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Projects of the
Simulation & Control Group
(A. Chawla & S. Mukherjee)
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Project Title:
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Blade life:
A comparison by cumulative damage theories.
A turbine blade is modeled as a rotating
pretwisted beam and subjected to aerodynamic
excitation from the flow path interference. The
resonant stresses are determined using a modal analysis.
With the help of steady steam bending and
centrifugal stresses and the dynamic stresses,
life estimates are made using the linear and
nonlinear cumulative damage theories and a comparison of the
results is presented. Based on these results,
recommendations are made on the usefulness of
different theories for practical application
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Analytical and Experimental Investigations of misaligned rotors.
A 3D finite element of a coupled Jeffcott rotor system is
modeled using hexahedral elements. The two Jeffcott rotors
are coupled by means of an automeshed coupling. Two power
transmitting pins are connected across the coupling halves.
Misalignment is introduced to the driven shaft and the
misalignment forces induced in the coupling pins are
analyzed.
The model is rotated statically and misaligned forces are
obtained at equiangular locations. It is found that the
forces vary at the frequency of the shaft speed and the
harmonic analysis of the force variation indicates that the
system is excited by odd harmonics from 1x to 7x in case of
parallel misalignment. The axial force variation is also
obtained and the corresponding harmonic analysis is also
performed. The amplitudes of these forces are found to be in
good agreement with the derivation of Gibbons (1976).
An Orbital analysis of the misaligned rotor system is
performed. Multilobed orbits, see Bloch and Geitner (1984),
are obtained and presented.
A test rig consisting of two coupled Jeffcott rotors is
designed and fabricated. Parallel misalignment of 0.5mm is
introduced to the driven shaft and the dynamic response of
the system was analyzed for the harmonic components present
in it in the direction of misalignment. The orbits are found
to be multilobed around the one-third critical speed region.
At around the half critical speed region, Limacon (see Lee,
1993) shaped orbits are observed. For a more severe value of
misalignment (1mm), “8” shaped orbits are observed around
the half-critical speed region. The harmonic components in
the direction of misalignment for the two values of parallel
misalignment of the experimental rotor, the axial vibration
of the disc are also reported in the paper.
The predominant radial characteristic of parallel
misalignment and the predominant axial characteristic of
angular misalignment are clearly identified, see Cempel and
Haddad (1991). The fact that misalignment orbits are
directional in nature, see Bloch and Geitner (1984) are
identified and investigated. Multilobed orbits which
indicate severe misalignment are obtained for severe values
of misalignment around the critical speed region, see Bloch
and Geitner (1984). Backward whirl was observed between the
two critical speeds, see Rao (1994). The fact that minor
values of misalignment give rise largely to once per
revolution component of vibration (see Ehrich (1991), is
also investigated and presented in the paper.
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People Involved:
Faculties:
- Dr. A. Chawla
- Dr. S. Mukherjee
Students and Staff:
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List of Sponsored Projects:
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Related Publication:
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Rao JS, Pathak A, Chawla A,
Blade life:
A comparison by cumulative damage theories,
JOURNAL OF ENGINEERING FOR GAS TURBINES AND POWER-TRANSACTIONS
OF THE ASME 123 (4): 886-892 OCT 2001
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A Chawla,
JS Rao and A Pathak, Blade Life - a comparision by cumulative
damage theories, To appear in the ASME Journal of turbo
machinery.
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JS Rao, R Sreenivas and A Chawla, Analytical and Experimental
Investigations of mislaigned rotors, to appear in
Proceedings of ISROMAC-9,
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JS Rao, R Sreenivas and A Chawla, Experimental investigation of
misaligned rotors, Proceedings of ASME Turbo Expo 2001.
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A Chawla,
JS Rao and A Pathak, Blade Life - a comparision by cumulative
damage theories, ASME TURBO EXPO - 99, organized by ASME in
Indianapolis in June 1999.
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© 2003-2004 Anoop Chawla, IIT Delhi.
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