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In case of totally lost return, the annulus must be fully filled with fluid, normally water, as fast as we can. Water filled in annulus causes loss of hydrostatic pressure in the wellbore. This post demonstrates how to determine hydrostatic pressure reduction due to fully filling water into annulus.

There are **two main concepts**, annular capacity and hydrostatic pressure, applied to determine loss of hydrostatic pressure.

**Please follow concepts below.**

**Number of feet of water in annulus**

**Ft of water added = water added in bbl ÷ annular capacity in bbl/ft**

**Bottomhole (BHP) pressure reduction**

In order to calculate bottom hole pressure reduction, we assume the column of water in annulus is true vertical depth.

**BHP decrease in psi = (current mud weight in ppg – weight of water in ppg) x 0.052 x (ft of water added)**

**Equivalent Mud Weight at TD**

**EMW in ppg = current mud weight in ppg – (BHP decrease in psi ÷ 0.052 ÷ TVD ft of hole)**

Example: Determine bottom hole pressure loss and equivalent mud weight at TD due to filling up water into annulus.

Mud weight = 13.0 ppg

Water added = 140 bbl required to fill annulus

Weight of water = 8.6 ppg **

Annular capacity = 0.1422 bbl/ft

Hole TVD = 6,000 ft

** If you fill lighter mud in hole instead of water, please adjust water weight to your mud weight.

**Number of feet of water in annulus**

**Feet of water in annulus = 140 bbl ÷ 0.1422 bbl/ft**

Feet = 984.5 ft

**Bottomhole (BHP) pressure reduction**

BHP reduction = (13.0 ppg – 8.6 ppg) x 0.052 x 984.5 ft

BHP reduction = 225.3 psi

**Equivalent mud weight at TD**

**EMW in ppg = 13.0 – (225.3 psi ÷ (0.052 x 6,000 ft))**

EMW = 12.3 ppg

**Please find the Excel sheet for calculating how much pressure loss due to lost return**

**Ref book: ** **Formulas and Calculations for Drilling, Production and Workover, Second Edition**

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