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IJRI-ME-02-030 FATIGUE FAILURE ANALYSIS OF STEAM TURBINE SHAFT USING FEM TECHNIQUE

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International Journal of Research and Innovation on Science, Engineering and Technology (<strong>IJRI</strong>SET)<br />

International Journal of Research and Innovation in<br />

Mechanical Engineering (<strong>IJRI</strong><strong>ME</strong>)<br />

<strong>FATIGUE</strong> <strong>FAILURE</strong> <strong>ANALYSIS</strong> <strong>OF</strong> <strong>STEAM</strong> <strong>TURBINE</strong> <strong>SHAFT</strong><br />

<strong>USING</strong> <strong>FEM</strong> <strong>TECHNIQUE</strong><br />

D.Jojappa 1 , K.Naresh babu 2 , K.krishnaveni 3 .<br />

1 Research Scholar, Department of Mechanical Engineering, Chebrolu engineering college, Guntur, AP, India.<br />

2 Assistant professor, Department of Mechanical Engineering, Chebrolu engineering college, Guntur, AP, India.<br />

3 Associate professor, Department of Mechanical Engineering, Chebrolu engineering college, Guntur, AP, India.<br />

Abstract<br />

The aim of the project is to locate best constrain location by evaluating steam turbine shaft with different materials.<br />

Initially data collection will be done to understand rectification methodology and approach.<br />

A 3D model of shaft will be prepared and exported into IGES (inertial graphical exchanging specifications) format to<br />

conduct further work in ANSYS.<br />

Structural analysis will be carried out on assembly to evaluate structural characteristics.<br />

Model analysis will be carried out on same to find natural frequency’s (for comparison with other results)<br />

Thermal analysis will be carried out on to find thermal characteristic.<br />

Comparison tables will be prepared according to the obtained results from Ansys; Conclusion will be made according<br />

to the obtained results.<br />

Key words: steam turbine, shaft, hollow shaft,fatigue failure analysis.<br />

*Corresponding Author:<br />

D.Jojappa,<br />

Research Scholar, Department of Mechanical Engineering,<br />

Chebrolu engineering collage, Guntur, AP, India.<br />

Email: darajojappa@gmail.com<br />

Year of publication: 2016<br />

Review Type: peer reviewed<br />

Volume: III, Issue : I<br />

Citation: D.Jojappa, Research Scholar, "Fatigue Failure Analysis<br />

of Steam Turbine Shaft Using Fem Technique" International<br />

Journal of Research and Innovation on Science, Engineering<br />

and Technology (<strong>IJRI</strong>SET) (2016) 194-198<br />

It has almost completely replaced the reciprocating piston<br />

steam engine primarily because of its greater thermal<br />

efficiency and higher power-to-weight ratio. Because the<br />

turbine generates rotary motion, it is particularly suited<br />

to be used to drive an electrical generator – about 80% of<br />

all electricity generation in the world is by use of steam<br />

turbines. The steam turbine is a form of heat engine that<br />

derives much of its improvement in thermodynamic efficiency<br />

through the use of multiple stages in the expansion<br />

of the steam, which results in a closer approach to<br />

the ideal reversible process.<br />

MODELS <strong>OF</strong> <strong>STEAM</strong> <strong>TURBINE</strong> <strong>SHAFT</strong><br />

INTRODUCTION <strong>OF</strong> <strong>STEAM</strong> <strong>TURBINE</strong> <strong>SHAFT</strong><br />

Turbine shaft is one of the main machine element where<br />

high, intermediate and low pressure blades will be arranged<br />

with the support of journal bearing. It has to bear<br />

not only self, blades weight and also steam pressure, temperature<br />

and torque.<br />

Due to high fatigue lodes (continues cyclic load) caused<br />

by above conditions shaft becomes weaker; mainly selfweight<br />

is one of the big obstacle. If self-weight can be<br />

reduced fatigue life can be improved and also mechanical<br />

efficiency will be increased. Previous researcher’s has<br />

done the research on materials only, in this thesis work<br />

along with materials hollow shaft will be analysed.<br />

The above image shows turbine shaft and bearings assembly<br />

<strong>STEAM</strong> <strong>TURBINE</strong>:<br />

A steam turbine is a mechanical device that extracts thermal<br />

energy from pressurized steam, and converts it into<br />

rotary motion. Its modern manifestation was invented by<br />

Sir Charles Parsons in 1884.<br />

194


International Journal of Research and Innovation on Science, Engineering and Technology (<strong>IJRI</strong>SET)<br />

The above image shows hallow shaft and bearings assembly<br />

MATERIALS AND BOUNDARY CONDITIONS:<br />

Weight= volume X density<br />

Equivalent stress value, it is also called as vonmisses stress<br />

which provides the average value of directional and principle<br />

stress using vonmisses theory of failure.<br />

THERMAL <strong>ANALYSIS</strong> FOR SOLID MODEL-MATERIAL1<br />

Low pressure blade set= 4695903 X 0.00000785 Kg/mm 3<br />

= 36.86<br />

Intermediate pressure blade set= 2390470 X 0.00000785 Kg/<br />

mm 3 = 18.76<br />

High pressure blade set= 2163510 X 0.00000785 Kg/mm 3<br />

= 16.98<br />

Weight X newton’s = load<br />

Low pressure blade set = 36.86 X 9.81=361.228<br />

Intermediate pressure blade set = 18.76 X 9.81=184.142<br />

High pressure blade set = 16.98 X 9.81=166.404<br />

Load /area = pressure<br />

Shaft Area of each blade set = 268535mm<br />

Low pressure blade set = 0.0013<br />

Intermediate pressure blade set = 0.000685<br />

High pressure blade set = 0.000619<br />

Total heat flux<br />

<strong>FATIGUE</strong> <strong>ANALYSIS</strong> FOR SOLID MODEL-MATERIAL 1<br />

Material 1<br />

AISI 4130 Steel (super alloy steel) Material 1<br />

Material 2<br />

Haynes Hastelloy C-276 alloy<br />

STRUCTURAL <strong>ANALYSIS</strong> FOR SOLID MODEL-MATE-<br />

RIAL 1<br />

Safety factor range on object<br />

STRUCTURAL <strong>ANALYSIS</strong> FOR HALLOW MODEL-MA-<br />

TERIAL 1<br />

Total deformation<br />

Equivalent stress<br />

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International Journal of Research and Innovation on Science, Engineering and Technology (<strong>IJRI</strong>SET)<br />

THERMAL <strong>ANALYSIS</strong> FOR HALLOW MODEL MATE-<br />

RIAL 1<br />

Total heat flux<br />

<strong>FATIGUE</strong> <strong>ANALYSIS</strong> FOR HALLOW MODEL- MATERI-<br />

AL 1<br />

The above image shows hallow shaft, bearings and center support<br />

bearing<br />

STRUCTURAL <strong>ANALYSIS</strong> FOR HALLOW MODEL WITH<br />

CENTER BEARING-MATERIAL 2<br />

Maximum life<br />

STRUCTURAL <strong>ANALYSIS</strong> FOR HALLOW MODEL-MA-<br />

TERIAL 2<br />

Equivalent stress value, it is also called as vonmisses stress<br />

which provides the average value of directional and principle<br />

stress using vonmisses theory of failure.<br />

<strong>FATIGUE</strong> <strong>ANALYSIS</strong> FOR HALLOW MODEL WITH<br />

CENTER BEARING-MATERIAL 2<br />

Total deformation<br />

RESULT TABLES<br />

Safety factor range on object.<br />

Equivalent stress<br />

Materials AISI 4130<br />

Steel<br />

Total deformation<br />

STRUCTURAL <strong>ANALYSIS</strong><br />

Solid shaft<br />

C-276<br />

alloy<br />

AISI 4130<br />

Steel<br />

Hallow shaft<br />

C-276<br />

alloy<br />

0.<strong>02</strong>1188 0.<strong>02</strong>233 0.<strong>02</strong>7235 0.<strong>02</strong>6332<br />

Stress 44.67 42.056 73.184 69.301<br />

Strain 0.00<strong>02</strong>21 0.00<strong>02</strong>13 0.000437 0.000426<br />

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International Journal of Research and Innovation on Science, Engineering and Technology (<strong>IJRI</strong>SET)<br />

Materials AISI 4130<br />

Steel<br />

Temperature<br />

THERMAL <strong>ANALYSIS</strong><br />

Solid shaft<br />

C-276<br />

alloy<br />

AISI 4130<br />

Steel<br />

Hallow shaft<br />

C-276<br />

alloy<br />

591.63 579.95 588.53 577.73<br />

Heat flux 0.66966 0.42049 0.60857 0.38725<br />

Thermal<br />

error<br />

Materials AISI 4130<br />

Steel<br />

Total deformation<br />

HZ 1<br />

Total deformation<br />

HZ 2<br />

Total deformation<br />

HZ 3<br />

Total deformation<br />

HZ 4<br />

Total deformation<br />

HZ 5<br />

Materials AISI 4130<br />

Steel<br />

7.4585e6 1.7605e6 4.7633e6 9.8352e5<br />

MODEL <strong>ANALYSIS</strong><br />

Solid shaft<br />

C-276<br />

alloy<br />

AISI 4130<br />

Steel<br />

Hallow shaft<br />

C-276<br />

alloy<br />

144.92 143.39 168.41 166.42<br />

145.18 143.65 177.22 175.15<br />

418.62 413.79 372.42 368.31<br />

419.11 414.27 382.68 378.51<br />

709.51 695.61 475.99 470.09<br />

<strong>FATIGUE</strong> <strong>ANALYSIS</strong><br />

Solid shaft<br />

C-276<br />

alloy<br />

AISI 4130<br />

Steel<br />

Hallow shaft<br />

C-276<br />

alloy<br />

LIFE 5e11 5e11 5e11 5e11<br />

Damage 1.034 0.86538 3.7329 3.2395<br />

HALLOW <strong>SHAFT</strong> WITH CENTER SUPPORT BEARING<br />

TABLE<br />

Materials<br />

STRUCTURAL <strong>ANALYSIS</strong><br />

C-276 alloy<br />

Total deformation 0.22403<br />

Stress 65.783<br />

Strain 0.00041147<br />

Materials<br />

THERMAL <strong>ANALYSIS</strong><br />

C-276 alloy<br />

Temperature 577.73<br />

Heat flux 0.38723<br />

Thermal error 9.8352e5<br />

Materials<br />

MODEL <strong>ANALYSIS</strong><br />

C-276 alloy<br />

Total deformation HZ 1 372.95<br />

Total deformation HZ 2 383.67<br />

Total deformation HZ 3 953.67<br />

Total deformation HZ 4 975.5<br />

Total deformation HZ 5 1190.4<br />

Materials<br />

LIFE<br />

<strong>FATIGUE</strong> <strong>ANALYSIS</strong><br />

C-276 alloy<br />

5e11<br />

Damage 2.8291<br />

CONCLUSION<br />

This thesis work deals with “<strong>FATIGUE</strong> <strong>FAILURE</strong> ANAL-<br />

YSIS <strong>OF</strong> <strong>STEAM</strong> <strong>TURBINE</strong> <strong>SHAFT</strong> <strong>USING</strong> <strong>FEM</strong> TECH-<br />

NIQUE” to compare solid and hollow shafts; to suggest<br />

best material and suitable location for the center bearing.<br />

Structural, model, thermal and fatigue analysis is done<br />

on solid and hollow shafts along with bearings by varying<br />

materials; as per the analysis results hollow shaft is<br />

having little bit high stress and deformation but these are<br />

within the limit only while considering factor of safety.<br />

Bearing was installed near high pressure blades for additional<br />

support to use hollow shaft to reduce stress concentration;<br />

then above analysis was conducted to evaluate<br />

results.<br />

As per the analysis work results hollow shaft with center<br />

bearing and C-276 material will be the better option; using<br />

these conditionsshaft weight can be reduced up to<br />

51kgs [^16%] which interns increases the mechanical efficiency.<br />

REFERENCE<br />

1.THERMAL STRESS <strong>ANALYSIS</strong> IN <strong>STEAM</strong> <strong>TURBINE</strong> RO-<br />

TOR - A REVIEW by Ms. Mohini R. Kolhe1, Prof. A. D.<br />

Pachchhao2, Prof. H.G.Nagpure3.<br />

2.Calculation of Thermal Stress and Fatigue Life of 1000<br />

MW Steam Turbine Rotor by ShuangBian, Wenyao Li.<br />

3.DESIGN AND <strong>ANALYSIS</strong> <strong>OF</strong> <strong>STEAM</strong> <strong>TURBINE</strong> ROTOR<br />

byM. Chandra Sekhar Reddy.<br />

4.Residual Life Assessment of 60 MW Steam Turbine Rotor<br />

by K. Venkatesh*, P. VeeraRaju**, T. Jayananda Kumar**<br />

5.TRANSIENT THERMAL <strong>ANALYSIS</strong> <strong>OF</strong> A <strong>STEAM</strong> TUR-<br />

BINE ROTOR by Shilpa P. Bhorkar, Dr. A.V. Vanalkar.<br />

6.ZvonimirGuzović, BranimirMatijašević, TihomirMihalić<br />

“Characteristics Of Non- Stationary Thermal Stresses In<br />

The Low-Pressure Part Of The Rotor”15th International<br />

Research/Expert Conference TMT-2011,Prague,Czech<br />

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7.Chunlin Zhang, Niansu Hu, Jianmei Wang,<br />

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197


International Journal of Research and Innovation on Science, Engineering and Technology (<strong>IJRI</strong>SET)<br />

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Author<br />

D.Jojappa,<br />

Research Scholar, Department of Mechanical Engineering,<br />

Chebrolu engineering college, Guntur, AP, India.<br />

K.Naresh babu,<br />

Assistant professor, Department of Mechanical Engineering,<br />

Chebrolu engineering college, Guntur, AP, India.<br />

K.krishnaveni,<br />

Associate professor, Department of Mechanical Engineering,<br />

Chebrolu engineering college, Guntur, AP, India.<br />

198

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