4- A 1500 ft deep umping well has a 2.5 inch OD tubing inside a 8 in ID casing. Without the packer, the liquid level will be pumped down over the annular space. a. Find the wellbore storage coefficient. b. This pump produces the reservoir with the following properties: Permeability k = 4o md Thickness h = 5 feet Porosity o =302 Compressibility ct = 5x10-6 /psi Wellbore radius w = 0.32 feet Viscosity u = 2 cp Calculate the time required for wellbore storage effects to disappear. ID = Cp(60 +3.5s)

Structural Analysis
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Author:KASSIMALI, Aslam.
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Chapter2: Loads On Structures
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4- A 1500 ft deep umping well has a 2.5 inch OD tubing inside a 8 in ID casing. Without the
packer, the liquid level will be pumped down over the annular space.
a. Find the wellbore storage coefficient.
b. This pump produces the reservoir with the following properties:
Permeability k = 4to md
Thickness h = 5 feet
Porosity o =302
Compressibility ct = 5x10-6 /psi
Wellbore radius rw = 0.32 feet
Viscosity u = 2 cp
Calculate the time required for wellbore storage effects to disappear.
'p = Cp(60 + 3.5s)
Transcribed Image Text:4- A 1500 ft deep umping well has a 2.5 inch OD tubing inside a 8 in ID casing. Without the packer, the liquid level will be pumped down over the annular space. a. Find the wellbore storage coefficient. b. This pump produces the reservoir with the following properties: Permeability k = 4to md Thickness h = 5 feet Porosity o =302 Compressibility ct = 5x10-6 /psi Wellbore radius rw = 0.32 feet Viscosity u = 2 cp Calculate the time required for wellbore storage effects to disappear. 'p = Cp(60 + 3.5s)
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