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STANDARD HANDBOOK OF PETROLEUM & NATURAL GAS ...

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968 Drilling and Well Completions<br />

/<br />

Figure 4-268. Sketch showing the theoretical position of strain gages for<br />

torque measurement.<br />

8. AR torque = 0.01 i&/gage.<br />

9. Signal due to torque: AV = 0.002 V = 2 mV.<br />

Example 13: Drilling Parameters-Annular Temperature<br />

Bottomhole annulus mud temperature is recorded during drilling for mechanical<br />

problems and for fluid entry diagnosis.<br />

Borehole depth: 10,000 ft, deviated hole<br />

Drill pipe rotation rate: 10 rpm<br />

Mud heat capacity: 0.77 cal/g<br />

Hole diameter: 12$ in.<br />

Drainage radius: 660 ft<br />

Mud specific weight: 12 lb/gal<br />

Mud flowrate: 500 gal/min<br />

Gas gravity: 0.7<br />

z: 0.9<br />

1. The surface measured torque is 2 kft-lb and the downhole torque is 1 kft-lb.<br />

Assuming the heat generated is entirely transferred to the descending mud<br />

stream, what is the temperature rise due to the pipe friction?<br />

2. A water inflow occurs suddenly at the rate of 1,000 bbl/day. Water heat<br />

capacity is 1 cal/g; water density is 1,00 kg/m3. The formation temperature<br />

is 200°F and the mud reaches the drill collars at a temperature of 160°F.<br />

Compute the annular temperature rise.<br />

3. A gas inflow occurs suddenly when entering an abnormal pressure zone.<br />

Compute the flowrate of gas if the formation pressure is 7,000 psi, 1 ft has<br />

been penetrated in a 50-ft zone with 500 md, gas viscosity is 0.035 cp. Assume<br />

no annulus pressure drop, no cutting. Compute the annular temperature drop.

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