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SLOSHING IN A RECTANGULAR STORAGE TANK WITH A HORIZONTAL PERFORATED PLATE - NUMERICAL STUDY FOR 2–D PROBLEMS -

Year 2017, Issue: 09, 3 - 18, 01.10.2017

Abstract

References

  • Akyildiz H, Unal NE (2005) Experimental investigation of pressure distribution on a rectangular tank due to the liquid sloshing, Ocean Engineering 32 1503-1516.
  • Akyildiz H, Unal NE (2006) Sloshing in a three dimensional rectangular tank: Numerical simulation and experimental validation, Ocean Engineering 33(16) 2135-2149.
  • Akyildiz H (2012) A numerical study of the effect of the vertical baffle on liquid sloshing in two- dimensional rectangular tank, Journal of Sound and Vibration 331 41-52.
  • Akyıldız H, Unal NE, Aksoy H (2013). An experimental investigation of the effects of the ring baffles on liquid sloshing in a rigid cylindrical tank. Ocean Engineering, 59,190-197.
  • Biswal KC, Bhattacharyya SK, Sinha PK (2004) Dynamic response analysis of a liquid-filled cylindrical tank with annular baffle, Journal of Sound and Vibration 274 13–37.
  • Chen YG, Djidjeli K, Price WG (2009) Numerical simulation of liquid sloshing phenomena in partially filled containers. Computers and Fluids 38 830– 842.
  • Eswaran M, Saha UK, Maity D (2009) Effect of baffles on a partially filled cubic tank: Numerical simulation and experimental validation, Computers and Structures 87 198– 205.
  • Faltinsen OM, Firoozkoohi R, Timokha AN (2010) Analytical modeling of liquid sloshing in a two-dimensionless rectangular tank with a slat screen, Journal of Engineering Mathematics. 70 93–109.
  • Faltinsen OM, Firoozkoohi R, Timokha AN (2011) Steady-state liquid sloshing in a rectangular tank with a slat-type screen in the middle: Quasilinear modal analysis and experiments, Physics of Fluids 23 042101.
  • Faltinsen OM, Timokha AN (2011) Natural sloshing frequencies and modes in a rectangular tank with a slat-type screen, Journal of Sound and Vibration 330 1490–1503.
  • Gavrilyuk I, Lukovsky I, Trotsenko Y, Timokha A (2006) Sloshing in a vertical circular cylindrical tank with an annular baffle. Part 1. Linear fundamental solutions. Journal of Engineering Mathematics, 54, 1:71-88.
  • Goudarzi MA, Sabbagh-Yazdi SR (2012) Analytical and experimental evaluation on the effectiveness of upper mounted baffles with respect to commonly used baffles. Ocean Eng. 42, 205–217
  • Hasheminejad SM, Mohammadi MM, Jarrahi M (2014) Liquid sloshing in partly-filled laterally- excited circular tanks equipped with baffles. Journal of Fluids and Structures, 44, 97-114.
  • Hirt CW, Nichols BD (1981) Volume of fluid (VOF) method for the dynamics of free boundaries, Journal of Computational Physics 39 201– 225.
  • Ibrahim RA (2005), Liquid Sloshing Dynamics: Theory and Applications. Cambridge University Press, New York.
  • Jung JH, Yoon HS, Shin SC (2012) Effect of the vertical baffle height on the liquid sloshing in a three-dimensional rectangular tank, Ocean Engineering 44 79-89.
  • Lamb H (1932) Hydrodynamics. Cambridge University Press, Cambridge, UK.
  • Liu Y, Li Y, Teng B (2007) Wave interaction with a perforated wall breakwater with a submerged horizontal porous baffle, Ocean Engineering 34 2364–2373.
  • Liu D, Lin P (2009) A numerical study of three-dimensional liquid sloshing in tanks, Ocean Engineering 36 202–212.
  • Liu Y, Li Y (2011) An alternative analytical solution for water-wave motion over a submerged horizontal porous baffle, Journal of Engineering Mathematics 69 385–400.
  • Maleki A, Ziyaeifar M (2008) Sloshing damping in cylindrical liquid storage tanks with baffles. Journal of Sound and Vibration, 311, 372-385.
  • Nayak SK, Biswal KC (2015) Fluid damping in rectangular tank fitted with various internal objects – An experimental investigation. Ocean Engineering, 108, 552-562.
  • Pal P, Bhattacharyya SK (2010) Sloshing in partially filled liquid containers – Numerical and experimental study for 2-D problems, Journal of Sound and Vibration 329 4466-4485.
  • Panigrahy PK, Saha UK, Maity D (2009) Experimental studies on sloshing behavior due to horizontal movement of liquids in baffled tanks, Ocean Engineering 36(3-4) 213-222.
  • Wang JD, Lo SH, Zhou D (2013) Sloshing of liquid in rigid cylindrical container with multiple rigid annular baffles: Lateral excitations. Journal of Fluids and Structures,42, 421-436.
  • Wu CH, Faltinsen OM, Chen BF (2013) Time-Independent Finite Difference and Ghost Cell Method to Study Sloshing Liquid in 2D and 3D Tanks with Internal Structures, Computational Physics 13 780–800
  • Xue MA, Zheng JH, Lin PZ (2012) Numerical simulation of sloshing phenomena in cubic tank with multiple baffles, Journal of Applied Mathematics, Article ID 245702.
  • Xue MA, Lin PZ, Zheng JH, Ma YX, Yuan XL, Nguyen VT (2013) Effects of perforated baffle on reducing sloshing in rectangular tank: Experimental and numerical study. China Ocean Engineering, 27, 5, 615-628.
  • Zheng JH, Kargbo O, Yuan XL, Xue MA, Lin PZ (2013) An experimental study of nonlinear liquid sloshing in a rectangular tank. Proceedings of the 23rd International Offshore and Polar Engineering Conference, 171-177

SLOSHING IN A RECTANGULAR STORAGE TANK WITH A HORIZONTAL PERFORATED PLATE - NUMERICAL STUDY FOR 2–D PROBLEMS -

Year 2017, Issue: 09, 3 - 18, 01.10.2017

Abstract

The liquid sloshing in a moving partially filled rectangular tank with horizontal perforated plate is investigated assuming inviscid, incompressible and irrotational flows. Inner structures can be used to restrain liquid sloshing and prevent tank damage. The liquid fill level and length of those baffles affecting the sloshing masses and liquid motion are also investigated in details. In order to assess the effects of the perforated plate, a rectangular tank with an inner perforated plate was excited under different rolling amplitudes and frequencies. The maximum pressures were examined. A numerical algorithm based on the volume of fluid technique VOF is used to study the non-linear behavior of liquid sloshing. The numerical model solves the complete Navier-Stokes equations in primitive variables by using of finite difference approximations with the moving coordinate system. The ratio of the baffle height to the initial liquid depth has been chosen as hP / h = 1/3, 1/2 and 2/3. The effect of the perforated plate height to reach the roof of the tank have been investigated. The numerical results indicate that the perforated plate can significantly restrain resonant sloshing in the tank under rolling excitation

References

  • Akyildiz H, Unal NE (2005) Experimental investigation of pressure distribution on a rectangular tank due to the liquid sloshing, Ocean Engineering 32 1503-1516.
  • Akyildiz H, Unal NE (2006) Sloshing in a three dimensional rectangular tank: Numerical simulation and experimental validation, Ocean Engineering 33(16) 2135-2149.
  • Akyildiz H (2012) A numerical study of the effect of the vertical baffle on liquid sloshing in two- dimensional rectangular tank, Journal of Sound and Vibration 331 41-52.
  • Akyıldız H, Unal NE, Aksoy H (2013). An experimental investigation of the effects of the ring baffles on liquid sloshing in a rigid cylindrical tank. Ocean Engineering, 59,190-197.
  • Biswal KC, Bhattacharyya SK, Sinha PK (2004) Dynamic response analysis of a liquid-filled cylindrical tank with annular baffle, Journal of Sound and Vibration 274 13–37.
  • Chen YG, Djidjeli K, Price WG (2009) Numerical simulation of liquid sloshing phenomena in partially filled containers. Computers and Fluids 38 830– 842.
  • Eswaran M, Saha UK, Maity D (2009) Effect of baffles on a partially filled cubic tank: Numerical simulation and experimental validation, Computers and Structures 87 198– 205.
  • Faltinsen OM, Firoozkoohi R, Timokha AN (2010) Analytical modeling of liquid sloshing in a two-dimensionless rectangular tank with a slat screen, Journal of Engineering Mathematics. 70 93–109.
  • Faltinsen OM, Firoozkoohi R, Timokha AN (2011) Steady-state liquid sloshing in a rectangular tank with a slat-type screen in the middle: Quasilinear modal analysis and experiments, Physics of Fluids 23 042101.
  • Faltinsen OM, Timokha AN (2011) Natural sloshing frequencies and modes in a rectangular tank with a slat-type screen, Journal of Sound and Vibration 330 1490–1503.
  • Gavrilyuk I, Lukovsky I, Trotsenko Y, Timokha A (2006) Sloshing in a vertical circular cylindrical tank with an annular baffle. Part 1. Linear fundamental solutions. Journal of Engineering Mathematics, 54, 1:71-88.
  • Goudarzi MA, Sabbagh-Yazdi SR (2012) Analytical and experimental evaluation on the effectiveness of upper mounted baffles with respect to commonly used baffles. Ocean Eng. 42, 205–217
  • Hasheminejad SM, Mohammadi MM, Jarrahi M (2014) Liquid sloshing in partly-filled laterally- excited circular tanks equipped with baffles. Journal of Fluids and Structures, 44, 97-114.
  • Hirt CW, Nichols BD (1981) Volume of fluid (VOF) method for the dynamics of free boundaries, Journal of Computational Physics 39 201– 225.
  • Ibrahim RA (2005), Liquid Sloshing Dynamics: Theory and Applications. Cambridge University Press, New York.
  • Jung JH, Yoon HS, Shin SC (2012) Effect of the vertical baffle height on the liquid sloshing in a three-dimensional rectangular tank, Ocean Engineering 44 79-89.
  • Lamb H (1932) Hydrodynamics. Cambridge University Press, Cambridge, UK.
  • Liu Y, Li Y, Teng B (2007) Wave interaction with a perforated wall breakwater with a submerged horizontal porous baffle, Ocean Engineering 34 2364–2373.
  • Liu D, Lin P (2009) A numerical study of three-dimensional liquid sloshing in tanks, Ocean Engineering 36 202–212.
  • Liu Y, Li Y (2011) An alternative analytical solution for water-wave motion over a submerged horizontal porous baffle, Journal of Engineering Mathematics 69 385–400.
  • Maleki A, Ziyaeifar M (2008) Sloshing damping in cylindrical liquid storage tanks with baffles. Journal of Sound and Vibration, 311, 372-385.
  • Nayak SK, Biswal KC (2015) Fluid damping in rectangular tank fitted with various internal objects – An experimental investigation. Ocean Engineering, 108, 552-562.
  • Pal P, Bhattacharyya SK (2010) Sloshing in partially filled liquid containers – Numerical and experimental study for 2-D problems, Journal of Sound and Vibration 329 4466-4485.
  • Panigrahy PK, Saha UK, Maity D (2009) Experimental studies on sloshing behavior due to horizontal movement of liquids in baffled tanks, Ocean Engineering 36(3-4) 213-222.
  • Wang JD, Lo SH, Zhou D (2013) Sloshing of liquid in rigid cylindrical container with multiple rigid annular baffles: Lateral excitations. Journal of Fluids and Structures,42, 421-436.
  • Wu CH, Faltinsen OM, Chen BF (2013) Time-Independent Finite Difference and Ghost Cell Method to Study Sloshing Liquid in 2D and 3D Tanks with Internal Structures, Computational Physics 13 780–800
  • Xue MA, Zheng JH, Lin PZ (2012) Numerical simulation of sloshing phenomena in cubic tank with multiple baffles, Journal of Applied Mathematics, Article ID 245702.
  • Xue MA, Lin PZ, Zheng JH, Ma YX, Yuan XL, Nguyen VT (2013) Effects of perforated baffle on reducing sloshing in rectangular tank: Experimental and numerical study. China Ocean Engineering, 27, 5, 615-628.
  • Zheng JH, Kargbo O, Yuan XL, Xue MA, Lin PZ (2013) An experimental study of nonlinear liquid sloshing in a rectangular tank. Proceedings of the 23rd International Offshore and Polar Engineering Conference, 171-177
There are 29 citations in total.

Details

Primary Language English
Journal Section Research Articles
Authors

Hakan Akyıldız This is me

Publication Date October 1, 2017
Published in Issue Year 2017 Issue: 09

Cite

APA Akyıldız, H. (2017). SLOSHING IN A RECTANGULAR STORAGE TANK WITH A HORIZONTAL PERFORATED PLATE - NUMERICAL STUDY FOR 2–D PROBLEMS -. GİDB Dergi(09), 3-18.

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