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The Delft Sand, Clay & Rock Cutting Model, 2019a

The Delft Sand, Clay & Rock Cutting Model, 2019a

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<strong>Rock</strong> <strong>Cutting</strong>: Hyperbaric Conditions.<br />

10000<br />

Specific Energy E sp /UCS vs.<br />

Hydrostatic Pressure/Shear Strength Ratio r z<br />

φ=01°<br />

φ=05°<br />

Specific Energy E sp /UCS (-)<br />

1000<br />

100<br />

10<br />

φ=10°<br />

φ=15°<br />

φ=20°<br />

φ=25°<br />

φ=30°<br />

φ=35°<br />

© SA<br />

S.A.M.<br />

.M.<br />

1<br />

0.1 1.0 10.0 100.0<br />

Hydrostatic Pressure/Shear Strength Ratio r z (-)<br />

Figure 9-28: <strong>The</strong> Esp/UCS ratio, for a 110 degree blade.<br />

φ=40°<br />

9.6. Specific Energy.<br />

For the cases as described above, cutting with a straight blade with the direction of the cutting velocity vc<br />

perpendicular to the blade (edge of the blade), the specific cutting energy Esp is:<br />

E<br />

sp<br />

Fh<br />

vc Fh<br />

<br />

h w v h w<br />

i c i<br />

(9-34)<br />

<strong>The</strong> specific energy of the Flow Type of cutting mechanism can be written as:<br />

E<br />

sp HF<br />

c<br />

(9-35)<br />

<strong>The</strong> specific energy of the Curling Type of cutting mechanism can be written as:<br />

E<br />

sp HC<br />

c<br />

(9-36)<br />

Appendix X: Hyperbaric <strong>Rock</strong> <strong>Cutting</strong> Charts: Contains graphs for blade angles from 30 degrees up to 120 degrees,<br />

covering both dredging and offshore drilling applications.<br />

Copyright © Dr.ir. S.A. Miedema TOC Page 317 of 454

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