Interactive Simulator

Column Still Simulator

Watch vapour ABV climb plate by plate. Adjust reflux ratio, plate count and wash strength in real time using ethanol-water VLE thermodynamics.

How it works: The simulator calculates ethanol-water vapour-liquid equilibrium at each plate using Van Laar activity coefficients and a real Antoine-equation bubble-point solve — the same approach as the pot still simulator, and sensitive to your local atmospheric pressure (set it under Advanced). Vapour rises, liquid falls — at each plate they exchange ethanol until equilibrium is reached (modified by Murphree plate efficiency). The more plates and the higher the reflux, the closer the distillate approaches the ~97% ABV azeotrope.
Distillate ABV
Boiler Temp
Separation Factor
Configuration
10%
6
3 : 1
70%
20 L
Advanced: pressure & thermometer

Local atmospheric pressure shifts the whole boiling point curve; altitude lowers it. Thermometer error only changes the displayed temperature — the physics underneath always uses the true value.

1013 hPa
0.0°C
Ready to run
Column Cross-Section
ABV by Plate (bottom → top)
VLE Equilibrium Curve
Distillate ABV Over Run Time
Key Concepts
Theoretical Plates

Each plate represents one ideal vapour-liquid equilibrium stage. More plates means more enrichment — but with diminishing returns as the azeotrope is approached. Real packing and trays have a Murphree efficiency below 100%.

Reflux Ratio

Reflux is condensed vapour returned to the column. A higher ratio enriches the column further but slows distillate output. The optimal point balances ABV gain against collection rate for your application.

The Azeotrope

Ethanol and water form a minimum-boiling azeotrope at about 97% ABV (95.6% by mass). No column can exceed this limit through distillation alone — at that point vapour and liquid compositions are identical and no further enrichment occurs.

Plate Efficiency

Real plates and packing never reach perfect equilibrium. Murphree efficiency (typically 50–80% for home column packing) scales the enrichment at each stage. Lower efficiency means more physical height is needed to match theoretical plates.

More Distilling Calculators

How a Column Still Works

A column still achieves high-ABV distillation in a single run by stacking multiple vapour-liquid equilibrium stages vertically. Vapour rises from the boiler, makes contact with descending liquid on each plate or packing stage, and transfers ethanol upward through repeated partial condensation and re-evaporation. The more stages the column contains — and the higher the reflux ratio — the closer the distillate approaches the ethanol-water azeotrope at about 97% ABV (95.6% by mass).

This simulator models each stage using Van Laar activity coefficients to calculate the vapour composition in equilibrium with the liquid at that stage. Murphree plate efficiency scales the theoretical enrichment to account for real-world mass transfer limitations in packed columns and tray columns.

Theoretical Plates and Packing Height

A theoretical plate (or ideal stage) is the unit of separation in column distillation. At each theoretical plate, the vapour and liquid are in perfect equilibrium — the vapour is as rich in ethanol as thermodynamics allows given the liquid composition on that stage. Real column packing (copper mesh, SPP, Raschig rings) and real trays approach but never reach this ideal. The ratio of real height required to achieve one theoretical plate is called HETP — Height Equivalent to a Theoretical Plate.

For typical copper mesh packing, HETP ranges from 10 to 30 cm depending on vapour rate, packing density and column diameter. A 120 cm packed column running efficiently might achieve 4–8 theoretical plates. Use the plate slider to model your column's separation capability.

Reflux Ratio and Distillate Rate

Reflux ratio is the amount of condensed vapour returned to the column divided by the amount taken as distillate. A reflux ratio of 4:1 means four parts are returned for every one part collected. Higher reflux enriches the column but reduces the rate at which distillate is collected — there is always a trade-off between distillate ABV and throughput.

At total reflux (no distillate taken) the column achieves maximum separation — this is the theoretical minimum number of plates required for a given separation (the Fenske equation). In practice, home distillers run reflux ratios of 2:1 to 8:1 for neutral spirits, and lower ratios for flavoured spirit where some congener carry-through is desirable.

The Ethanol-Water Azeotrope

Ethanol and water form a minimum-boiling azeotrope at approximately 97% ABV (95.6% by mass, ~89.4 mol%). At this composition, the vapour and liquid have identical compositions — the VLE equilibrium curve meets the diagonal on the x-y diagram. No column still, regardless of plate count or reflux ratio, can exceed this limit through distillation alone.

The azeotrope is shown as a dashed line on the ABV by Plate chart and the VLE diagram. Watch how adding plates pushes the distillate ABV toward that line but never past it.

Frequently Asked Questions

A theoretical plate is a conceptual unit of separation where the vapour leaving a stage is in perfect thermodynamic equilibrium with the liquid on that stage. Real packing and trays have a Murphree efficiency below 100% — meaning the actual enrichment per stage is a fraction of the theoretical maximum. More plates always increases separation, but with diminishing returns as the azeotrope is approached.

Reflux ratio is the amount of condensed vapour returned to the column (reflux) divided by the amount taken as distillate. A ratio of 3:1 means three parts are returned for every one part collected. Higher reflux enriches the column more but reduces distillate output rate. Total reflux (no distillate collected) gives maximum separation but zero output.

For neutral spirit (vodka-style), a reflux ratio of 4:1 to 8:1 with 6–10 theoretical plates typically produces distillate above 85% ABV. For a more flavourful column distillate, lower ratios of 2:1 to 3:1 allow more congener carry-through. The optimal ratio depends on your column's plate count, packing efficiency and the wash ABV — use the simulator to find where ABV output plateaus for your configuration.

Murphree plate efficiency scales the enrichment at each stage. At 100% efficiency, each plate achieves full VLE equilibrium. At 60% efficiency, each plate achieves only 60% of the possible enrichment — meaning you need more physical stages to match the theoretical plate count. Typical copper mesh packing runs 50–75% efficiency. SPP (structured packing) can reach 70–85%.

As the run progresses, ethanol is depleted from the boiler. The boiler liquid ABV falls, which lowers the vapour composition entering the bottom of the column, which shifts the entire equilibrium profile downward. The column still enriches the vapour — but it can only enrich from whatever enters the base. Once boiler ABV drops significantly, even a well-configured column will produce lower distillate ABV. Watch the ABV over time chart to see this depletion curve for your configuration.

A pot still does a single distillation pass — the vapour rises and condenses with limited enrichment. A column still uses packing or plates to create multiple vapour-liquid equilibrium stages in a single run, continuously enriching the vapour as it rises. This allows much higher distillate ABV (approaching the ~97% ABV azeotrope) without multiple runs.

Ethanol and water form a minimum-boiling azeotrope at approximately 97% ABV (95.6% by mass, ~89.4 mol%). At this point the vapour and liquid have the same composition, making further enrichment by distillation alone impossible. No column, regardless of plate count or reflux ratio, can produce pure ethanol through distillation alone.

The simulator uses Van Laar activity coefficients and Antoine vapour pressure equations — established thermodynamic models for the ethanol-water system — producing physically consistent results. Real columns differ due to flooding, entrainment, non-uniform vapour distribution and heat losses not captured in the model. Use this tool for education and configuration planning, not as a process guarantee.

Yes. The bubble-point temperature is solved directly from your local atmospheric pressure, so lower pressure at altitude shifts the whole boiling-point curve down without changing the achievable distillate ABV much. Set your local pressure in the Advanced panel — sea level is 1013 hPa, dropping by roughly 12 hPa per 100 m of elevation. Thermometer error, also in Advanced, only offsets the displayed temperature — it never affects the underlying separation calculation.

References

Primary and peer-reviewed sources for the technical claims on this page.

  1. Chemistry LibreTexts. Fractional Distillation of Non-ideal Mixtures (Azeotropes). Cited for: Ethanol and water form a minimum-boiling azeotrope at 95.6% ethanol by mass, boiling at 78.2°C, which is the ceiling for separation by distillation alone.
  2. Brady, J.B., Smith College, Department of Geosciences. Equilibrium diagram for H₂O–ethanol mixtures. Cited for: An independent phase diagram placing the ethanol-water azeotrope at 95.6% ethanol by weight and 78.17°C, based on Evans (1916) experimental data.

Formulas verified against primary sources, August 2026.

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