Page 571 - Fluid-Structure Interactions Slender Structure and Axial Flow (Volume 1)

REFERENCES 54 1

HERRMANN, G. (1967) Stability of equilibrium of elastic systems subjected to non-
conservative forces. Applied Mechanics Reviews 20, 103- 108.
HERRMANN, G. & BUNGAY, R.W. (1964) On the stability of elastic systems subjected
to nonconservative forces. Journal of Applied Mechanics 31, 435 -440.
HERRMANN, G. & JONG, I.C. (1965) On the destabilizing effect of damping in noncon-
servative elastic systems. Journal of Applied Mechanics 32, 592-597.
HERRMANN. G. & JONG, I.C. (1966) On nonconservative stability problems of elastic
systems with slight-damping. Journal ofApplied Mechanics 33, 125- 133.
HERRMANN, G. & NEMAT-NASSER, S. (1967) Instability modes of cantilevered bars
induced by fluid flow through attached pipes. International Journal of Solids and Struc-
tures 3, 39-52.
HERRMANN, G., NEMAT-NASSER, S. & PRASAD, S.N. (1966) Models demonstrating
instability in nonconservative mechanical systems. The Technological Institute, Dept
of Civil Engineering, Northwestern University, Technical Report No. 66-4.
HILL, J.L. & DAVIS, C.G. (1974) The effect of initial forces on the hydroelastic vibration
and stability of planar curved tubes. Journal of Applied Mechanics 41, 355-359.
HILL, J.L. & SWANSON, C.P. (1970) Effects of lumped masses on the stability of fluid
conveying tubes. Journal of Applied Mechanics 37, 494-497.
HINZE, J.O. (1975) Turbulence, 2nd edition. New York: McGraw-Hill.
HIRSCH, M.W. & SMALE, S. (1974) Differential Equations, Dynamical Systems, and
Linear Algebra. Orlando: Academic Press.
HODGE, P.G. ( 1970) Continuum Mechanics. New York: McGraw-Hill.
HOLMES, P.J. (1977) Bifurcations to divergence and flutter in flow-induced oscillations:
a finite dimensional analysis. Journal of Sound and Ebration 53, 47 1-503.
HOLMES, P.J. (1978) Pipes supported at both ends cannot flutter. Journal of Applied
Mechanics 45, 619-622.
HOLMES, P.J. & MARSDEN, J.E. (1978) Bifurcation to divergence and flutter in flow-
induced oscillations: an infinite dimensional analysis. Automatica 14, 367-384.
HOLMES, P.J. & MOON, F.C. (1983) Strange attractors and chaos in nonlinear
mechanics. Journal of Applied Mechanics 50, 1021 - 1032.
HOUSNER, G.W. (1952) Bending vibrations of a pipe line containing flowing fluid.
Journal of Applied Mechanics 19, 205-208.
HU, H.-H. & TSOON, W.-S. (1957) On the flexible vibrations of a pipe containing
flowing fluid. In Proceedings of Theoretical and Applied Mechanirs (India),
pp. 203-216.
HUGHES, P.C. (1986) Spacecraji Attitude Dynamics. New York: John Wiley & Sons.
HUNT, K. & CROSSLEY, F. (1975) Coefficient of restitution interpreted as damping in
vibroimpacting. Journal of Applied Mechanics 42, 440-445.
HUSEYIN, K. & PLAUT, R.H. (1974/5) Transverse vibrations and stability of systems
with gyroscopic forces. Journal of Structural Mechanics 3, 163- 177.
ILGAMOV. M.A., TANG, D.M. & DOWELL, E.H. (1994) Flutter and forced response
of a cantilevered pipe: the influence of internal pressure and nozzle discharge. Journal
of Fluids and Structures 8, 139-156.
INAGAKI, T., UMEOKA, T., FUJITA, K., NAKAMURA, T., SHIRAISHI. T.,
KIYOKAWA, T. & SUGIYAMA, Y. (1987) Flow induced vibration of inverted U-
shaped piping containing flowing fluid of top entry system for LMFBR. In Proceedings
SMiRT-9, Vol. E, pp. 295-302.