain Vs Models 6.2. THERMAL ANALYSIS: WITHOUT RIBS 0.00E+00 1.00E-05 2.00E-05 Without Ribs With RIBS DEFORMATIONIN mm MODELS COMPARISION OF DEFORMATION BETWEEN MODELS AND MATERIALS 0 0.5 Without Ribs With Ribs STRESS(N/mm2) MODELS COMPARISION OF STRESS BETWEEN MODELS AND MATERIALS 0.00E+00 2.00E-06 4.00E-06 Without Ribs With Ribs STRAIN MODELS COMPARISION OF STRAIN BETWEEN MODELS AND MATERIALS Magnesium alloy Aluminium alloy Aluminium silicon carbide Journal of Engineering and Techniques - Volume 2 Issue 6, Nov 1303 http://www.ijetjournal.org Structural analysis results of With Ribs Graph 1. Deformation Vs Models Graph 2. Stress Vs Models Graph 3. Strain Vs Models Fig.9.Total Temperature Fig.10.Heat Flux RIBS ON OUTER & INNER BODY Fig.11.Total Temperature Fig.12.Heat Flux 6.2.1.THERMAL ANALYSIS RESULTS: COMPARISION OF DEFORMATION BETWEEN MODELS AND Magnesium alloy Aluminium alloy Aluminium silicon carbide COMPARISION OF STRESS BETWEEN MODELS AND Magnesium alloy Aluminium alloy Aluminium silicon carbide Magnesium alloy Aluminium alloy Aluminium silicon carbide Name of The Material Deformation (mm) (N/mm Magnesium alloy 7.733*10-6 0.16096 Aluminum alloy 1.4391*10-5 0.15268 Aluminum silicon carbide 1.7109*10-5 0.14671 Volume 2 Issue 6, Nov – Dec 2016 Page 181 Total Temperature Heat Flux RIBS ON OUTER & INNER BODY Total Temperature Heat Flux RESULTS: Stress (N/mm2 ) Strain 0.16096 1.4758*10-6 0.15268 2.6898*10-6 0.14671 3.4689*10-6
  • 5. International Journal of Engineering and Techniques ISSN: 2395-1303 WITHOUT RIBS Table 4. Thermal analysis results of Without Ribs Name of The Material Temperature (K) Heat flux(W/mm Magnesium alloy 323 0.65118 Aluminum alloy 323 0.73406 Aluminum silicon carbide 323 1.012 RIBS ON OUTER & INNER BODY Table 5. Thermal analysis results of With Ribs Name of The Material Temperature (K) Heat flux(W/mm Magnesium alloy 323.88 1.0016 Aluminum alloy 323.73 1.1373 Aluminum silicon carbide 323.75 1.1266 Graph 4. Heat Flux Vs Models 6.3. MODAL ANALYSIS: WITHOUT RIBS Fig.13.Total Deformation at Mode 1 0 0.5 1 1.5 Without Ribs With Ribs HEATFLUX(W/mm2) MODELS COMPARISION OF HEAT FLUX BETWEEN MODELS AND MATERIALS Journal of Engineering and Techniques - Volume 2 Issue 6, Nov 1303 http://www.ijetjournal.org Table 4. Thermal analysis results of Without Ribs Heat flux(W/mm2 ) 0.65118 0.73406 1.012 Table 5. Thermal analysis results of With Ribs Heat flux(W/mm2) 1.0016 1.1373 1.1266 Graph 4. Heat Flux Vs Models Total Deformation at Mode 1 Fig.14. Total Deformation at Mode 2 Fig.15.Total Deformation at Mode 3 RIBS ON OUTER & INNER BODY Fig.16.Total Deformation at Mode 1 Fig.17.Total Deformation at Mode 2 Fig.18.Total Deformation at Mode 3 HEAT FLUX Magnesium alloy Aluminium alloy Aluminium silicon carbide Volume 2 Issue 6, Nov – Dec 2016 Page 182 Total Deformation at Mode 2 Fig.15.Total Deformation at Mode 3 RIBS ON OUTER & INNER BODY Total Deformation at Mode 1 Total Deformation at Mode 2 Fig.18.Total Deformation at Mode 3
  • 6. International Journal of Engineering and Techniques - Volume 2 Issue 6, Nov – Dec 2016 ISSN: 2395-1303 http://www.ijetjournal.org Page 183 6.3.1. MODAL ANALYSIS RESULTS : WITHOUT RIBS Table 6. Modal analysis results of Without Ribs Name of The Material Mode 1 Mode 2 Mode 3 Deformation (mm) Frequency (Hz) Deformation (mm) Frequency (Hz) Deformation (mm) Frequency (Hz) Magnesium alloy 289.49 7426.8 380.74 8383.5 306.620 8397 Aluminum alloy 234.14 7512.4 296.24 8472 201.36 8495.4 Aluminum silicon carbide 230.52 9372.6 281.99 10554 184.56 10602 RIBS ON OUTER & INNER BODY Table 7. Modal analysis results of With Ribs Name of The Material Mode 1 Mode 2 Mode 3 Deformation (mm) Frequency (Hz) Deformation (mm) Frequency (Hz) Deformation (mm) Frequency (Hz) Magnesium alloy 540.75 7896.7 732.24 8708.4 321.6 8953.2 Aluminum alloy 434.85 7683.1 589.26 8786.5 258.57 9055.5 Aluminum silicon carbide 363.68 10441 578.83 10960 276 11906 Graph 5.Deformation Vs Models Graph 6. Frequency Vs Models VII.REGRESSION ANALYSIS: Regression analysis is used when two or more variables are thought to be systematically connected by a linear relationship. Regression analysis is applied to the mounting bracket analysis results. Based on the regression analysis the following value has been obtained. Multiple R = 0.99 R Square = 0.98 F = 213.93 t = 14.62 Where, R Square = Squared Multiple correlation co- efficient. F = Fitted regression t = Test statistics. In the above, Multiple R and R square values are having the confidence level is above the 95% for deformation .It found to be, the regression analysis values for deformation is significant. VIII. CONCLUSION: Analysis of engine mounting bracket with and without rib is carried out. By observing the structural analysis the stress values are less for aluminium silicon carbide among other materials. By observing the thermal analysis adding ribs on the engine mounting bracket, the heat flux values 0 500 1000 Without Ribs With Ribs DEFORMATION(mm) MODELS COMPARISION OF DEFORMATION BETWEEN MODELS AND MATERIALS Magnesium alloy Aluminium alloy Aluminium silicon carbide 0 5000 10000 15000 Without Ribs With Ribs FREQUENCY(Hz) MODELS COMPARISION OF FREQUENCY BETWEEN MODELS AND MATERIALS Magnesium alloy Aluminium alloy Aluminium silicon carbide
  • 7. International Journal of Engineering and Techniques - Volume 2 Issue 6, Nov – Dec 2016 ISSN: 2395-1303 http://www.ijetjournal.org Page 184 are increasing, so heat transfer rate increases. By comparing for materials, the heat values are more for aluminium silicon carbide among other materials. By observing the modal analysis adding ribs on the engine mounting bracket, the deformation and frequency values are increasing. By comparing for materials, the deformation and frequency values are less when aluminium silicon carbide among other materials. So, it can be concluded that by adding ribs, the stress values are decreasing and heat transfer rate values increasing. So modifying the design is found to be good as per structural and thermal analysis but as per modal analysis the values are good for existing model. The input and output parameters are tested by Regression analysis and it is found to be significant. IX.FUTURE SCOPE: Further, the work can be extended to other strength-weight alloys; design optimization can also be done on V6 engine mounting bracket which focuses on the reduction of cost. X.FUTURE SCOPE: I wish to thank all faculty members of Mechanical Engineering Department AITS Rajampet, for their valuable support to complete my work. REFERENCES: [1]. A.S.Adkine, V.S.Kathavate, G.P.Overikar, S.N.Doijode, “Static Behavior of Engine Mounting Bracket” International Advanced Research Journal in Science, Engineering and Technology ISSN (Online) 2393-8021Vol. 2, Issue 4, April2015. [2]. P.D.Jadhav, Ramakrishna “Finite Element Analysis of Engine Mount Bracket” International journal of advancement in engineering technology, management & applied science vol.1 (sept. 2014). [3]. Jasvir Singh Dhillon, Priyanka Rao,V.P.Sawant “Design of Engine Mount Bracket for a FSAE Car Using Finite Element Analysis” Int. Journal of Engineering Research and Applications ,Issue 9( Version 6), September 2014. [4]. P.Lakshmi Kala, V.Ratna Kiran, “Modelling and Analysis of V6 Engine Mount Bracket” International Journal of Innovative Research in Science, Engineering and Technology (IJIRSET)(ISO 3297: 2007)Vol. 4, Issue 7, July 2015. [5]. Mr.Pramod Walunje, Prof.V.K.Kurkute, “Engineering Optimization of Engine Mounting Bracket Using FEA” Indian Journal of Research ISSN-2250-1991 volume:2, Issue:12, Dec 2013. [6]. Pavan.B.Chaudhari, Dr.D.R.Panchagade “Comparison of Magnesium, Aluminum and Cast Iron to obtain Optimum Frequency for Engine Bracket using Finite Element Analysis”(IJERA) ISSN: 2248-9622 Vol.2, Issue 5, September- October 2012. [7]. Umesh.S.Ghorpade, D.s.chavan, vinay patil & mahendra gaikwad, “Finite element analysis and natural frequency optimization of engine bracket” (IJMIE) ISSN No. 2231 –6477, Vol-2, Iss-3, 2012. [8]. Q. Li and J.C. Zhao, “Experimental Study on the Vibration Isolation Characteristics of Hydraulic Engine Mounts”, experiment techniques, Feb 2010. [9] Kichang Kim and Inho Choi, “Design Optimization Analysis”, SAE TECHNICAL,2003- 01-1604. [10]. Michael Champrenault and Clayton A. Maas, Jack Cunningham, "Magnesium Power train Mount Brackets: New Application of Material Being used in this Sub-System for Vehicle Mass Reduction”, SAE TECHNICAL PAPER SERIES, 2007- 01- 1031. [11]. M.Shariyat and P.D.Jamshidi “Minimizing The Engine- Induced Harshness Based On The Doe Method And Sensitivity Analysis Of The Full Vehicle NVH Mode" International Journal of Automotive Technology, Vol. 10, No. 6, pp. 687−696 (2009). [12]. Chang Yong Song, “Design Optimization and Development of Vibration Analysis Program for Engine Mount System”, volume 84, march 2006. [13]. R Singh “Dynamic design of automotive systems: Engine mounts and structural joints” Department of Mechanical Engineering, Ohio State University, Columbus, OH 43210, Journal of Automobile Engineering Volume 24, (2000) 299 – 319. [14]. D.H. Lee, “Design Sensitivity Analysis and Optimization of an Engine Mount System Using a frequency response functions (FRF) Based Sub structuring”, Journal of Sound and Vibration, 255 (2002) 383-397. [15]. J. E. Colgate and C.T. Chang, “Modelling of a Hydraulic Engine Mount Focusing on Response to Sinusoidal and Composite Excitations”, Journal of Sound and Vibration, 184 (1995) 503-528.