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Nishant Vibhav Saxena Int. Journal of Engineering Research and Applications www.ijera.com
ISSN : 2248-9622, Vol. 5, Issue 3, ( Part -4) March 2015, pp.67-72
www.ijera.com 67 | P a g e
Study & Analysis of Knuckle Joint with the Replacement of
Material by Using Teflon
Nishant Vibhav Saxena1
and Dr. Rohit Rajvaidya 2
1
Assistant Professor,Department of Mechanical Engineering, MITS, Bhopal, MP
2
Professor, Department of Mechanical Engineering, BUIT, Bhopal, MP
Abstract
The rapid growth of technology in recent decades has led to the reduction of cost and weight of materials. The
modified system has become popular in industry as well as in research. As a result, this there are reduction in
accident and safety has increased. Many systems used in industries use knuckle joint which is combination of
two materials: cast iron and stainless steel. Here we are proposing the modification of one of the material that is
changing cast iron into a composite polymer material. The proposed system has many advantages over other
system such as making the device, simpler and having maximum safety and is ecofriendly.
The analysis of the system proves all the above features mention above. The reason for considering polymer is
that property of polymer is mostly similar to the property of metal. Composite polymers are characterized by a
high flexibility material. The revolutionary evolution in technologies in last year allowed reducing stress and
strain.
In the present work ANSYS 13 has been used for analysis of knuckle joint with modified material and varying
loads.
Keyword- Knuckle joint, FEM, ANYSIS-13, Composite material
I. INTRODUCTION
A knuckle joint is used to connect two rods
which are under the action of tensile loads whereas, if
the joint is guided, compressive load may be
supported by rods. A knuckle joint can be easily
disconnected when required. Its uses are link of a
cycle chain, tie road joint for roof truss, valve rod
joint with eccentric rod, pump rod joint, tension link
in bridge structure and lever and rod connection of
various types [7].
In knuckle join, one end of one of the rods is
made into an eye and the end of the other rod is
formed into a fork with an eye in each of the fork leg.
The knuckle pin passes through both the eye hole and
the fork holes and may be secured by means of a
collar and taper pin or spilt pin. The knuckle pin may
be prevented from rotating in the fork by means of a
small stop, pin, peg, or snug. In order to get a better
quality of joint, the sides of the fork and eye are
machined, the hole is accurately drilled and pin
turned. The material used for the joint may be steel or
wrought iron [10].
Knuckle joints may be cast or fabricated or
forged. In the knuckle joint illustrated, the rods are
integral with the eye and fork. In fig 1
A knuckle joint is a pin joint used to fasten two
circular rods. [3]
In this joint, one end of the rod is
formed into an eye and the other into a fork. For
making the joint, the eye end of the rod is aligned
into the fork end of the other and held in position by
means of a collar and a taper pin. Once the joint is
made, the rods are free to swivel about the cylindrical
pin. Knuckle joints are used in suspension links, air
brake arrangement of locomotives, etc.
Fig 1: Knuckle joint
Knuckle joints are made up of cast iron and
stainless steel. With the advancements in the field of
polymers, Teflon can be used for knuckle joints also.
The results obtained from simulation proves that for
same loads, total deformation, stress and strain are
much less in comparison to cast iron.
II. GEOMETRIC MODELING AND
BOUNDARY CONDITIONS
The numerical flow simulation needs input of 2D
or 3D geometry of domain under consideration. The
domain is divided into small elements called mesh.
Numerical methods are used for discretisation of
governing equations over an element.
A. Geometry
The geometry of knuckle joint is modeled in
CATIA V-5.
RESEARCH ARTICLE OPEN ACCESS
Nishant Vibhav Saxena Int. Journal of Engineering Research and Applications www.ijera.com
ISSN : 2248-9622, Vol. 5, Issue 3, ( Part -4) March 2015, pp.67-72
www.ijera.com 68 | P a g e
The 3D view of complete domain is shown in figure
2.
Fig 2: 3D View of knuckle joint
B. Mesh Generation
After completing the draw the wheel model is then
import in the ANYSY 13 software. Meshing is done
in ANSYS. The tetrahedral elements have been used
for 3D domain. The meshing of domains has been
shown in fig.3.
Fig 3: Mesh for knuckle joint
C. Common Input Data
The material properties and some common input
data used for stainless steel are mentioned in Table 1.
Properties used for cast iron [10]
are mentioned in
Table 2 and for Teflon [20]
in Table 3.
TABLE 1: MATERIAL INPUT DATA FOR STAINLESS
STEEL
Mechanical property Value Unit
Density 7850 Kg/m3
Coefficient of Thermal
Expansion
1.7e-005 1/C
Specific Heat 480 J/kg/C
Thermal Conductivity 15.1 W/m/C
Resistivity 7.7e-007 ohm m
Compressive Yield
Strength
2.07e+008 Pa
Tensile Yield Strength 2.07e+008 Pa
Tensile Ultimate Strength 5.86e+008 Pa
Reference Temperature 22 C
Young's Modulus 1.93e+011 Pa
Poisson's Ratio 0.31
Bulk Modulus 1.693e+011 Pa
Shear Modulus 7.366e+010 Pa
TABLE 2: MATERIAL INPUT DATA FOR CAST IRON
Mechanical property Value Unit
Density 7200 Kg/m3
Coefficient of Thermal
Expansion
1.7e-005 1/C
Tensile Yield Strength 190 Pa
Reference Temperature 22 C
Young's Modulus 1.e+006 Pa
Poisson's Ratio 0.23
Bulk Modulus 6.1728e+005 Pa
Shear Modulus 4.065e+005 Pa
TABLE 3: MATERIAL INPUT DATA FOR TEFLON
Mechanical property Value Unit
Density 2150 Kg/m3
Tensile Yield Strength9.e+006 Pa
Compressive Yield
Strength
1.5e+007Pa
Tensile Ultimate Strength 2.07e+007Pa
Young's Modulus 5.e+008Pa
Poisson's Ratio 0.46
Bulk Modulus 2.0833e+009Pa
Shear Modulus 1.7123e+008Pa
For stainless steel and cast iron four loads are
applied. Materials used for various parts are:
For eye and fork - Cast Iron.
For Taper pin, Collar and small pin - Stainless Steel.
D. Boundary Conditions
Four varying load has been specified at eye and fork
shafts. Taper pin, Collar and small pin are fix.
III. RESULTS AND DISCUSSIONS
The simulation has been carried out for four
different loads and two different materials. The
simulation has provided with values of total
deformation, equivalent stress and equivalent elastic
strain.
A. Stainless steel and cast iron
Fig.4 Analysis of Total Deformation Using Cast Iron
with 100-N Load
Nishant Vibhav Saxena Int. Journal of Engineering Research and Applications www.ijera.com
ISSN : 2248-9622, Vol. 5, Issue 3, ( Part -4) March 2015, pp.67-72
www.ijera.com 69 | P a g e
Fig.5 Analysis of Equivalent Elastic Strain Using
Cast Iron with 100-N Load
Fig.6: Analysis of Equivalent Stress Using Cast Iron
with 100-N Load
Fig.7: Analysis of Total Deformation Using Cast Iron
With 105-N Load
Fig.8: Analysis of Equivalent Stress Using Cast Iron
With105-N Load
Fig.9: Analysis of Equivalent Elastic Strain Using
Cast Iron With105-N Load
Fig.10: Analysis of Total Deformation Using Cast
Iron With110-N Load
Fig.11: Analysis of Equivalent Stress Using Cast Iron
With110-N Load
Fig.12: Analysis of Equivalent Elastic Strain Using
Cast Iron With110-N Load
Fig.13: Analysis of Total Deformation Using Cast
Iron With115-N Load
Fig.14: Analysis of Equivalent Stress Using Cast Iron
With115-N Load
Nishant Vibhav Saxena Int. Journal of Engineering Research and Applications www.ijera.com
ISSN : 2248-9622, Vol. 5, Issue 3, ( Part -4) March 2015, pp.67-72
www.ijera.com 70 | P a g e
Fig.15: Analysis of Equivalent Elastic Strain Using
Cast Iron With115-N Load
B. Stainless steel and Teflon
Under same Maximum Tensile force on knuckle
joint, cast iron was replaced with Teflon. After
defining the mechanical property of Teflon material
on knuckle joint, if joint does not deform, then we
can easily replace cast iron shaft with Teflon shaft
Fig.16: Analysis of Total Deformation Using
TEFLON With100-N Load
Fig.17: Analysis of Equivalent Stress Using
TEFLON With100-N Load
Fig.18: Analysis of Equivalent Elastic Strain Using
TEFLON With100-N Load
Fig.19: Analysis of Total Deformation Using
TEFLON With105-N Load
Fig.20:Analysis of Equivalent Stress Using TEFLON
With105-N Load
Fig.21 Analysis of Equivalent Elastic Strain Using
TEFLON With105-N Load
Fig.22 Analysis of Total Deformation Using
TEFLON With 110-N Load
Fig.23 Analysis Result of Equivalent Stress Using
TEFLON With 110-N Load
Fig.24 Analysis of Equivalent Elastic Strain Using
TEFLON With 110-N Load
Nishant Vibhav Saxena Int. Journal of Engineering Research and Applications www.ijera.com
ISSN : 2248-9622, Vol. 5, Issue 3, ( Part -4) March 2015, pp.67-72
www.ijera.com 71 | P a g e
Fig.25: Analysis of Total Deformation Using
TEFLON With115-N Load
Fig.26 Analysis of Equivalent Stress Using TEFLON
With115-N Load
Fig.27: Analysis of Equivalent Elastic Strain Using
TEFLON With115-N Load
TABLE 4
COMPARISON OF RESULTS
Results For CAST IRON
S.No Load(N) Total
Deformation
(m)
Equivalent
Stress (Pa)
Equivalent
Elastic
Strain
1 100 N 1.586e-002 5.1119e+005 0.24378
2 105 N 1.665e-002 5.3675e+005 0.25597
3 110 N 1.744e-002 5.6231e+005 0.26816
4 115 N 1.824e-002 5.8786e+005 0.28035
Results For TEFLON
S.No Load
(N)
Total
Deformation
(m)
Equivalent
Stress (Pa)
Equivalent
Elastic
Strain
1 100 N 3.0519e-005 1.613e+005 4.8148e-04
2 105 N 3.3472e-005 4.7577e+005 4.7908e-04
3 110 N 3.5066e-005 4.9842e+005 5.0189e-04
4 115 N 3.666e-005 5.2108e+005 5.247e-04
IV. CONCLUSIONS
Parts made out of composite materials are
economical to produce, and facilitate overall systems
cost reductions by eliminating secondary operations
for parts, such as machining, as well as facilitating
reduction in part count when compared with metal
parts.
NOMENCLATURE
FEA: Finite element analysis
FEP: Fluorinated ethylene propylene
FEM: Finite element method
J kg: Joule kilo gram
Kg: Kilo gram
M: Meter
N: Newton
Pa: Pascal
PFOA: Per fluorooctanoate
PTFE: PolyTetraFluoroEthylene
References
[1] Dominick Rosato and Donald Rosato,
Plastics Engineered Product Design,
ELSEVIER
[2] R.J. Crawford, BSc, PhD, DSc,
FEng,FIMechE, FIM_Butterworth H
einemann. PLASTICS ENGINEERING_
Third Edition_
[3] K.l.Narayan, P,kannaiah, K.Venkata reddy,
Machine drawing
[4] H. Gradin Jr. Macmillan, Newyork, Xvi +
528pp, 1986, Fundamental of FEM,
[5] Irvin L. Rubin(1990).Dry-as-
Molded/Moisturized, Adapted from:
Handbook of Plastic Materials and
Technology,
[6] SAE J328 Revised 1994: knuckle joint of
car and truck performance requirements and
test procedures.
[7] Khurmi R.S., (2007), Machine design, , S
Chand Publishers, Delhi.
[8] Stuart B. H.: Tribological studies of
composite material. Tribology International,
31, 647-651(1998).
[9] Yijun Liiu., Introduction to the finite
element method
[10] Mechanical and structural properties of
Ductile Cast Iron- M.A.Kenaawy, A.M.
Abdel Fattah, N. Okasha and M.EL-Gazery,
Egypt. Sol , vol. (24), No. (2), 2001
[11] MIL-HDBK-17- 5 volume 5 of 5, 17 june
2002, composite material hand book
[12] V. A. Soloukhin, W. Posthumus, J.C.M.
Brokken-Z ijp, J. Loos, and G. de With:
Polymer, Vol. 43 (2002), p. 6169.
Nishant Vibhav Saxena Int. Journal of Engineering Research and Applications www.ijera.com
ISSN : 2248-9622, Vol. 5, Issue 3, ( Part -4) March 2015, pp.67-72
www.ijera.com 72 | P a g e
[13] Harsha A. P., Tewari U. S.: Tribo
performance of polyaryletherketone
composites. Polymer Testing, 21,697–709
(2002).
[14] PLASTICS ENGINEERING_ SEVENTH
EDITION_J. A. Brydson_ Butterworth
Heinemann S. Das , DEVELOPMENT OF
COMPOSITES MATERIAL FOR
ENGINEERING APPLICATIONS,
(Received 1 March 2004 ; in revised form
20 May 2004)
[15] Finite element moudeling with ansys by
Tommaso Delpero, Gregoire Lepoittevin, A
l berto sanchez.
[16] W.Robert J.Funnell , Finite-element method
[17] Cuixia, Z. (2006). Design and structural
analysis of knuckle joint , Dissertation,
Zhejiang University, Zhejiang.
[18] Ramamurty Raju, P., Satyanarayana, B.,
Ramji, K., Suresh Badu, K. (2007).
Evaluation of knuckle joint under tensile
loads. Engineering Failure Analysis, vol. 14,
pp. 791-800.
[19] Li, P., Maijer, D.M., Lindley, T.C., Lee,
P.D. (2007). Simulating the stress in the
various joint and its impact on tensile load.
Metallurgical and Materials Transactions B,
vol. 38B, no. 8, p. 505-515.
[20] c. Bosi, GL. Garagnani ,R .Tovo,
mechanical property of Teflon material.
[21] Xiaofeng, W., Zhao, L., Xiaoge, Z. (2007).
Finite element analysis of a joint based on
the fatigue test. Tractor & Farm Transporter,
vol. 34, no. 1, p. 45-47

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Study & Analysis of Knuckle Joint with the Replacement of Material by Using Teflon

  • 1. Nishant Vibhav Saxena Int. Journal of Engineering Research and Applications www.ijera.com ISSN : 2248-9622, Vol. 5, Issue 3, ( Part -4) March 2015, pp.67-72 www.ijera.com 67 | P a g e Study & Analysis of Knuckle Joint with the Replacement of Material by Using Teflon Nishant Vibhav Saxena1 and Dr. Rohit Rajvaidya 2 1 Assistant Professor,Department of Mechanical Engineering, MITS, Bhopal, MP 2 Professor, Department of Mechanical Engineering, BUIT, Bhopal, MP Abstract The rapid growth of technology in recent decades has led to the reduction of cost and weight of materials. The modified system has become popular in industry as well as in research. As a result, this there are reduction in accident and safety has increased. Many systems used in industries use knuckle joint which is combination of two materials: cast iron and stainless steel. Here we are proposing the modification of one of the material that is changing cast iron into a composite polymer material. The proposed system has many advantages over other system such as making the device, simpler and having maximum safety and is ecofriendly. The analysis of the system proves all the above features mention above. The reason for considering polymer is that property of polymer is mostly similar to the property of metal. Composite polymers are characterized by a high flexibility material. The revolutionary evolution in technologies in last year allowed reducing stress and strain. In the present work ANSYS 13 has been used for analysis of knuckle joint with modified material and varying loads. Keyword- Knuckle joint, FEM, ANYSIS-13, Composite material I. INTRODUCTION A knuckle joint is used to connect two rods which are under the action of tensile loads whereas, if the joint is guided, compressive load may be supported by rods. A knuckle joint can be easily disconnected when required. Its uses are link of a cycle chain, tie road joint for roof truss, valve rod joint with eccentric rod, pump rod joint, tension link in bridge structure and lever and rod connection of various types [7]. In knuckle join, one end of one of the rods is made into an eye and the end of the other rod is formed into a fork with an eye in each of the fork leg. The knuckle pin passes through both the eye hole and the fork holes and may be secured by means of a collar and taper pin or spilt pin. The knuckle pin may be prevented from rotating in the fork by means of a small stop, pin, peg, or snug. In order to get a better quality of joint, the sides of the fork and eye are machined, the hole is accurately drilled and pin turned. The material used for the joint may be steel or wrought iron [10]. Knuckle joints may be cast or fabricated or forged. In the knuckle joint illustrated, the rods are integral with the eye and fork. In fig 1 A knuckle joint is a pin joint used to fasten two circular rods. [3] In this joint, one end of the rod is formed into an eye and the other into a fork. For making the joint, the eye end of the rod is aligned into the fork end of the other and held in position by means of a collar and a taper pin. Once the joint is made, the rods are free to swivel about the cylindrical pin. Knuckle joints are used in suspension links, air brake arrangement of locomotives, etc. Fig 1: Knuckle joint Knuckle joints are made up of cast iron and stainless steel. With the advancements in the field of polymers, Teflon can be used for knuckle joints also. The results obtained from simulation proves that for same loads, total deformation, stress and strain are much less in comparison to cast iron. II. GEOMETRIC MODELING AND BOUNDARY CONDITIONS The numerical flow simulation needs input of 2D or 3D geometry of domain under consideration. The domain is divided into small elements called mesh. Numerical methods are used for discretisation of governing equations over an element. A. Geometry The geometry of knuckle joint is modeled in CATIA V-5. RESEARCH ARTICLE OPEN ACCESS
  • 2. Nishant Vibhav Saxena Int. Journal of Engineering Research and Applications www.ijera.com ISSN : 2248-9622, Vol. 5, Issue 3, ( Part -4) March 2015, pp.67-72 www.ijera.com 68 | P a g e The 3D view of complete domain is shown in figure 2. Fig 2: 3D View of knuckle joint B. Mesh Generation After completing the draw the wheel model is then import in the ANYSY 13 software. Meshing is done in ANSYS. The tetrahedral elements have been used for 3D domain. The meshing of domains has been shown in fig.3. Fig 3: Mesh for knuckle joint C. Common Input Data The material properties and some common input data used for stainless steel are mentioned in Table 1. Properties used for cast iron [10] are mentioned in Table 2 and for Teflon [20] in Table 3. TABLE 1: MATERIAL INPUT DATA FOR STAINLESS STEEL Mechanical property Value Unit Density 7850 Kg/m3 Coefficient of Thermal Expansion 1.7e-005 1/C Specific Heat 480 J/kg/C Thermal Conductivity 15.1 W/m/C Resistivity 7.7e-007 ohm m Compressive Yield Strength 2.07e+008 Pa Tensile Yield Strength 2.07e+008 Pa Tensile Ultimate Strength 5.86e+008 Pa Reference Temperature 22 C Young's Modulus 1.93e+011 Pa Poisson's Ratio 0.31 Bulk Modulus 1.693e+011 Pa Shear Modulus 7.366e+010 Pa TABLE 2: MATERIAL INPUT DATA FOR CAST IRON Mechanical property Value Unit Density 7200 Kg/m3 Coefficient of Thermal Expansion 1.7e-005 1/C Tensile Yield Strength 190 Pa Reference Temperature 22 C Young's Modulus 1.e+006 Pa Poisson's Ratio 0.23 Bulk Modulus 6.1728e+005 Pa Shear Modulus 4.065e+005 Pa TABLE 3: MATERIAL INPUT DATA FOR TEFLON Mechanical property Value Unit Density 2150 Kg/m3 Tensile Yield Strength9.e+006 Pa Compressive Yield Strength 1.5e+007Pa Tensile Ultimate Strength 2.07e+007Pa Young's Modulus 5.e+008Pa Poisson's Ratio 0.46 Bulk Modulus 2.0833e+009Pa Shear Modulus 1.7123e+008Pa For stainless steel and cast iron four loads are applied. Materials used for various parts are: For eye and fork - Cast Iron. For Taper pin, Collar and small pin - Stainless Steel. D. Boundary Conditions Four varying load has been specified at eye and fork shafts. Taper pin, Collar and small pin are fix. III. RESULTS AND DISCUSSIONS The simulation has been carried out for four different loads and two different materials. The simulation has provided with values of total deformation, equivalent stress and equivalent elastic strain. A. Stainless steel and cast iron Fig.4 Analysis of Total Deformation Using Cast Iron with 100-N Load
  • 3. Nishant Vibhav Saxena Int. Journal of Engineering Research and Applications www.ijera.com ISSN : 2248-9622, Vol. 5, Issue 3, ( Part -4) March 2015, pp.67-72 www.ijera.com 69 | P a g e Fig.5 Analysis of Equivalent Elastic Strain Using Cast Iron with 100-N Load Fig.6: Analysis of Equivalent Stress Using Cast Iron with 100-N Load Fig.7: Analysis of Total Deformation Using Cast Iron With 105-N Load Fig.8: Analysis of Equivalent Stress Using Cast Iron With105-N Load Fig.9: Analysis of Equivalent Elastic Strain Using Cast Iron With105-N Load Fig.10: Analysis of Total Deformation Using Cast Iron With110-N Load Fig.11: Analysis of Equivalent Stress Using Cast Iron With110-N Load Fig.12: Analysis of Equivalent Elastic Strain Using Cast Iron With110-N Load Fig.13: Analysis of Total Deformation Using Cast Iron With115-N Load Fig.14: Analysis of Equivalent Stress Using Cast Iron With115-N Load
  • 4. Nishant Vibhav Saxena Int. Journal of Engineering Research and Applications www.ijera.com ISSN : 2248-9622, Vol. 5, Issue 3, ( Part -4) March 2015, pp.67-72 www.ijera.com 70 | P a g e Fig.15: Analysis of Equivalent Elastic Strain Using Cast Iron With115-N Load B. Stainless steel and Teflon Under same Maximum Tensile force on knuckle joint, cast iron was replaced with Teflon. After defining the mechanical property of Teflon material on knuckle joint, if joint does not deform, then we can easily replace cast iron shaft with Teflon shaft Fig.16: Analysis of Total Deformation Using TEFLON With100-N Load Fig.17: Analysis of Equivalent Stress Using TEFLON With100-N Load Fig.18: Analysis of Equivalent Elastic Strain Using TEFLON With100-N Load Fig.19: Analysis of Total Deformation Using TEFLON With105-N Load Fig.20:Analysis of Equivalent Stress Using TEFLON With105-N Load Fig.21 Analysis of Equivalent Elastic Strain Using TEFLON With105-N Load Fig.22 Analysis of Total Deformation Using TEFLON With 110-N Load Fig.23 Analysis Result of Equivalent Stress Using TEFLON With 110-N Load Fig.24 Analysis of Equivalent Elastic Strain Using TEFLON With 110-N Load
  • 5. Nishant Vibhav Saxena Int. Journal of Engineering Research and Applications www.ijera.com ISSN : 2248-9622, Vol. 5, Issue 3, ( Part -4) March 2015, pp.67-72 www.ijera.com 71 | P a g e Fig.25: Analysis of Total Deformation Using TEFLON With115-N Load Fig.26 Analysis of Equivalent Stress Using TEFLON With115-N Load Fig.27: Analysis of Equivalent Elastic Strain Using TEFLON With115-N Load TABLE 4 COMPARISON OF RESULTS Results For CAST IRON S.No Load(N) Total Deformation (m) Equivalent Stress (Pa) Equivalent Elastic Strain 1 100 N 1.586e-002 5.1119e+005 0.24378 2 105 N 1.665e-002 5.3675e+005 0.25597 3 110 N 1.744e-002 5.6231e+005 0.26816 4 115 N 1.824e-002 5.8786e+005 0.28035 Results For TEFLON S.No Load (N) Total Deformation (m) Equivalent Stress (Pa) Equivalent Elastic Strain 1 100 N 3.0519e-005 1.613e+005 4.8148e-04 2 105 N 3.3472e-005 4.7577e+005 4.7908e-04 3 110 N 3.5066e-005 4.9842e+005 5.0189e-04 4 115 N 3.666e-005 5.2108e+005 5.247e-04 IV. CONCLUSIONS Parts made out of composite materials are economical to produce, and facilitate overall systems cost reductions by eliminating secondary operations for parts, such as machining, as well as facilitating reduction in part count when compared with metal parts. NOMENCLATURE FEA: Finite element analysis FEP: Fluorinated ethylene propylene FEM: Finite element method J kg: Joule kilo gram Kg: Kilo gram M: Meter N: Newton Pa: Pascal PFOA: Per fluorooctanoate PTFE: PolyTetraFluoroEthylene References [1] Dominick Rosato and Donald Rosato, Plastics Engineered Product Design, ELSEVIER [2] R.J. Crawford, BSc, PhD, DSc, FEng,FIMechE, FIM_Butterworth H einemann. PLASTICS ENGINEERING_ Third Edition_ [3] K.l.Narayan, P,kannaiah, K.Venkata reddy, Machine drawing [4] H. Gradin Jr. Macmillan, Newyork, Xvi + 528pp, 1986, Fundamental of FEM, [5] Irvin L. Rubin(1990).Dry-as- Molded/Moisturized, Adapted from: Handbook of Plastic Materials and Technology, [6] SAE J328 Revised 1994: knuckle joint of car and truck performance requirements and test procedures. [7] Khurmi R.S., (2007), Machine design, , S Chand Publishers, Delhi. [8] Stuart B. H.: Tribological studies of composite material. Tribology International, 31, 647-651(1998). [9] Yijun Liiu., Introduction to the finite element method [10] Mechanical and structural properties of Ductile Cast Iron- M.A.Kenaawy, A.M. Abdel Fattah, N. Okasha and M.EL-Gazery, Egypt. Sol , vol. (24), No. (2), 2001 [11] MIL-HDBK-17- 5 volume 5 of 5, 17 june 2002, composite material hand book [12] V. A. Soloukhin, W. Posthumus, J.C.M. Brokken-Z ijp, J. Loos, and G. de With: Polymer, Vol. 43 (2002), p. 6169.
  • 6. Nishant Vibhav Saxena Int. Journal of Engineering Research and Applications www.ijera.com ISSN : 2248-9622, Vol. 5, Issue 3, ( Part -4) March 2015, pp.67-72 www.ijera.com 72 | P a g e [13] Harsha A. P., Tewari U. S.: Tribo performance of polyaryletherketone composites. Polymer Testing, 21,697–709 (2002). [14] PLASTICS ENGINEERING_ SEVENTH EDITION_J. A. Brydson_ Butterworth Heinemann S. Das , DEVELOPMENT OF COMPOSITES MATERIAL FOR ENGINEERING APPLICATIONS, (Received 1 March 2004 ; in revised form 20 May 2004) [15] Finite element moudeling with ansys by Tommaso Delpero, Gregoire Lepoittevin, A l berto sanchez. [16] W.Robert J.Funnell , Finite-element method [17] Cuixia, Z. (2006). Design and structural analysis of knuckle joint , Dissertation, Zhejiang University, Zhejiang. [18] Ramamurty Raju, P., Satyanarayana, B., Ramji, K., Suresh Badu, K. (2007). Evaluation of knuckle joint under tensile loads. Engineering Failure Analysis, vol. 14, pp. 791-800. [19] Li, P., Maijer, D.M., Lindley, T.C., Lee, P.D. (2007). Simulating the stress in the various joint and its impact on tensile load. Metallurgical and Materials Transactions B, vol. 38B, no. 8, p. 505-515. [20] c. Bosi, GL. Garagnani ,R .Tovo, mechanical property of Teflon material. [21] Xiaofeng, W., Zhao, L., Xiaoge, Z. (2007). Finite element analysis of a joint based on the fatigue test. Tractor & Farm Transporter, vol. 34, no. 1, p. 45-47