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OCTOBER 19-20, 2012 - YMCA University of Science & Technology

OCTOBER 19-20, 2012 - YMCA University of Science & Technology

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Proceedings <strong>of</strong> the National Conference on<br />

Trends and Advances in Mechanical Engineering,<br />

<strong>YMCA</strong> <strong>University</strong> <strong>of</strong> <strong>Science</strong> & <strong>Technology</strong>, Faridabad, Haryana, Oct <strong>19</strong>-<strong>20</strong>, <strong>20</strong>12<br />

References<br />

1. R.W.Traill-nash and A.R.Collar, <strong>19</strong>53, Quarterly Journal <strong>of</strong> Mechanics and Applied Mathematics 6, 186-<br />

213. “The effects <strong>of</strong> shear flexibility and rotatory inertia on the bending vibrations <strong>of</strong> beams”<br />

2. A.E.H.Love <strong>19</strong>27 “Treatise on the Mathematical theory <strong>of</strong> Elasticity. New York: Dover Publications, Inc.<br />

3. S.P.Timoshenko, <strong>19</strong>53, History <strong>of</strong> Strength <strong>of</strong> Materials. New York: Dover Publications, Inc.<br />

4. S.P.Timoshenko, <strong>19</strong>21, Philosophical Magazine, 744. “On the correction for shear <strong>of</strong> the differential<br />

equation for transverse vibrations <strong>of</strong> bars <strong>of</strong> uniform cross-section”<br />

5. S.P.Timoshenko, <strong>19</strong>22, Philosophical Magazine, 125. “On the transverse vibrations <strong>of</strong> bars <strong>of</strong> uniform<br />

cross-section”<br />

6. E.T.Kruszewski, <strong>19</strong>49, National Advisory Committee for Aeronautics, <strong>19</strong>09. “Effects <strong>of</strong> transverse shear<br />

and rotary inertia on the natural frequencies <strong>of</strong> a uniform beam”<br />

7. C.L.Dolph, <strong>19</strong>54, Quarterly <strong>of</strong> Applied Mathematics 12, 175-187. “On the Timoshenko theory <strong>of</strong> transverse<br />

beam vibrations”<br />

8. T.C.Huang, <strong>19</strong>61, Journal <strong>of</strong> Applied Mechanics, 579-584. “The effect <strong>of</strong> rotatory inertia and <strong>of</strong> shear<br />

deformation on the frequency and normal mode equations <strong>of</strong> uniform beams with simple end conditions”<br />

9. M.Levinson, <strong>19</strong>81, Journal <strong>of</strong> Sound and vibration 77, 440-444. “Further results <strong>of</strong> a new beam theory”<br />

10. M.Levinson, <strong>19</strong>81, Journal <strong>of</strong> Sound and vibration 74, 81-87. “A new rectangular beam theory”<br />

11. J.Y. Shen, Jen K. Huang and Lawrence W. Taylor, Jr., "Timoshenko Beam Modeling for Parameter<br />

Estimation <strong>of</strong> NASA Mini-Mast Truss", the Journal <strong>of</strong> Vibration and Acoustics, Transaction <strong>of</strong> the ASME,<br />

Vol. 115, Jan. <strong>19</strong>93, pp. <strong>19</strong>-24.<br />

12. Thomson, W.T. ‘Vibration Theory and Applications’ George Allen and Unwin Ltd., <strong>19</strong>73.<br />

13. Den Hartong, J.P., ‘Mechanical Vibrations’ McGraw-Hill Book Co.4 th ed., New York <strong>19</strong>56.<br />

14. Rao, J.S and Gupta, K. ‘Introductory Course on Theory and Practice <strong>of</strong> Mechanical Vibrations’ Wiley<br />

Eastern Limited (India) <strong>19</strong>87<br />

15. Stolarski, T., Nakasone, Y., Yoshimoto, S. ‘Engineering Analysis with ANSYS S<strong>of</strong>tware’ Elsevier<br />

Butterworth-Heinemann, Oxford, <strong>19</strong>88<br />

16. Hatch, R.Michael, ‘Vibration Simulation Using MATLAB and ANSYS’ CRC Press, Florida <strong>20</strong>01<br />

396

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