Skip to main content
Log in

Investigation of water jet pulses generated by an impact piston device

  • Published:
Applied Scientific Research Aims and scope Submit manuscript

Abstract

High speed water pulses for destruction of rock, concrete etc. have been studied for more than a decade. The high speed pulses can be created in different ways and some investigations have been published about supersonic pulse generators. In this paper a device called impact pipe is studied theoretically as well as experimentally. In an impact pipe the impact velocity of a piston is transferred to pressure in a pressure chamber provided with a small nozzle through which a jet comes out. It is shown that theoretically the maximum pressure of 400 MPa is achieved if the length of the impacting piston is sufficiently long. Pressure measurements and high speed photography show that the water pulse coming out through the nozzle has violent radial bursts due to the pressure waves in the pressure chamber.

This is a preview of subscription content, log in via an institution to check access.

Access this article

Price excludes VAT (USA)
Tax calculation will be finalised during checkout.

Instant access to the full article PDF.

Similar content being viewed by others

Abbreviations

a :

cross sectional area of the nozzle exit m2

A :

cross sectional area of the pressure chamber m2

c s :

velocity of sound in the pistons ms−1

c w :

velocity of sound in the liquid ms−1

c wf :

fictitious velocity of sound in the liquid ms−1

C p :

specific heat capacity of the liquid Jkg−1K−1

d :

diameter of the nozzle exit m

D :

diameter of the pressure chamber m

E s :

modulus of elasticity of the pistons Pa

E wf :

modulus of elasticity of the liquid Pa

F(t):

force at the liquid caused by the piston N

h :

height of the pressure chamber m

\(\overline \ell \) :

average diameter of the grains in a rock m

l :

length of the nozzle m

l e :

effective length of the nozzle m

L j :

length of the liquid pulse m

L k :

length of the compression piston m

L s :

length of the impact piston m

M :

mass of the impact piston kg

n:

normal to the control surface S

p(t):

pressure in the liquid Pa

P a :

average pressure in the liquid Pa

r :

position vector

r 0 :

radius of the nozzle exit m

R 0 :

radius of the nozzle inlet m

S(t):

control surface

t :

time s

t 0 :

duration of water pulse s

U 0 :

impact velocity of the impact piston ms−1

T :

temperature K

u :

velocity of the liquid ms−1

u :

axial component of u in the nozzle ms−1

v(t):

velocity of the liquid at the nozzle exit ms−1

V(t):

control volume

x(t):

displacement of the piston m

β 0 :

volume expansion coefficient of the liquid K−1

δ(t):

boundary layer thickness in the nozzle m

ρ(t):

density of the liquid kgm−3

ρ w :

initial density of the liquid kgm−3

η :

efficiency

σ i :

stress wave in the compression piston Pa

σ r :

stress wave in the compression piston Pa

ν :

kinematic viscosity of the liquid m2s−1

µ :

dynamic viscosity of the liquid kgm−1s−1

φ :

velocity potential m2s−1

κ P :

modified permeability of rock m2

ξ :

axial coordinate in the nozzle m

References

  1. Leach SJ & Walker GL (1966) The application of high speed liquid jets to cutting. Phil Trans Royal Soc of London 260A, p. 295–308

    Google Scholar 

  2. Bridgeman PW (1949) The physics of high pressure. London

  3. Szymanski P (1932) Quelques solutions exactes des equations de l'hydrodynamique du fluide visqueux dans le cas d'un tube cylindrique. Journ de math pures et appliquées, Series 9, 11, 67

    Google Scholar 

  4. Temperly & Chambers (1946) Behaviour of water under hydrostatic tension. Proc Phys Soc Vol 58

  5. Briggs (1950) Limiting negative pressure of water. Journ of Applied Phys Vol 21

  6. Gravilenko & Topchain (1966) Dynamic tensile strength of water. Zhurnal Pridkladnoi Mekkaniki i Tekhnicheskvi Fiziki. Vol 7, nr 4

  7. Bowden FP & Brunton JH (1958) Damage to solids by liquid impact at supersonic speeds. Nature 181 p. 873–875

    Google Scholar 

  8. Bowden FP & Brunton JH (1961) The deformation of solids by liquid impact at supersonic speeds. Proc Roy Soc A 263 p. 433–450

    Google Scholar 

  9. Bowden FP & Field JE (1964) The brittle fracture of solids by liquid impact, by solid impact and by shock. Proc Roy Soc A 282 p. 331–351

    Google Scholar 

  10. Brunton JH Deformation of solids by impact of liquids. Symp on Erosion and Cavitation. ASTM 307–61 P. 83–98

  11. Brunton JH & Camus JJ (1970) The flow of a Liquid Drop during Impact. Proc 3rd Int Conf Rain erosion

  12. Canavelis R (1968) Jet impact and cavitation damage. Journ of Basic Engin, ASME trans

  13. Hancox NL & Brunton JH (1966) The erosion of Solids by the repeated impact of liquid Drops. Phil Trans Roy Soc A 260 p. 121–139

    Google Scholar 

  14. Heyman FJ (1963) High speed Impact between a Liquid Drop and a Solid Surface. Journ of Appl Phys 40 p. 5113–5122

    Google Scholar 

  15. Heyman FJ (1968) On the Shock Wave Velocity and Impact Pressure in High Speed Liquid/Solid Impact. Journ of Basic Engin. ASME trans. p. 400–402

  16. Thomas GP & Brunton JH (1970) Drop impingement Erosion of Metals. Proc Roy Soc A 314 p. 549–565

    Google Scholar 

  17. Skalak R & Freit D (1966) Impact on the Surface of a Compressible Fluid. Journ of Engin for Industry. ASME trans (1966) p. 325–331

  18. Voitsehovsky (1967) Jet Nozzle for Obtaining High Pulse Dynamic Pressure Heads. US Patent no 3, 343, 794

  19. Ryhming IL (1973) Analysis of Unsteady Incompressible Jet Nozzle Flow. Journ of Appl Math & Phys (ZAMP) Vol 24, p. 149–164

    Google Scholar 

  20. Field JE & Lesser MB (1977) On the mechanics of high speed liquid jets. Proc. Roy Soc A 357, p. 143–162

    Google Scholar 

  21. Edney BE (1976) Experimental Studies of Pulsed Water Jets. Paper B 2 Proc of 3rd Int Symp on Jet Cutting Techn. Chicago

  22. Rehbinder G Some aspects on the mechanism of erosion of rock with a high speed water jet. Proc of 3rd Int Symp on Jet Cutting Techn. Chicago 1976

  23. Rehbinder G (1977) The Drag Force on the Grains in a permeable Medium subjected to a Water Jet. Journ of Appl Math & Phys (ZAMP) Vol 28, p. 1006–1016

    Google Scholar 

  24. Rehbinder G (1980) A Theory About Cutting Rock With a Water Jet. Rock Mechanics 12, p. 247–257

    Google Scholar 

  25. Rehbinder G Erosion Resistance of Rock. Proc of 4th Int Symp on Jet Cutting Techn. Canterbury 1978

  26. Rehbinder G (1977) Slot Cutting in Rock with a High Speed Water Jet. Int Journ of Rock Mechan and Min Sci. Vol 14, p. 229–234

    Google Scholar 

Download references

Author information

Authors and Affiliations

Authors

Rights and permissions

Reprints and permissions

About this article

Cite this article

Rehbinder, G. Investigation of water jet pulses generated by an impact piston device. Appl. Sci. Res. 40, 7–37 (1983). https://doi.org/10.1007/BF00539374

Download citation

  • Issue Date:

  • DOI: https://doi.org/10.1007/BF00539374

Keywords

Navigation