Fly rod response

Journal of Sound and Vibration

Volumn 209, Issue 3, 1998, Pages 537-541

  Hoffmann, J A ^a   Hooper, M R ^a  

^a CALIFORNIA POLYTECHNIC STATE UNIVERSITY   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

BENDING (DEFORMATION); DEFLECTION (STRUCTURES); DYNAMIC RESPONSE; FUNCTIONS; NATURAL FREQUENCIES; SPORTING GOODS; STIFFNESS;

FLY RODS; MASS DISTRIBUTION; SEMI EMPIRICAL EQUATIONS;

POLES;

EID: 0031696663     PISSN: 0022460X     EISSN: None     Source Type: Journal    
DOI: 10.1006/jsvi.1997.1238     Document Type: Editorial

References (13)

1. W. CAIRNS 1974 Fly Casting with Bill Cairns. Lexington, Ma: Stone Wall Press, p. 102.
2. G. A. SPOLEK 1993 Fly Fisherman Magazine Dec., 42-45. Fly rod action quantified.
3. G. A. SPOLEK 1988 The American Fly Fisher 14, 2-9. Where the action is: part II.
4. G. A. SPOLEK 1993 Advances in Bioengineering American Society of Mechanical Engineers BED 26, 251-254. Fly rod performance.
5. J. B. ROBSON 1990 American Journal of Physics 58, 234-240. The physics of fly casting.
6. J. A. HOFFMANN and M. R. HOOPER 1997 American Society of Mechanical Engineers Design Engineering Technical Conferences, DETC97/VIB-4070. Fly rod performance and line selection.
7. M. R. HOOPER 1997 M.S. Thesis, California Polytechnic State University, San Luis Obispo. Large deflection stiffness and vibration analysis of slender tapered rods.
8. S. J. KLINE and F. A. MCCLINTOCK 1953 Mechanical Engineering, 3-8. Describing uncertainties in single sample experiments.
9. L. S. MARKS 1951 Mechanical Engineer's Handbook. Fifth edition, pp. 498-499.
10. H. J. BARTEN 1944 Quarterly Journal of Applied Mathematics 2, 168-171. On the deflection of cantilever beams.
11. G. PRATHAP and T. K. VARADAN 1977 Journal of Sound and Vibration 55, 1-8. Non-linear vibrations of tapered cantilevers.
12. K. TAKAHASHI 1979 Journal of Sound and Vibration 64, 31-34. Non-linear free vibrations of inextensible beams.
13. M. K. VERMA and A. V. K. MURTHY 1974 Journal of Sound and Vibration 33, 1-12. Non-linear vibrations of non-uniform beams with concentrated masses.