McCabe-Thiele Method (Gas Stripping)

The McCabe-Thiele method is a graphical technique used to determine the number of theoretical stages required for a separation process. In gas stripping, a soluble component is transferred from a liquid solution into a gas stream by repeatedly contacting the two phases. The method uses an equilibrium curve and an operating line to visualize the change in gas- and liquid-phase compositions from one ideal stage to another. It commonly assumes equilibrium stages, constant solute-free gas and liquid flow rates, and steady-state operation.

✅ What it can do:

• Estimate the number of ideal equilibrium stages.

• Visualize the equilibrium curve and operating line.

• Evaluate the effects of stripping-gas flow rate, inlet and outlet compositions, and Murphree efficiency.

• Show graphical “stepping” between the equilibrium and operating lines.

• Determine stage-by-stage gas- and liquid-phase compositions.

❌ What it cannot do:

• Accurately predict the actual number of stages without correcting for stage efficiency.

• Reliably handle strongly nonlinear equilibrium relationships or large changes in gas and liquid flow rates.

• Account for heat effects, pressure drop, mass-transfer resistance, or hydraulic limitations.

• Replace rigorous rate-based simulations used in professional process simulators.

Below is an interactive simulator that allows you to experiment with the McCabe-Thiele method. You can:

• Adjust the inlet and outlet gas and liquid compositions.

• Modify the stripping-gas flow rate or gas-to-liquid ratio.

• Apply Murphree efficiency to represent non-ideal stage behavior.

• Choose between a linear equilibrium relationship and a custom equilibrium dataset.

Use it to visualize how design parameters affect stripper performance—great for learning and quick estimation!