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86

Volume-4, Issue-4, August-2014, ISSN No.: 2250-0758

International Journal of Engineering and Management Research

Available at:

www.ijemr.net

Page Number: 86-90

Static Stress Analysis and Optimization of a Diesel Engine Crankshaft using

FEA

Ramanagouda Biradar1, Dr. R A Savanur2

1M.Tech Scholar, Mechanical Engineering Department, BLDEA’s PGHCET Bijapur, Karnataka, INDIA 2 Professor and Head, Mechanical Engineering Department, BLDEA’s PGHCET Bijapur, Karnataka, INDIA

ABSTRACT

Crankshaft is one of the most critically loaded

component in the engine as it experiences cyclic loads in the form

of bending and torsion during its working condition. Its failure

will cause serious damage to the engine. So, its reliability

verification must be performed. This topic was chosen because

of increasing interest in the higher payloads, higher efficiency

and lower weight crankshafts.

The static stress analysis is conducted on a crankshaft

of a single-cylinder 4 stroke diesel engine using finite element

method. ANSYS WB14 is used for the analysis using 4 different

materials to find the distribution of maximum deformation,

maximum shear stress and von-mises stress on the crankshaft.

The results would provide a valuable foundation for the

optimization of mass and material selection.

Keywords: Crankshaft, FEM, Stress, Fillet, Optimization etc.

I. INTRODUCTION

In recent years, there are many kinds or development

of vehicle engine especially car and motorcycle engine. Each

automotive company tried to develop their own engine to

compete for new technology or invention in market. Internal

combustion engine is one type of automotive engine in which

fuel that run the mechanism is burned internally or burned

inside the engine cylinder. There are two types in internal

combustion engine which is reciprocating and rotary engine.

The type of engine that usually used is two stroke and four

stroke engine. In internal combustion engine, piston is one of

the important part defined as cylindrical component that

moves up and down in the cylinder bore by force produce

during the combustion process.

Crankshaft is a large component in an engine having

complex geometry that converts linear reciprocating

displacement of the piston to a rotary motion of the crank with

a four link mechanism. Since the crankshaft experiences a

large number of load cycles during its service life, its fatigue

performance and durability has to be considered in the design

process. Design developments have always been an important

issue in the crankshaft production industry, in order to

manufacture a less expensive component with minimum

weight, proper fatigue strength, higher fatigue life and

satisfying other functional requirements.

Since crankshaft is subjected to several forces which

vary in magnitude and direction (multiaxial). Connecting rod

transmitting gas pressure from cylinder to crankpin, the

stresses acting in the crankshaft vary with respect to time [5].

Most of time, crankshaft fails due to fatigue at fillet areas due

to bending load. Fillet rolling can increase fatigue life [6].

Engine mechanism and geometry has large impact on fillet

which experiences a large stress cycle during its working life.

Small crack initiates at this fillet location due to the stress

concentration which will propagate subsequently and failure

of crankshaft takes place[1]. Most of the crankshafts that

failed in fatigue were due to bending. Hence, fatigue Design

and Development has always an important issue in the

crankshaft production industry to manufacture less expensive

crankshaft with high fatigue strength [2].

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87

Crankshaft consists of the shaft parts which revolve

in the main bearings, the crankpin to which the big end of the

connected rod is connected, the crank arms or webs (also

called cheeks) which connect the crankpin and the shaft parts.

The crankshaft main journal rotate in a set of supporting

bearings (main bearings) causing the offset road journals to

rotate in circular path around the main journal centers, the

diameter of that path is the engine stroke. Crankshaft must be

strong enough to take the downward force of the power stroke

without excessive bending. So, the reliability and life of the

internal combustion engine depend on the strength of the

crankshaft mainly. As the engine runs, power impulses hit the

crankshaft in one place and then another. The torsional

vibration appears when a power impulse hits a crankpin

toward the front of the engine and the power stroke ends. If

not controlled, it can break the crankshaft.

Reasons for the failure of crankshaft

i. Incorrect geometry leads to stress concentration.

ii. Crankpin material & its chemical composition

iii. Pressure acting on piston

iv. overloading on the engine

Table.1 Materials used in the analysis with properties

Stresses on crankshaft

Crankshaft experiences various stresses due to gas pressure

generated inside the cylinder by the combustion of air and

fuel mixture.The following two types of stresses are induced

in the crankshaft.

1.Bending stress

2.Shear stress due to torsional moment on the shaft.

The crankshaft is subjected to various forces but

generally needs to be analyzed in two positions. Firstly,

failure may occur at the position of maximum bending; this

may be at the centre of the crank or at either end. In such a

condition the failure is due to bending and the pressure in the

cylinder is maximal. Second, the crank may fail due to

twisting, so the connecting rod needs to be checked for shear

at the position of maximal twisting. The pressure at this

position is the maximal pressure, but only a fraction of

maximal pressure.

Fig.2 Various forces acting on a slider-crank mechanism

II. OBJECTIVE OF THE PROJECT

To analyze the stresses acting on the crankpin due to gas

force. Analyze the maximum deformation, maximum stress

point and dangerous areas of failure. Optimize the design to

reduce the weight of the component so that inertia effect can

be minimized.

III. METHODOLOGY

i. Measuring the dimensions of crankshaft

ii. Modeling the part in CATIA V5 software

iii. Importing the solid modal into ANSYS module

iv. Applying load and boundary conditions

v. Comparing the ANSYS results

vi. Optimization

IV. LITERATURE REVIEW

C M. Balamurgan et al [1]. He has been studied the

Computer aided Modelling and Optimization of crankshaft

and compared the fatigue performance of two competing

materials of crankshaft namely forged steel and ductile cast

iron. The 3D models of crankshaft were created by solid edge

software and then imported to ANSYS software. The

optimization process included geometry changes compatible

with the current engine, fillet rolling and results in increased

fatigue strength and reduced the cost and mass of the

crankshaft.

Abhishek Choubey and Jamin Brahmbhatt [2]. They

analyzed the 3D model of the crankshaft of diesel which were

created by SOLID WORKS Software and imported to

ANSYS software. In the crankshaft maximum deformation

was appeared at the centre of crankpin neck surface. The Sl

No.

Parameter Forged steel

Cast iron

Carbon steel

Gray Cast Iron

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88

Von-mises stress appears at the fillets between the crankshaft

journals and crank webs and near the central point journal.

The edge of main journal is the critical area as it is high stress

concentrated area.

R. J. Deshbhratar and Y.R Suple [3]. They were analyzed

the 4- cylinder crankshaft modeled in Pro/E Software and

imported into ANSYS software. Maximum deformation

appears at the centre of crankshaft surface. The maximum

stress appears at the fillets between the crankshaft journal and

crank cheeks, and near the central point. The edge of main

journal is the high stress concentrated area. The crankshaft

deformation was mainly bending deformation under the

lower frequency. And the maximum deformation was located

at the link between main bearing journal and crankpin and

crank cheeks.

Ling et al. [4]. They conducted the fatigue life prediction

of the model and residue life assessment based on statistics of

historical working state (SHWS) at crankshaft using fatigue

damage accumulation (FDA) theory. Dynamic response of

typical operation performance is analyzed with software

ANSYS. And high stress zone was found. Then, via rain flow

cycle counting to obtain stress time history, together with

SHOP, fatigue load spectra of key parts are compiled. Finally,

FDA model is built up with nominal stress method and

residue life based on SHWS is predicted the crankshafts of

diesel engine. It was found that main shaft journal of

crankshaft near the power output side and connected rod

journal have relatively high stress, and FDA of the same time

is relatively larger.

Applied load and boundary conditions

A normal pressure of 11 MPa with factor of safety 1.5 is

applied on the component when the crank is at the position of

maximum bending moment or is at the dead centre. Load data

were taken from the experiment conducted on the Kirlosker

TV1 engine in our college energy conversion laboratory.

The two main journal areas are fixed in the analysis according

to the real condition of the part in the engine. This constitute

a fixed boundary condition in our static analysis. Boundary

conditions applied here represents the actual running

condition of the engine using engine performance data i.e. the

pressure v/s crank angle curve.

Fig.3 Pressure vs crank angle plot

Table.2 Allowable bending and shear stress on Crankshaftt [7]

V. RESULT AND DISCUSSION

By the ANSYS WB14 analysis software got the results

like von-mises stress, maximum shear stress and total

deformation on crankshaft by applying load of 11 MPa

at the centre of crankpin when crankshaft is at dead

centre. The results obtained on 4 different material types

of crankshaft are compared for stresses, deformation and

mass. The material which has low density, induces low

stress and deformation on a crankshaft has been selected

as a suitable material in the analysis

Fig.4 2D view of the crankshaft model

Fig.5 Meshed model of the present crankshaft Material Endurance in

MPa

Allowable stress in MPa Bending Shear Bending Shear Chrome

nickel 525 290 130-175

72.5-97 Carbon

and cast steel

225 124 56-75 31-42

Alloy

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89

Fig.6 Applied load and boundary condition

Fig.7 Equivalent von-mises stress of 35.774 MPa

Modification to the present model

Results obtained from the present crankshaft are compared

one another and shows that there is a chance for reducing the

mass. Fillet of 5 mm radius has been applied on the less

critical sections as shown in fig. mass of about 65 grams has

been reduced. So, optimization in mass of the component has

been achieved.

Fig.8 2D view of the optimized model

Fig.9 Von-mises stress on optimized model of 33.059MPa

Forged

steel Cast iron

Carbon steel

Gray cast iron

present 26.025 30.079 28.351 35.774

optimized 35.362 32.526 30.341 33.059

26.0

25

30.0

79

28.3

51 35.7

74

35.3

62

32.5

26

30.3

41

33.0

59

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90

Fig.10 Comparison of ANSYS results before and after

modification

Optimization

By seeing all the results on present and modified model it was

possible to make mass optimization on the present model of

a diesel engine, applied the fillet (removing material) of

radius 5 mm at the edges of crankshaft. Fillet more than 5

mm, increases the stress on component beyond the allowable

limit. Von-mises stress and shear stress are increased by 3 to

4 MPa on each components. But, deformation and mass of the

component are decreased by considerable amount.

VI. CONCLUSION

Finally, by comparing all the determinants like

von-mises stress, shear stress, deformation and mass on all type

material crankshaft, Gray cast iron crankshaft is best suitable

from the study. Since, all the determinants are within safe

limit and mass of the Gray cast iron crankshaft is about

9.0277 kg which is lesser amongst different material

crankshafts. For the present modal, fillet of 5 mm radius has

been applied and 64 grams of material is reduced. Even

though, all the determinants are within the allowable limit. By

considering the inertia effect of crankshaft in the engine, Gray

cast iron crankshaft will impose less inertia effect.

REFERENCES

[1] C.M Balamurugan, R. Krishnaraj, Dr. M. Sakhivel, K.

Kanthavel, Deepan Marudachalam M.G, R. Palani.

“Computer Aided modeling and optimization of Crankshaft”,

International Journal of scientific and Engineering Research,

Vol-2, issue-8, ISSN:2229-5518, August-2011.

[2] Abhishekchoubey, JaminBrahmbhatt, “Design and

Analysis of Crankshaft for single cylinder 4-stroke engine”,

International Journal of Advanced Engineering Reaserch and

studies, vol-1, issue-4, ISSN: 2249-8974, pages: 88-90,

July-sept 2012.

[3] R.J Deshbhratar, Y.R Suple, “Analysis and optimization of crankshaft using FEM”, International Journal of Modern

Engineering Research, vol-2, issue-5, ISSN: 2249-6645,

Pages: 3086-3088, sept-oct 2012.

[4] S. Ai-ling, Y. Wen-hua, D. Zhou, L. Yu-mei,(2010),

“Assessment of Residue Fatigue Life of Crankshaft Based on Theory of Fatigue Damage” International Conference on

Optoelectronics and Image Processing.

[5] Jonathan Williams ana Ali Fatemi “fatigue performance

comparison and life prediction of Forged steel and ductile

cast iron crankshafts” 2007-01-1001

[6] RincleGarg, Sunil Baghla, “Finite element analysis and optimization of crankshaft”, International Journal of

Engineering and Management Reaserch, vol-2,Issue-6,ISSN:

2250-0758, Pages:26-31, December 2012

[7] R.S.Khurmi and J.K.Gupta, “A textbook of machine design by R.S.Khurmi and J.K.Gupta”

[8] Balaveereddi, “Design data hand book by Balaveereddi” Forged

steel Cast iron

Carbon steel

Gray cast iron

present 14.398 16.519 15.724 19.818

optimized 19.597 17.923 17.033 18.123

14.3 98 16.5 19 15.7 24 19.8 18 19.5 97 17.9 23 17.0 33 18.1 23

M A X S H E A R S T R E S S I N M P A

Forged

steel Cast iron

Carbon steel

Gray cast iron

present 0.00455 0.0056 5.1513 0.01057

optimized 0.004493 0.005581 5.0881 0.010459

0.00 455 0.00 56 5.15 13 0.01 057 0.00 4493 0.00 5581 5.08 81 0.01 0459

D E F O R M A T I O N I N M M

Forged

steel Cast iron

Carbon steel

Gray cast iron

present 9.1548 9.1548 9.9177 9.0277

optimized 9.0891 9.0891 9.8465 8.9628

9.15 48 9.15 48 9.91 77 9.02 77 9.08 91 9.08 91 9.84 65 8.96 28

M A S S I N K G

References

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