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BAKER HUGHES - Drilling Fluids Reference Manual

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HYDRAULICS<br />

∑P a = sum of the pressure loss in each annular interval, psi<br />

TVD = true vertical depth, ft<br />

If the equivalent fluid weight due to the surge pressure exceeds the fracture gradient, at some point<br />

in the open hole, loss of circulation may occur. Likewise, if the equivalent fluid weight due to swab<br />

pressure is less than the formation pore pressure, at some point in the open hole, a kick, or even a<br />

blowout, may occur.<br />

These preceding steps and equations are useful approximations for surge and swab calculations<br />

when the time required running or pulling pipe can be measured. For planning purposes, it would<br />

also be useful to calculate the time required so as not to exceed a fracture gradient or pore pressure.<br />

This type of calculation is done through iterations of time (t) and is one of the programs contained<br />

SM<br />

within ADVANTAGE Engineering.<br />

Gel-Breaking Pressure<br />

When pipe is started back in the hole after a trip, the fluid will have been at rest for some period of<br />

time. The pressure required to break the downhole gel strength of the fluid can be significant,<br />

especially if the gel strengths are progressive. The primary reason for measuring 30-minute gel<br />

strength is to determine the progressive or fragile nature of the gel strengths. If the gel strengths are<br />

significantly high and progressive, the resulting surge or swab pressure could lead to well control<br />

problems.<br />

Gel strengths are a function of many factors, including time and temperature. By utilizing the 30-<br />

minute gel strength, the time factor can be partially taken into account for fragile gels, as long as<br />

the fluid is temperature stable at the bottomhole temperature. If the calculated swab or surge<br />

pressure is less than the sum of the gel-breaking pressures for each section of annulus, the gelbreaking<br />

pressures should be used.<br />

To find the gel-breaking pressure:<br />

P g<br />

4Lτg<br />

= -----------------------------------<br />

1200( D – D )<br />

2<br />

1<br />

where,<br />

P g = gel breaking pressure, psi<br />

L = Length of annular section, ft<br />

τ g = 30-minute gel strength, lb f /100 ft 2<br />

D 2 = hole diameter, in.<br />

D 1 = outside pipe diameter, in.<br />

The equivalent fluid weight is calculated using the earlier equations.<br />

CUTTINGS TRANSPORT<br />

One of the primary functions of a drilling fluid is to bring drilled cuttings to the surface. Inadequate<br />

hole cleaning can lead to a number of problems including fill, packing-off, stuck pipe, and<br />

excessive hydrostatic pressure.<br />

<strong>BAKER</strong> <strong>HUGHES</strong> DRILLING FLUIDS<br />

REFERENCE MANUAL<br />

REVISION 2006 9-23

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