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Cuttings Transport Ratio

Fraction of annular velocity effectively lifting cuttings out of the hole.

Formula

CTR=1−VslipVaCTR = 1 - \frac{V_{slip}}{V_a}

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Variables

CTRTransport ratio
V_{slip}Cutting slip velocity
V_aAnnular velocity

Example

V_slip=50, V_a=220 ft/min: CTR = 0.77

How it works

The cuttings transport ratio compares the upward fluid velocity in the annulus to the downward tendency of drilled solids to slip under gravity. If the annular flow is much faster than the cuttings’ slip velocity, most particles are carried upward and CTR approaches 1; if the two velocities are close, transport becomes poor and CTR drops toward 0. The formula comes from a simple velocity balance: it measures what fraction of the fluid’s upward motion remains after subtracting the part effectively "lost" to the cuttings’ own settling tendency.

When to use it

Use this when evaluating whether a drilling fluid and flow rate are likely to keep cuttings suspended and moving out of the wellbore, especially in deviated or high-angle holes where removal is more difficult. It is also useful for comparing hole-cleaning performance between different mud properties, pipe sizes, or pump rates.

Worked example, step by step

Given: V_slip = 32 ft/min V_a = 180 ft/min Step 1: Substitute into the formula CTR = 1 - (V_slip / V_a) CTR = 1 - (32 / 180) Step 2: Compute the ratio 32 / 180 = 0.1778 Step 3: Subtract from 1 CTR = 1 - 0.1778 = 0.8222 Final answer: CTR ≈ 0.82 This means about 82% of the annular velocity is effectively contributing to cuttings transport.

Common mistakes to avoid

  • Using the drillstring velocity instead of the annular velocity in the denominator
  • Forgetting that slip velocity must be in the same units as annular velocity
  • Interpreting CTR as a percentage without converting from the 0 to 1 scale

Did You Know?

Poor cuttings transport lets a bed of debris settle, which can stick the drill pipe fast.

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Reviewed & maintained by the FormulaWon editorial teamLast reviewed September 2026