Abrasive WJ Cutting Comparison of conventional and Abrasive water jet machining Conventional machining Abrasive water jet machining Contact mechanisms.

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Presentation transcript:

Abrasive WJ Cutting

Comparison of conventional and Abrasive water jet machining Conventional machining Abrasive water jet machining Contact mechanisms Detonation of an explosive with in a confined space damage is normally in the form of a narrow slot of varying depth non‐contact mechanisms application of high Pressure water jets -- Lower machine vibration increased product size. lower levels of respirable dust reduced occurrence of incendiary ignitions

Experiments were undertaken to assess the effects of a high pressurewater jet in rock cutting.

LABORATORY APPARATUS  A linear cutting machine was used to move the rock sampleswith respect to a stationary water jet

APPARATUS The test program made use of the following  high pressure, low volume pump  Filtered town water was feed through one of two hydraulically actuated double‐ended,reciprocating cylinders(20:1 pressure intensification factor)  Sapphire nozzles (The discharge co‐efficient 0.65) with a conical outlet(nozzle aperture diameters varies from 0.15 to 0.36 m).

The principal variables in cutting with a water jet include: jet variables:  Nozzle diameter,  Water pressure,  Nozzle discharge coefficient  water density Operational variables:  Standoff distance  Nozzle traverse speed  Jet attack angle  Number of multiple passes

Main variables in water jet cutting

Other variables Other variables include those of the rock (for example compressivestrength,fracturetoughness, porosity, grainsizeandsurface roughness)andoftherock mass(for examplestructure) The minimumpressurerequiredto initiatefracture, commonlyreferred toasthethresholdpressure,is typicallyofthesameorderastherock compressive strength

RESULTS

Slot width Figure ) Effect of nozzle diameter on slot depth at different pressures in Woodlawn Shale. Traverse speed was fixed at 150 mm/s. Therewerelittle discerniblechangesin slotwidth with either water pressure or traverse speed

Superimposition of the depth profiles for three slots formed by a water jet at three different water pressures in Gosford Sandstone

Effect of nozzle diameter the rate of increase inslot depth increaseswith nozzlediameter Traverse speed was fixed at 150 mm/s E

Effect of water pressure linear relation between water pressure and slot depth threshold water pressure appears to be independent of nozzle diameter

Effect of traverse speeds on slot depth at different nozzle diameters the rate of increase in slot depth decreases with the traverse speed.

Effect of multiple jet passes Effect of multiple pass slotting by a water jet on cumulative slot depth. Effect of multiple pass slotting on the variation in slot depth.

CONCLUSION There is little discernible change in slot width with anyofthevariablestested otherthannozzle diameter. Slotdepthincreasesmarginally withnozzle diameteratlow waterpressuresbuttendsto become more significant as the pressure increases The results infer the existence of a critical nozzle diameter. There is evidence of an optimum nozzle diameter abovewhichnousefulincreaseinslot depthis found. Slot depth increases linearly with water pressure. Theslopeofthiscurve increasesdirectlywith nozzlediameterandinverselyasthe traverse speed. Thereappearsto be a minimumwater pressure necessarytocut rock. Thispressure, termed the thresholdwaterpressure,appearsto beonly marginally affected by nozzle traverse speed. The thresholdpressureis ofa similar orderas the minimummeasuredvalueof compressive strengthor abouttwelvetimesthelowest measured valueoftensile strength. Valuesfor threshold pressure were found to vary from 68.8 to 86.7 MPa for traverse speeds ranging from 50 to 250 mm/s.

Slotdepthdecreaseswithtraversespeedina hyperbolic fashion.Normalisedslotdepthvaries astheinverse oftraversespeedtosomepower Slot depth can be increased by multiple passes of awaterjet.Despite thisitcanbeaninefficient process especiallyafter several passes.Total slot depthbecomesasymptotic tosomedepthvalue withthenumberofpasses