Let’s get started with this calculation method.
1. Determine n:
Θ600 is a value at 600 viscometer dial reading.
Θ300 is a value at 300 viscometer dial reading.
2. Determine K:
Where:
Θ300 is a value at 300 viscometer dial reading.
n is the power law exponent.
3. Determine annular velocity with following equation:
Where:
AV is annular velocity in ft/min.
Q is flow rate in gpm (gallon per minute).
Dh is diameter of hole in inch.
Dp is diameter of drill pipe in inch.
4. Determine cutting slip velocity with following equation:
Where:
PV is plastic viscosity in centi-poise.
MW is mud weight in ppg.
Dp is diameter of cutting in inch.
DenP is cutting density in ppg.
5. Determine net rise velocity with following equation:
Net rise velocity = AV – Vs
Where:
AV is annular velocity.
Vs Cutting Velocity
This figure indicates that cuttings are being lifted by mud or are still falling down.
If net rise velocity is positive, it means that you have good flow rate which can carry cuttings in the wellbore.
On the other hand, If net rise velocity is negative, your current flow rate is NOT engough to carry cuttings.
Example: Please use the following information to determine annular velocity, cutting slip velocity, net rise velocity, and tell us if the flow rate is good for hole cleaning.
Flow rate = 300 gpm
Hole Diameter = 6.3 inch
Drillpipe OD = 4 inch
PV = 15 cps
MW = 10 ppg
Diameter of cutting = 0.20 inch
Density of cutting = 20.0 ppg
1. Determine annular velocity:
AV = 310.3 ft/min
Vs = 35.4 ft/min
Net rise velocity = 310.3 – 35.4 = 274.9 ft/min
Conclusion: This flow rate is good for hole cleaning because annular velocity is more than cutting slip velocity.
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