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Understanding Bottom Tray and Feed Stage Naming in OLI Flowsheet: ESP

Objective

This article explains the bottom tray and below-tray feed stage naming convention in OLI Flowsheet: ESP and clarifies how to correctly connect vapor feeds introduced below the bottom tray to avoid convergence issues.

Overview

In OLI Flowsheet: ESP, column stages are numbered using a consistent internal convention. However, the labeling of the bottom tray and below-bottom tray feed stages can be unintuitive for users modeling vapor feeds that enter the column below the lowest tray.

This article describes the distinction between Feed, Stage 1 (Bottom) and Feed, Stage −1, and explains when each should be used.

Bottom Tray Naming Convention

In a column object, the lowest tray is labeled:

  • Stage 1 (Bottom)

This label refers to the physical bottom tray itself, not the space below the tray.

Connecting a feed stream to Stage 1 (Bottom) means the stream is introduced onto the bottom tray.

Modeling Vapor Feeds Below the Bottom Tray

In many tower configurations, a vapor feed enters the column below the bottom tray, rather than directly onto the tray.

In this case, the feed should be connected to:

  • Feed Stage −1

This stage represents the region below the bottom tray, allowing the vapor to rise through the tray as expected in the physical system.

Recommended Feed Connection

To correctly model a vapor feed introduced below the bottom tray:

  1. Open the column feed configuration.

  2. Select Feed, Stage −1 for the incoming vapor stream.

  3. Verify that the vapor flows upward into Stage 1 (Bottom) during the simulation.

Introducing a vapor feed at Stage 1 (Bottom) when the physical feed is below the tray may lead to convergence difficulties in some cases.

Conclusion

When modeling vapor feeds that enter a column below the bottom tray in OLI Flowsheet: ESP, the feed should be connected to Feed, Stage −1, not Feed, Stage 1 (Bottom). Understanding this distinction helps ensure the column behaves as intended and can improve simulation convergence.

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