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    Liquid Sloshing Dynamics
    • Online ISBN: 9780511536656
    • Book DOI: https://doi.org/10.1017/CBO9780511536656
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Book description

The problem of liquid sloshing in moving or stationary containers remains of great concern to aerospace, civil, and nuclear engineers; physicists; designers of road tankers and ship tankers; and mathematicians. Beginning with the fundamentals of liquid sloshing theory, this book takes the reader systematically from basic theory to advanced analytical and experimental results in a self-contained and coherent format. The book is divided into four sections. Part I deals with the theory of linear liquid sloshing dynamics; Part II addresses the nonlinear theory of liquid sloshing dynamics, Faraday waves, and sloshing impacts; Part III presents the problem of linear and nonlinear interaction of liquid sloshing dynamics with elastic containers and supported structures; and Part IV considers the fluid dynamics in spinning containers and microgravity sloshing. This book will be invaluable to researchers and graduate students in mechanical and aeronautical engineering, designers of liquid containers, and applied mathematicians.

Reviews

'This book will be invaluable to researchers and graduate students in mechanical and aeronautical engineering, designers of liquid containers and applied mathematicians.

Source: Engineering Designer

'…a remarkable and comprehensive contribution to sloshing dynamics… The reviewer highly recommends this book for graduates and Ph. D students in this field, as well as researchers and engineers in various industries that use storage tanks, because it contains not only original aspects but also acts as a tutorial through its discussions of how analytical results compare with measurements. It represents an important addition to the fluid-structure interaction bookshelf.'

Source: Journal of Sound and Vibration

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References
References
Aa E. V. and Sanders J. A. (1979), The 1:2:1-resonance, its periodic orbits and integrals, in Asymptotic Analysis from Theory to Application, Lecture Notes in Mathematics 711: Editor Verhulst, F., 187–208, Springer-Verlag, Berlin.
Abdalla K. L., Flage R. A., and Jackson R. G. (1964), Zero gravity performance of ullage control surface with liquid hydrogen while subjected to unsymmetrical radiant heating, NASA TM X-1001.
Gawad, Abdel A. F., Ragab, S. A., Nayfeh, A. H., and Mook, D. T. (2001), Roll stabilization by anti-roll passive tanks, Ocean Engrg. 28, 457–469.
Abramowitz, G. L. and Segun, I. A. (1968), Handbook of Mathematical Functions, New York, Dover Publications.
Abramson, H. N. (1961a), Amazing motions of liquid propellant, Astronaut 6, 35–37.
Abramson H. N. (1961b), Liquid dynamic behavior in rocket propellant tanks, Proc. ONR/AIAA Symp Struct. Dynamics of High Speed Flight, Los Angeles, April 1961, 287–318.
Abramson H. N. (1961c), Total force response resulting from liquid propellant sloshing in a rigid cylindrical tank with vertical center wall baffle, Tech. Rept. 9, SwRI, May.
Abramson H. N. (1961d), Theoretical and experimental studies of liquid sloshing in rigid cylindrical tanks, Tech. Rept. (Final Report), SwRI, May.
Abramson H. N. (1963a), Studies of liquid dynamics in rocket propellant tanks, SwRI, May.
Abramson, H. N. (1963b), Dynamic behavior of liquid in moving containers, ASME Appl. Mech. Rev. 16(7), 501–506.
Abramson, H. N. (1964), Some measurements of the effects of ring baffles in cylindrical tanks, J. Spacecraft Rock. 1(9/10), 560–562.
Abramson H. N. (1965), Further studies of liquid sloshing in rocket propellant tanks, Final Report, Contract NAS8–1555, SwRI, Dec 1965.
Abramson, H. N. (Ed), (1966a), The Dynamic Behavior of Liquids in Moving Containers, NASA SP 106.
Abramson H. N. (1966b), Some current aspects of the dynamic behavior of liquids in rocket propellant tanks, in Applied Mechanical Surveys, Abramson, H. N., Liebowitz, H, Crowley, J. M., and Juhasz, S., eds. Washington, DC, Sparton Books, 941–949.
Abramson, H. N. (1968), Liquid propellant dynamics, AGARD Manual of Aeroelasticity (1), Chapter 8, Revised Edition, NATO, Paris.
Abramson, H. N. (1969), Slosh Suppression, NASA SP-8031.
Abramson, N. H. (2003), Dynamics of contained liquids: A personal odyssey, ASME Appl. Mech. Rev. 56(1), R1–R7.
Abramson H. N., Bass R. L., Faltinsen O., and Olsen H. A. (1974), Liquid slosh in LNG carriers, 10th Symp. Naval Hydrodynamics, MIT, Cambridge, MA.
Abramson H. N., Chu W. H., and Garza L. R. (1962a), Liquid sloshing in 45 degree sector compartmented cylindrical tanks, Tech. Rept. 3, SwRI, Nov 1962.
Abramson H. N., Chu W. H., Garza L. R., and Ransleben G. E. Jr (1962b), Some studies of liquid rotation and vortexing in rocket propellant tanks, NASA TN D-1212, June 1962.
Abramson, H. N., Chu, W. H., and Garza, L. R. (1963), Liquid sloshing in spherical tanks, AIAA J. 1(2), 384–389.
Abramson, H. N., Chu, W. H., and Kana, D. D. (1966), Some studies of nonlinear lateral sloshing in rigid containers, J. Appl. Mech. 33(4), also NASA CR-375, January.
Abramson H. N., Chu W. H., Kana D. D., and Lindholm U. S. (1962c), Bending vibrations of a circular cylindrical shell containing an internal liquid with a free surface, Tech. Rept. 4, SwRI, March.
Abramson, H. N. and Garza, L. R. (1964), Some measurements of the effects of ring baffles in cylindrical tanks, J. Spacecraft Rock. 1(5), 560–562.
Abramson, H. N. and Garza, L. R. (1965), Some measurements of liquid frequencies and damping in compartmented cylindrical tanks, J. Spacecraft Rock. 2(5/6), 453–455.
Abramson, H. N., Garza, L. R., and Kana, D. D. (1962d), Some notes on liquid sloshing in compartmented cylindrical tanks, Amer. Rocket Soc. J. 32(6), 978–980.
Abramson H. N., Garza L. R., and Squire W. (1961), An exploratory study of the effect of sloshing on heat transfer in similitude cryogenic liquid, Tech. Rept. 2, SwRI, February.
Abramson, H. N. and Kana, D. D. (1967), Some recent research on the vibrations of elastic shells containing liquids, Proc. Symp. Shell Theory, University of Houston, Texas.
Abramson H. N. and Kana D. D. (1970), Some experimental studies of the dynamic stability of thin shells containing liquid, 60th Anniversary volume in honor of V. Novozhilov, the USSR National Committee on Theor. and Appl. Mech., Academy of Science USSR, Moscow, May 18.
Abramson H. N., Martin R. J., and Ransleben G. E. Jr (1958), Application of similitude theory to the problem of fuel sloshing in rigid tanks, Tech. Rept. 1, SwRI, May.
Abramson H. N. and Nevill G. E. Jr (1963), Some modern developments in the application of scale models in dynamic testing, ASME Colloquium on Use of Models and Scaling in Shock and Vibration, November.
Abramson H. N. and Ransleben G. E. Jr (1959a), Simulation of fuel characteristics in missile tanks by use of small models, Tech. Rept. 3 SwRI, March.
Abramson H. N. and Ransleben G. E. Jr (1959b), A note on the effectiveness of two type slosh suppression devices, Tech. Rept. 6, SwRI, June.
Abramson, H. N. and Ransleben, G. E. Jr (1960), Simulation of fuel sloshing characteristics in missile tanks by use of small models, Amer. Rocket Soc. J. 30(7), 603–612.
Abramson, H. N. and Ransleben, G. E. Jr (1961a), Some comparisons of sloshing behavior in cylindrical tanks having flat and conical bottoms, Amer. Rocket Soc. J. 31, 542–544.
Abramson, H. N. and Ransleben, G. E. Jr (1961b), A note on wall pressure distribution during sloshing in rigid tanks, Amer. Rocket Soc. J. 31, 545–547.
Abramson, H. N. and Ransleben, G. E. Jr (1961c), Representation of fuel sloshing in cylindrical tanks by an equivalent mechanical model, Amer. Rocket Soc. J. 31(12), 1697–1705.
Abramson H. N. and Ransleben G. E. Jr (1961d), Some studies of a floating lid type device for suppression of liquid sloshing in rigid cylindrical tanks, Tech. Rept. 10, SwRI, May.
Abramson H. N. and Ransleben G. E. (1961e), Liquid sloshing in rigid cylindrical tanks undergoing pitching motion, Tech. Rept. 11, SwRI, May.
Abzug, M. J. (1996), Fuel slosh in skewed tanks, J. Guid. Contr. Dyn. 19(5), 1172–1177.
Ackerberg, R. C. (1965), The viscous incompressible flow inside a cone, J. of Fluid Mech. 21(1), 47–81.
Addington, J. W. (1960), Dynamics of fuel in tanks, Note 99, College of Aeronautics, Cranfield, England.
Addriaans, M. J., Moeu, W. A., Boyd, S. T. P., Strayer, D. M., and Duncan, R. V. (1996), Cryogenic design of the liquid helium experiment: Critical dynamics in microgravity, Cryogenics 36, 787–794.
Adler, W. F. (1979), The mechanics of liquid impact, in Treatise on Material Science and Technology, CM Proc., ed., 16, Erosion, Academic Press 127–183.
Advani, S. H. and Lee, Y. C. (1970), Free vibrations of fluid-filled spherical shells, J. Sound and Vib. 12(4), 453–462.
Aganovic, I. (1981), On a spectral problem of hydroelasticity, J. de Mec. 20(3) 409–414.
Agnon, Y. and Golzman, M. (1996), Periodic solutions for a complex Hamiltonian system: New standing water waves, Wave Motion 24, 139–150.
Agrawal, B. N. (1987), Interaction between liquid propellant slosh modes and attitude control in a dual-spin spacecraft, Proc. AIAA/ASME/ASCE/AFS 28thStruct. Dyn. Mat. Conf., Part 2B, 774–780.
Agrawal, B. N. (1993), Dynamic characteristics of liquid motion in partially filled tanks of a spinning spacecraft, J. Guidance, Control, and Dynamics 16(4), 636–640.
Aita, S. and Girbert, R. J. (1986), Fluid-elastic instability of a flexible weir: a theoretical model, ASME Proc. Flow-Induced Vib., 104, 51–58.
Aita, S., Tigeot, Y., Bertaut, C., and Serpantie, J. P. (1986), Fluid-elastic instability of a flexible weir: experimental observations, ASME Proc. Flow-Induced Vib., 104, 41–50.
Aitta, A. (1991), Nonlinear phenomena at an air–fluid interface in a horizontal rotating cylinder, Eur. J. Mech. B/ Fluids 10 (suppl 2), 175–180.
Akita, Y. (1967), Dynamic pressure of cargo oil due to pitching and effectiveness of swash bulkhead in long tanks, Japan Shipbuilding & Marine Eng. 2(5), 42–55.
Albanese, C., Carotenuto, L., Castagnolo, D., Ceglia, E., and Monti, R. (1995), An investigation on the “onset” of oscillatory Marangoni flow, Adv. Space Res. 16(7), 87–94.
Albright N. (1977), Mathematical and computational studies of the stability of axisymmetric annular capillary free surfaces, NASA, NTIS, Washington, DC.
Alexander, J. I. D. (1990), Low-gravity experiment sensitivity to residual acceleration: a review, Microgravity Sci. Techno. 3, 52–68.
Alexander J. I. D. (1997), Drops, jets and bubbles, in Free Surface Flows, Kuhlamann, H. C., and Rath, H. J., eds., New York, Springer-Verlag.
Alexander, J. I. D., Garandet, J. P., Favier, J. J., and Lizee, A. (1997), G-jitter effects on segregation during directional solidification of tin-bismuth in the Mephisto furnace facility, J. Crystal Growth 178, 657–661.
Alexander, J. I. D., Ouzzani, J., and Rosenberger, F. (1991), Analysis of the low gravity tolerance of Bridgman–Stockbarger crystal growth, J. Crystal Growth 112, 21–38.
Alexander J. I. D, Slobozhanin L. A., Resnick A. H., Ramus J. F., and Delafontaine S. (2000), Stability limits and dynamics of nonaxisymmetric liquid bridges, Proc. Center for Microgravity Res., Cleveland, OH, 564–569.
Alfriend, K. (1974), Partially filled viscous ring nutation damper, J. Spacecraft 11, 456–462.
Alfriend K. T. and Spencer T. (1981), Comparison of filled and partly filled nutation dampers, AAS/AIAA Astrodyn Spec. Conf., Lake Tahoe, NV, Paper 81–141.
Aliabadi, S., Johnson, A., and Abedi, J. (2003), Comparison of finite element and pendulum models for simulation of sloshing, Comput. & Fluids 32, 535–545.
Allingham W. D. (1968), Zero gravity expulsion of cryogens with metal bellows, AIAA/Aerospace Corp. Symp. Low Gravity Orientation and Expulsion, Los Angeles, 199–208.
Amabili, M. (1996a), Free vibration of partially filled, horizontal cylindrical shells, J. Sound Vib. 191, 757–780.
Amabili, M. (1996b), Effect of finite fluid depth on the hydroelastic vibrations of circular and annular plates, J. Sound Vib. 193, 909–925.
Amabili, M. (1997a), Bulging modes of circular bottom plates in rigid cylindrical containers filled with liquid, Shock and Vibration 4, 51–68.
Amabili, M. (1997b), Shell-plate interaction in the free vibrations of circular cylindrical tanks partially filled with a liquid: the artificial spring method, J. Sound Vib. 199, 431–452.
Amabili, M. (1997c), Ritz method and sub-structuring in the study of vibration with strong fluid–structure interaction, J. Fluids Struct. 11, 507–523.
Amabili, M. (2000a), Eigenvalue problems for vibrating structures coupled with quiescent fluids with free surface, J. Sound Vib. 231, 79–97.
Amabili, M. (2000b), Vibrations of fluid-filled hermetic cans, J. Fluid Struct. 14, 235–255.
Amabili, M. (2003), Theory and experiments for large-amplitude vibrations of empty and fluid-filled circular cylindrical shells with imperfections, J. Sound Vib. 262, 921–975.
Amabili, M. and Dalpiaz, G. (1995), Breathing vibrations of a horizontal circular cylindrical tank shell, partially filled with liquid, ASME J. Vib. Acoust. 117, 187–191.
Amabili, M., and Dalpiaz, G. (1998), Vibrations of base plates in annular cylindrical containers: theory and experiments, J. Sound Vib. 210, 329–350.
Amabili, M. and Garziera, R. (2000), Vibrations of circular cylindrical shells with non-uniform constraints, elastic bed and added mass, part I: Empty and fluid-filled shells, J. Fluid Struct. 14(1), 669–690.
Amabili, M., and Garziera, R. (2002), Vibrations of circular cylindrical shells with non-uniform constraints, elastic bed and added mass, part II: Shells containing or immersed in axial flow, J. Fluid Struct. 16(1), 31–51.
Amabili, M., Garziera, R., and Negri, A. (2002), Experimental study on large-amplitude vibrations of water-filled circular cylindrical shells, J. Fluid Struct. 16(2), 213–227.
Amabili, M. and Kwak, M. K. (1996), Free vibration of circular plates coupled with liquid: revising the Lamb problem, J. Fluids Struct. 10, 743–761.
Amabili, M. and Kwak, M. K. (1999), Vibration of circular plates on a free fluid surface: effect of surface waves, J. Sound Vib. 226, 407–424.
Amabili, M. and Paidoussis, M. P. (2003), Review of studies on geometrically nonlinear vibrations and dynamics of circular cylindrical shells and panels, with and without fluid–structure interaction, ASME Appl. Mech. Rev. 56(4), 349–381.
Amabili, M., Paidoussis, M. P., and Lakis, A. A. (1998a), Vibrations of partially filled cylindrical tanks with ring-stiffeners and flexible bottom, J. Sound Vib. 213, 259–299.
Amabili, M., Pellicano, F., and Paidoussis, M. P. (1998b), Nonlinear vibrations of simply supported, circular cylindrical shells, coupled with quiescent fluid, J. Fluids Struct. 12, 883–918.
Amabili, M.Pellicano, F., and Paidoussis, M. P. (1999a), Nonlinear dynamics and stability of circular cylindrical shells containing flowing fluid, part I: Stability, J Sound Vib. 225(4), 655–699.
Amabili, M.Pellicano, F., and Paidoussis, M. P. (1999b), Nonlinear dynamics and stability of circular cylindrical shells containing flowing fluid, part II: large-amplitude vibrations without flow, J. Sound Vib. 228(5), 1103–1124.
Amabili, M.Pellicano, F., and Paidoussis, M. P. (1999c), Further comments on nonlinear vibrations of shells, J. Fluids Struct. 13, 159–160.
Amabili, M.Pellicano, F., and Paidoussis, M. P. (2000a), Nonlinear dynamics and stability of circular cylindrical shells containing flowing fluid, part III: truncation effect without flow and experiments, J. Sound Vib. 237(4), 617–640.
Amabili, M.Pellicano, F., and Paidoussis, M. P. (2000b), Nonlinear dynamics and stability of circular cylindrical shells containing flowing fluid, part IV: large-amplitude vibrations with flow, J. Sound Vib. 237(4), 641–666.
Amabili, M., Pellicano, F., and Vakakis, A. F. (2000c), Nonlinear vibrations and multiple resonances of fluid-filled, circular shells, part I: equations of motion and numerical results, ASME J. Vib. Acoust. 122, 346–354.
Amabili, M.Pellicano, F., and Vakakis, A. F. (2000d), Nonlinear vibrations and multiple resonances of fluid-filled, circular shells, part II: perturbation analysis, ASME J. Vib. Acoust. 122, 355–364.
Amakhin, V. M., Kalayzin, E. I., and Voronokov, A. V. (1975), Method of numerical calculation of emptying and filling a tank in a weak force field, Tr. Moscow Aviats. Inst. 323, 110 (in Russian).
Amano, K., and Iwano, R. (1991), Experimental and analysis of jet-induced sloshing in a tank, Tran. JSME (in Japanese) B57, 1947–1954.
Amano, K., Koizumi, M., and Yamakawa, M. (1989), Three dimensional analysis method for potential flow with a moving liquid surface using a boundary element method, Sloshing and Fluid Structure Vibration, ASME Pressure Vess. Piping Conf., PVP 157, 127–132.
Ambrazyavichus, A. P. (1981a), Solvability of problem on conical capillary, Probl. Mat. Analiza. (Leningrad) 8, 3–9 (in Russian).
Ambrazyavichus, A. P. (1981b), Construction of barrier functions for solving capillary problems in conical regions, Lit. Mat. Sb. 24, 3–15 (in Russian).
Amick, C. J. and Tolland, J. F. (1987), The semi-analytic theory of standing waves, Proc. Royal Soc. London A 411, 123–137.
Amieux, J. C. and Dureigne, M. (1972), Analytical design of optimal nutation damper, J. Spacecraft Rock. 9(12), 934–935.
Amiro, I. Y. and Prokopenko, N. Y. (1997), Nonlinear oscillations of cylindrical shells, Int Appl. Mech. 33(11), 903–908.
Amsden A. A. and Harlow F. H. (1971), The SMAC method: a numerical technique for calculating incompressible fluid flows, Los Alamos Scientific Laboratory Rept. LA-4370.
Ananthakrishnan, P. and Yeung, R. W. (1994), Nonlinear interaction of a vortex pair with clean and surfactant-covered free surface, Wave Motion 19, 343–360.
Anderson, J. G., Semercigil, S. E., and Turan, O. F. (2000a), A standing-wave-type sloshing absorber to control transient oscillations, J. Sound Vib. 232(5), 839–856.
Anderson, J. G., Semercigil, S. E., and Turan, O. F. (2000b), An improved standing-wave-type sloshing absorber, J. Sound Vib. 235(4), 702–710.
Anderson, J. G., Turan, O. F., and Semercigil, S. E. (2001), Experiments to control sloshing in cylindrical containers, J. Sound Vib. 240(2), 394–404.
Andracchio C. R. and Abdalla K. L. (1968), An experimental study of liquid flow into a baffled spherical tank during weightlessness, NASA TM X-1526.
Paramasivam, Ang T. Balendra P. K. K., and Lee, S. L. (1982), Free vibration analysis of cylindrical liquid storage tanks, Int. J. Mech. Sci. 24, 47–59.
Anilkumar, A. V., Grugel, R. N., Shen, X. F., and Wang, T. G. (1993), Control of thermocapillary convection in a liquid bridge by vibrations, J. Appl. Phys. 73(9), 4165–4170.
Anisimov, A. M. (1963), Axi-symmetrical vibrations of a spherical shell filled by a fluid, IVUZ Aviatsionnaya Teknika (Proc. of Institutions of Higher Education, Aviation Technology) 2, 51–58.
Anisimov, A. M. (1968), Application of finite-difference methods to the calculations of axially symmetric vibrations of shells of revolution with liquid, IVUZ Aviatsionnaya Teknika (Proc. of Institutions of Higher Education, Aviation Technology) 3, 23–30.
Anosov Yu, N. (1966), The nonlinear vibrations of a liquid in a cylindrical cavity, Soviet Appl. Mech. (Prikl. Mekh.) 2(10), 22–28.
Anzai T., Ikeuchi M., Igarashi K., and Okanuma T. (1981), Active nutation damping system of engine test satellite-IV, 22nd Congress Int. Astronaut. Fed., IAF 81–350.
Arai, M. (1986), Experimental and numerical studies of sloshing in liquid cargo tanks with internal structures, Ishikawajima-harima Heavy Indust. Eng. Rev. 19(2), 51–56.
Arai, M., Cheng, L. Y., and Inoue, Y. (1993), Numerical simulation of sloshing and swirling in cubic and cylindrical tank, J. Kansai Soc. Naval Arch, Japan N219, 97–101.
Arai, M.Cheng, L. Y., and Inoue, Y. (1994), 3-D numerical simulation of impact load due to liquid cargo sloshing, J. Soc. Naval Arch. Japan 171, 177–184.
Arbell, H. and Fineberg, J. (1998), Spatial and temporal dynamics of two interacting modes in parametrically driven surface waves, Phys. Rev. Lett. 81, 4384–4387.
Arbell, H., and Fineberg, J (2000a), Two-mode rhomboidal states in driven surface waves, Phys. Rev. Lett. 84, 654–657.
Arbell H., and Fineberg J. (2000b), Temporally harmonic oscillations in Newtonian fluids, Europhys. Lett. Reprint.
Armenio, V. and Rocca, M. L. (1996), On the analysis of sloshing of water in rectangular containers: numerical study and experimental validation, Ocean Eng. 23(8), 705–739.
Armstrong G. L. and Kachigan K. (1961), Propellant sloshing, in Handbook of Astronautical Eng, H. H. Koelle, ed., Chapter 14, sections 14–27.
Arnold, R. N., and Warburton, G. B. (1949), Flexural vibrations of the walls of thin cylindrical shells having freely supported ends, Proc. Royal Soc. (London) A197, 238.
Asaki, T. J. and Marston, P. L. (1995), Free decay of shape oscillations of bubbles acoustically trapped in water and seawater, J. Fluid Mech. 300, 149–167.
Ashmore, J., Hosoi, A. E., and Stone, H. A. (2003), The effect of surface tension on rimming flows in a partially filled rotating cylinder, J. Fluid Mech. 479, 65–98.
Aslam, M., Godden, W. G., and Scanline, D. T. (1979), Earthquake sloshing in annular and cylindrical tanks, ASCE J. Eng. Mech. Div. 105, 371–389.
Atluri, S. (1972), A perturbation analysis of nonlinear free flexural vibrations of a circular cylindrical shell, Int. J. Solids & Struct. 8, 549–569.
Auli W., Fischer F. D., and Rammerstofer F. G. (1985), Uplifting of earthquake-loaded liquid-filled tanks, ASME PVP-987.
Au-Yang, M. K. (1976), Free vibration of fluid-coupled coaxial cylindrical shells of different lengths, J. Appl Mech. 34, 480–484.
Aydelott J. C. (1995), Technology requirements to be addressed by the NASA Lewis Research Center Cryogenic Fluid Management Facility Program, AIAA Paper AIAA-95–1229.
Azuma, H. and Yoshinara, S. (1999), Three-dimensional large-amplitude drop oscillations: experiments and theoretical analysis, J. Fluid Mech. 393, 309–332.
Babenko, K. I. and Yurev, S. P. (1980), On the shape of the surface of a capillary liquid in a vertical cylinder of arbitrary cross section, Dokl. Akad. Nauk. SSSR 251, 1326–1334.
Babitsky, V. I. (1966), Vibro-impact motions of pendulum with inertial suspension in vibrating container, Analysis and Synthesis of Automatic Machines, Moscow, Nauka, 20–30.
Babitsky, V. I. (1998), Theory of Vibro-Impact Systems and Applications, Berlin, Springer-Verlag.
Babskii, V. G., Kopachevskii, N. D., Myshkis, A. D., Slobozhanin, L. A., and Tyuptsov, A. D. (1976a), The Hydrodynamics of Weightlessness, Moscow, Nauka.
Babskii V. G., Kopachevskii N. D., Myshkis A. D., Slobozhanin L. A., and Tyuptsov A. D. (1976b), Approximate methods in zero-gravity fluid mechanics, in Problems of Mathematical Physics and Functional Analysis, Kiev, Naukova Dumka, 83–94 (in Russian).
Babskii, V. G.Kopachevskii, N. D.Myshkis, A. D.Slobozhanin, L. A., and Tyuptsov, A. D. (1980), On some unresolved problems of zero gravity hydromechanics, Nonlin. Anal. Theo. Meth. Appl. 4(3), 607–621.
Babu, S. S. and Bhattacharayya, S. K. (1996), Finite element analysis of fluid-structure interaction effect on liquid retaining structure due to sloshing, Comp. Struct. 59(6), 1165–1171.
Bagdasaryan, G. E., and Gnuni, V. T. (1966), The parametric vibrations of a cylindrical shell filled with a liquid to different depths, Soviet Appl. Mech. (Prikl. Mekh.) 2(3), 21–26.
Bagno, A. M. and Guz, A. N. (1997), Elastic waves in prestressed bodies interacting with a liquid (review), Soviet Appl. Mech. (Prikl. Mekh.) 33(6), 3–39.
Baines, P. G. (1967), Forced oscillations of an enclosed rotating fluid, J. Fluid Mech. 30(3), 533–546.
Baird, M. H. I. (1963), Resonance bubbles in a vertical liquid column, Can. J. Chem. Eng. 41, 52–56.
Balabukh L. I. (1966), Interaction of shells with a liquid and gas, Proc. All-Union Conf. on Theory of Shells and Plates, Baku, Moscow, Nauka, 935–944.
Balabukh, L. I. and Molchanov, A. G. (1967), Axi-symmetric oscillations of a spherical shell partially filled with fluid, Inzh. Zh. Mekh. Tverd. Tela 5, 56–61.
Balakirev, Y. G. (1967), Axi-symmetric oscillations of a shallow spherical shell containing a fluid, Inzh. Zh. Mekh. Tverd. Tela 5, 116–123.
Balendra, T., Ang, K. K., Paramasivam, P., and Lee, S. (1982a), Free vibration analysis of cylindrical liquid storage tanks, Int. J. Mech. Sci. 24(1), 47–59.
Balendra, T., Ang, K. K., Paramasivan, P., and Lee, S. L. (1982b), Seismic design of flexible cylindrical liquid storage tanks, Earthquake Eng. Struct. Dyn. 10, 477–496.
Balendra T. and Nash W. A. (1978), Earthquake analysis of a cylindrical liquid storage tank with a dome by finite element method, University of Massachusetts, Amherst, MA.
Balendra T. and Nash W. A. (1980), Seismic analysis of a cylindrical liquid storage tank with a dome by the finite element method, Century 2, ASME Pressure Vess. Piping Conf., San Francisco, 1.
Balendra, T., Wang, C. M., and Cheong, H. F. (1994), Effectiveness of tuned liquid column dampers for vibration control towers, J. Eng. Struct. 17(9), 668–675.
Balendra, T., Wang, C. M., and Rakesh, G. (1998), Vibration control of tapered building using TLCD, J. Wind Eng. Indust. Aerodyn. 77/78, 245–257.
Balendra, T., Wang, C. M., and Rakesh, G. (1999), Vibration control of various types of buildings using TLCD, J. Wind. Eng. Indust. Aerodyn. 83, 197–208.
Balendra, T., Wang, C. M., and Yan, N. (2001), Control of wind-excited towers by active tuned liquid column damper, Eng. Struct. 23, 1054–1067.
Bandyopadhyay K. K. (1991), Overview of seismic panel activities, Proc. 3rd DOE Natural Phenomena Hazards Mitigation Conf., St. Louis, MO, 423–429.
Banner, M. L. and Peregrine, D. H. (1993), Wave breaking in deep water, Annu. Rev. Fluid. Mech. 25, 373–397.
Banner, M. L., and Tian, X. (1996), Energy and momentum growth rates in breaking water waves, Phys. Rev. Lett. 77, 2953–2956.
Banning, D. A., Hengeveld, L. D., and Modi, V. J. (1966), Apparatus for demonstrating dynamics of sloshing liquids, Bull. Mech. Eng. Edu. 5, 65–70.
Bao, G. W., and Pascal, M. (1997), Stability of a spinning liquid-filled spacecraft, Archive Appl. Mech. 67(6), 407–421.
Barber N. F. and Ghey G. (1969), Water Waves, The Wykeham Sci. Series, London.
Barnyak, O. M. (1997), Normal oscillations of a viscous liquid partially filling a circular horizontal channel, Int. Appl. Mech. 33(4), 335–343.
Barnyak, M. Y. (1971a), Determination of natural frequencies and small oscillation forms of an ideal liquid in a vessel in weak gravitational field, Mat. Fiz. 9, 3–11 (in Russian).
Barnyak M. Y. (1971b), Approximate methods of solving problems on the statics and dynamics of a liquid in a vessel under near zero-gravity conditions, Ph.D. thesis, Inst. Mat. Akad. Nauk. Ukraine, Kiev, SSSR (in Russian).
Barnyak, M. Y. and Barnyak, O. M. (1996), Normal oscillations of viscous liquid in a horizontal channel, Int. Appl. Mech. 32(7), 560–566.
Baron M. L. and Bleich H. H. (1959), The dynamic analysis of empty and partially full cylindrical tanks and transient response by mode analysis, Final Report, DASA No 1123A, 22 May 1959, Paul Weidlinger, ASTIA No 220236.
Baron, M. L. and Skalak, R. (1962), Free vibrations of fluid filled cylindrical shells, ASCE J. Eng. Mech. 88(1), 17–43.
Barr, R. A. and Ankudinov, V. (1977), Ship rolling: Its prediction and reduction using roll stabilization, Marine Tech. 14(1), 19–41.
Barron, R. and Chang, S. W. R. (1989), Dynamic analysis and measurement of sloshing of fluid in containers, Trans. ASME D.S. 111, 83–90.
Barton, D. C. and Parker, J. V. (1987), Finite element analysis of the seismic response of anchored and unanchored liquid storage tanks, Earthquake Eng. Struct. Dyn. 15, 299–322.
Bass, D. W. (1998), Roll stabilization for small fishing vessels using paravenes and anti-roll tanks, Marine Technol. 35(2), 74–84.
Bass R. L. (1975), Dynamic slosh induced loads on liquid cargo tank bulkheads, Soc. Naval Archit. and Marine Eng., Rept. No R-19.
Basset, A. B. (1914), On the steady motion and stability of liquid in an ellipsoid vessel, Quart. J. Math. 45.
Bateman, H. (1944), Partial Differential Equations of Mathematical Physics, New York, Dover Publications.
Bauer H. F. (1957), Approximate effect of ring stiffener on the pressure distribution in an oscillating cylindrical tank partially filled with a liquid, ABMA, DA, Memo. No 264, DA-M-114, 12 September.
Bauer H. F. (1958a), Determination of approximate first natural frequencies of fluid in a spherical tank, ABMA, DA-TN-75–58.
Bauer H. F. (1958b), The influence of fluid in the tanks on the moment of inertia of Jupiter AM8, ABMA, DA-Memo No 333, DA-M-1–58, 31 March.
Bauer H. F. (1958c), Fluid oscillations in a circular cylindrical tank, Rept. No DA-TR-1–58, April.
Bauer H. F. (1958d), Fluid oscillations of a circular cylindrical tank performing lissajous-oscillations, ABMA, DA-TR-2–58, April.
Bauer H. F. (1958e), Fluid oscillations in a circular cylindrical tank due to bending of tank walls, ABMA, DA-TR-3–58, April.
Bauer H. F. (1958f), Fluid oscillations in a cylindrical tank with damping, ABMA, DA-TR-4–58, April.
Bauer H. F. (1958g), The moment of inertia of a liquid in a circular cylindrical tank, ABMA, Rept. No DA-TR-5–58, April.
Bauer H. F. (1958h), Damped fluid oscillations in circular cylindrical tank due to bending tank wall, ABMA, DA-TR-9–58, 16 May.
Bauer H. F. (1958i), Propellant sloshing, ABMA, DA-TR-18–58, 5 November.
Bauer H. F. (1959a), Force and moment of a liquid on a rigid fixed lid on the free fluid surface due to translational and rotational oscillation of a tank, ABMA, DA-TN-25–59, 20 March.
Bauer H. F. (1959b), Damped oscillations in a connected fluid system, ABMA, DA-TN-57–59, 1 May.
Bauer H. F. (1959c), The effective moment of inertia in roll of propellant and roll damping, ABMA, DA-TR-67–59, May.
Bauer H. F. (1960a), Mechanical model for the description of the liquid motion in a rectangular container, Lockheed Company, RN ER-8559, June.
Bauer H. F. (1960b), Theory of fluid oscillations in a circular cylindrical ring tank partially filled with liquid, NASA TN-D-557.
Bauer H. F. (1961a), The effects of interaction of structure, control, and propellant sloshing upon the stability of large space vehicles, MSFC, NASA, MTP-AERO-61–83.
Bauer, H. F. (1961b), Parametric study of the influence of propellant sloshing on the stability of spacecraft, Aero. /Space Sci. J. 28(10), 819–820.
Bauer H. F. (1961c), Mechanical analogy of fluid oscillations in cylindrical tanks with circular and annular cross-section, MSFC, NASA, MTP-AERO61–4.
Bauer H. F. (1961d), Dynamics of liquid propellant vehicles, Proc. ONR/AIAA Symp. on Struct. Dynamics of High Speed Flight, 319–355 (Office of Naval Res., Los Angeles, CA).
Bauer H. F. (1962a), Theory of fluid oscillations in partially filled cylindrical containers, MSFC, NASA, MTP-AERO-62–1, January.
Bauer H. F. (1962b), Mechanical model of fluid oscillations in cylindrical containers and introduction of damping, MTP-AERO-62–16.
Bauer H. F. (1962c), The damping factor provided by flat annular ring baffles for free surface oscillations, MTP-AERO-62–81, November.
Bauer, H. F. (1963a), Tables and graphs of zero of cross product Bessel functions, MTP-AERO-63–50. Also J. Math. Computation 18, 128–135, 1964.
Bauer, H. F. (1963b), Stability boundaries of liquid propellant space-vehicles with sloshing, AIAA J. 1(7), 1583–1589.
Bauer, H. F. (1963c), Theory of liquid sloshing in compartmented cylindrical tanks due to bending excitation, AIAA J. 1(7), 1590–1596.
Bauer H. F. (1963d), The effect of propellant sloshing on the stability of an accelerometer controlled rigid vehicle, NASA TN-D-1831.
Bauer, H. F. (1963e), Liquid sloshing in a cylindrical quarter tank, AIAA J. 1(11), 2601–2606.
Bauer H. F. (1964a), Fluid oscillations in the containers of a space vehicle and their influence on stability, NASA TR-R-187.
Bauer, H. F. (1964b), Fuel vibration in rocket containers and their influence on the overall stability, Zeit fur Flugweissenschaften 12(3/6), 85–101 and 222–229 (in German).
Bauer, H. F. (1964c), Discussion of ‘breathing vibrations of a partially filled cylindrical tank-linear theory’, J. Appl. Mech. 31(3), 569–570.
Bauer, H. F. (1964d), Liquid sloshing in a 45 degree sector compartmented cylindrical tank, AIAA J. 2(4), 768–770.
Bauer H. F. (1964e), Propellant oscillations in the containers of a roll oscillating space vehicle and moment of inertia of liquid, Proc. 5th Annual Struct. and Materials Conf., 184–190.
Bauer H. F. (1965a), The response of propellant in an arbitrary cylindrical tank due to single pulse excitation, in Developments in Theoretical and Appl. Mech.2, Shaw, W. A., ed., 351–383.
Bauer H. F. (1965b), Nonlinear propellant sloshing in a rectangular container of infinite length, North Amer. Avia. Inc., S&ID Report, SID 64–1593.
Bauer H. F. (1966a), Liquid behavior in the reservoir of the sound-suppressor system, NASA TN-D-3165.
Bauer, H. F. (1966b), Stability boundaries of liquid propelled elastic space-vehicles with sloshing, J. Spacecraft Rock. 3(2), 240–246.
Bauer H. F. (1966c), Theory of liquid sloshing in a rectangular container, Rept. No ER-8390, Lockheed-Georgia Company, June.
Bauer, H. F. (1966d), Comment on moment of inertia and damping of liquids in baffled cylindrical tanks, J. Spacecraft Rock. 3(6), 957–959.
Bauer, H. F. (1966e), Nonlinear mechanical model for the description of propellant sloshing, AIAA J. 4(9), 1662–1668.
Bauer, H. F. (1966f), Response of liquid in a rectangular container, ASCE J. Eng. Mech. Div. 92, 1–23.
Bauer H. F. (1967), Nonlinear propellant sloshing in a rectangular container of infinite length, in Developments in Theoretical and Appl Mech, 3, Shaw, W. A., ed., New York, Pergamon Press, 725–759.
Bauer H. F. (1968a), Response of the fuel in a rectangular container to a roll maneuver with numerical examples for C-5A-wing, Rept. No SMN-217, Lockheed-Georgia Company.
Bauer H. F. (1968b), Dynamics of the airplane with fuel sloshing, Rept. No SMN-246, Lockheed-Georgia Company.
Bauer H. F. (1969a), Fuel sloshing in accelerating rectangular container, Rept. No SMN-282, Lockheed-Georgia Company.
Bauer, H. F. (1969b), Note on linear hydroelastic sloshing, Zeit. Ang. Math. Meck. (ZAMM) 49(10), 577–589.
Bauer, H. F. (1970), Hydroelastic oscillations in an upright circular cylindrical container, (in German), Zeitsch. fur Flug. 18(4), 117–134.
Bauer, H. F. (1971a), Hydroelastic vibrations of a uniformly rotating infinitely long circular cylindrical container, Acta Mech. 12(3/4), 307–326.
Bauer, H. F. (1971b), Migration of a large gas-bubble under the lack of gravity in a rotating liquid, AIAA J. 9, 1426–1427.
Bauer, H. F. (1972), On the destabilizing effect of liquids in various vehicles, part I, Vehicle Syst. Dyn., Int. J. Vehicle Mech. and Mobility 1, 227–260.
Bauer, H. F. (1973), On the destabilizing effect of liquids in various vehicles, part II, Vehicle Syst. Dyn., Int. J. Vehicle Mech. and Mobility 2, 33–48.
Bauer, H. F. (1981a), Dynamic behavior of an elastic separating wall in vehicle containers: part I, Int. J. Vehicle Des. 2(1), 44–77.
Bauer, H. F. (1981b), Hydroelastic vibrations in a rectangular container, Int. J. Solids Struct. 17, 639–652.
Bauer, H. F. (1981c), Flüssigkeitsschwingungen mit freir oberfläche in keilförmigen behälten, Acta Mech. 38, 31–34.
Bauer, H. F. (1982a), Coupled oscillations of a solidly rotating liquid bridge, Acta Astron. 9, 547–563.
Bauer, H. F. (1982b), Dynamic behavior of an elastic separating wall in vehicle container, Part I. I., Int. J. Vehicle Des. 3, 307–332.
Bauer, H. F. (1982c), Oscillations of immiscible liquids in free space or in spherical containers in zero gravity environment, Ing. Arch. 51, 363–381.
Bauer, H. F. (1982d), Rotating finite liquid systems under zero gravity, Forschung im Ingenieurwesen 48, 159–179.
Bauer, H. F. (1982e), Velocity distribution due to Marangoni-effect for angular temperature field along infinite liquid bridge, Forschung im Ingenieurwesen 48, 50–55.
Bauer, H. F. (1982f), Marangoni-convection in a freely floating liquid sphere due to axial temperature field, Ing. Arch. 52, 263–273.
Bauer, H. F. (1982g), Velocity distribution due to thermal Marangoni-effect in a liquid column under zero gravity environment, Zeit. Angew. Math. Mech. (ZAMM) 62, 471–482.
Bauer, H. F. (1982h), Velocity distribution in a liquid bridge due to thermal Marangoni-effect, Zeit. fur Flugwissenschaften und Weltraumforschung 6, 252–260.
Bauer, H. F. (1982i), Sloshing in conical tanks, Acta Mech. 43(3/4), 185–200 (in German).
Bauer, H. F. (1983a), Natural damped frequencies of an infinitely long column of immiscible viscous liquids, Forsch. Ing. Wes. 49, 117–126.
Bauer, H. F. (1983b), Surface and interface oscillations of freely floating spheres of immiscible viscous liquids, Ing. Arch. 53, 371–383.
Bauer, H. F. (1983c), Marangoni-effect velocity distribution due to time-oscillatory temperature gradients in zero gravity environment, Acta Mech. 46, 167–187.
Bauer, H. F. (1983d), Liquid surface oscillations in a viscous liquid column induced by temperature fluctuations, Forschung im Ingenieurwesen 49, 58–65.
Bauer, H. F. (1983e), Surface oscillations due to the Marangoni-effect in the freely floating sphere, Ing. Arch. 53, 275–287.
Bauer, H. F. (1983f), Transient thermal Marangoni-convection in a liquid bridge, Zeit. fur Flugwissenschaften und Weltraumforschung 7, 120–133.
Bauer, H. F. (1983g), Liquid surface oscillations induced by temperature fluctuations, Zeit. fur Flugwissenschaften und Weltraumforschung 7, 274–278.
Bauer, H. F. (1983h), Transient convection due to the sudden change of the temperature gradient, Forschung im Ingenieurwesen 49, 181–188.
Bauer, H. F. (1984a), Oscillations of immiscible liquids in a rectangular container: a new damper for excited structures, J. Sound Vib. 93(1), 117–133.
Bauer, H. F. (1984b), Natural damped frequencies of an infinitely long column of immiscible viscous liquids, Zeit. Angew. Math. Mech. (ZAMM) 64, 475–490.
Bauer, H. F. (1984c), Free liquid surface response induced by fluctuations of thermal Marangoni convection, AIAA J. 22(3), 421–428.
Bauer, H. F. (1984d), Forced liquid oscillations in paraboloid-containers, Zeit. fur Flugwissenschaften und Weltraumforschung 8, 49–55.
Bauer, H. F. (1984e), Surface and interface oscillations of a rotating viscous liquid column of immiscible liquids, Forsch. Ing. Wes. 50, 21–31.
Bauer, H. F. (1984f), Combined Marangoni and natural convection in a variable micro-gravity field, Mech. Res. Comm. 11, 11–20.
Bauer, H. F. (1984g), A theoretical study of Marangoni convection in a liquid column in zero gravity, Acta Astron. 11, 301–311.
Bauer, H. F. (1984h), Combined thermo-capillary and natural convection and g-jitter in a constant micro-gravity field, Forsch. Ing. Wes. 50, 169–200.
Bauer, H. F. (1985a), Surface and interface oscillations in an immiscible spherical visco-elastic system, Acta Mech. 55, 127–149.
Bauer, H. F. (1985b), Induced free liquid surface oscillations in a visco-elastic liquid column due to angular temperature fluctuations, Forsch. Ing. Wes. 51, 133–140.
Bauer, H. F. (1985c), Combined residual natural and Marangoni convection in a liquid sphere subjected to a constant and variable micro-gravity field, Zeito Angew. Math. Mech. (ZAMM) 65, 461–470.
Bauer, H. F. (1986a), Free surface- and interface oscillations of an infinitely long visco-elastic liquid column, Acta Astron. 13(1), 9–22.
Bauer, H. F. (1986b), Coupled frequencies of a hydroelastic viscous liquid system, Int. J. Solids and Structures 22, 1471–1484.
Bauer, H. F. (1986c), Induced free surface oscillations in a freely floating visco-elastic liquid sphere imposed to an oscillatory temperature gradient, Forsch. Ing. Wes. 52, 81–88.
Bauer, H. F. (1986d), Thermo-capillary-induced axisymmetric free liquid surface oscillations in a visco-elastic column, Zeit. Angew. Math. Mech. (ZAMM) 66, 283–295.
Bauer, H. F. (1987a), Coupled frequencies of a hydroelastic system consisting of an elastic shell and frictionless liquid, J. Sound Vib. 113, 217–232.
Bauer, H. F. (1987b), Hydroelastic oscillations of a viscous infinitely long liquid column, J. Sound Vib. 119(2), 249–265.
Bauer, H. F. (1987c), Natural frequencies and stability of immiscible cylindrical z-independent liquid systems, Applied Micro Gravity Techn. 1, 11–26.
Bauer, H. F. (1987d), Thermo-capillary and residual natural convection in an orbiting spherical liquid system, Forsch. Ing. Wes. 53, 83–93.
Bauer, H. F. (1988a), Nonlinear oscillations of axially independent liquid column under zero gravity environment, Forsch. Ing. Wes. 54, 82–93.
Bauer, H. F. (1988b), Coupled frequencies of a rotating hydroelastic shell–liquid system under zero gravity, J. Fluids Struct. 2, 407–423.
Bauer, H. F. (1988c), Natural frequencies and stability of immiscible spherical liquid systems, Applied Micro Gravity Techn. 1, 90–102.
Bauer, H. F. (1988d), Marangoni convection in finite cylindrical liquid bridges, Zeit. fur Flugwissenschaften und Weltraumforschung 12, 332–340.
Bauer, H. F. (1989a), Response of a spinning liquid column to axial excitation, Acta Mech. 77(1–4), 153–170.
Bauer, H. F. (1989b), Natural frequencies and stability of circular cylindrical immiscible liquid systems, Appl. Microgravity Tech. II., 27–44.
Bauer, H. F. (1989c), Response of an annular cylindrical liquid column in zero gravity, Forschung im Ingenieurwesen 55, 79–88.
Bauer, H. F. (1989d), Damped response of an axially excited rotating liquid bridge under zero gravity, Acta Mech. 79, 295–301.
Bauer, H. F. (1989e), Response of a finite rotating annular liquid layer to axial excitation, Forschung im Ingenieurwesen 55, 120–127.
Bauer, H. F. (1989f) Vibrational behavior of a viscous column with a free liquid surface, Zeit. fur Flugwissenschaften und Weltraumforschung 13, 248–253.
Bauer, H. F. (1989g), Marangoni convection in rotating liquid systems, Applied Micro Gravity Techn. 2, 142–157.
Bauer, H. F. (1990a) Response of a liquid column to one-sided axial excitation in zero gravity, Forschung im Ingenieurwesen 56, 14–21.
Bauer, H. F. (1990b), Axial response and transient behavior of a cylindrical liquid column in zero gravity, Zeit. fur Flugwissenschaften und Weltraumforschung 14, 174–182.
Bauer, H. F. (1990c), Response of a liquid column to unequal axial excitations under zero gravity, Applied Micro Gravity Techn. 3, 34–40.
Bauer, H. F. (1990d), Oscillatory response of a liquid column to counter rotational excitation, J. Sound Vib. 142, 125–133.
Bauer, H. F. (1990e), Response of a liquid column with respect to oscillatory rotational top and bottom excitation, J. Sound Vib. 142, 379–390.
Bauer, H. F. (1990f), Response of a viscous liquid to various pitch excitations, Acta Astron. 21, 553–569.
Bauer, H. F. (1990g), Response of a liquid column to counter-directional excitation under zero gravity, J. Spacecraft Rock. 27, 675–680.
Bauer, H. F. (1990h), Response of an annular cylindrical liquid column to various axial excitations in zero gravity, Forschung im Ingenieurwesen 56, 183–188.
Bauer, H. F. (1990i), Response of a viscous liquid column to axial excitation in zero gravity, Zeit. Angew. Math. Mech. (ZAMM) 70, 359–369.
Bauer, H. F. (1990j), Response of differently axial-excited spinning liquid columns, Acta Mech. 84, 155–173.
Bauer, H. F. (1990k), Response of a spinning liquid column to pitch excitation, Acta Mech. 84, 1–12.
Bauer, H. F. (1991a), Axi-symmetric natural frequencies and response of a spinning liquid column under strong surface tension, Acta Mech. 90, 21–35.
Bauer H. F. (1991b), Liquid oscillations under strong surface tension in a circular cylindrical container, Tech. Rept. LRT-WE-9-FB-26–1991, Universitat der Bundeswehr Muenchen, Neubiberg.
Bauer, H. F. (1991c), Liquid sloshing response in a spinning container due to pitching excitation, Zeit. fur Flugwissenschaften und Weltraumforschung 15, 386–392.
Bauer, H. F. (1991d), Response of a viscous liquid column to pitching and roll excitations, Zeit. Angew. Math. Mech. (ZAMM) 71, 479–491.
Bauer, H. F. (1991e), Response of a viscous liquid layer around a center-core to axial excitation in zero gravity, Forschung im Ingenieurwesen 57, 14–21.
Bauer, H. F. (1991f), Response of a rotating finite annular liquid layer to various axial excitations in zero gravity, J. Sound Vib. 149, 219–234.
Bauer, H. F. (1991g), Response of a viscous liquid layer to pitching- and roll excitations in zero gravity environment, Forschung im Ingenieurwesen 57, 18–131.