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Advanced Process Modelling for separation systems

Pressure-Swing Adsorption (PSA): using modelling to optimise the cyclic steady state

Pressure-Swing Adsorption is a technology widely used in gas production. However it is a difficult process to model accurately; it is inherently dynamic, and the adsorption process, if properly modelled, involves complex diffusion relationships.

Process Systems Enterprise's gPROMS Advanced Process Modelling package provides powerful technology for modelling Cyclic Separation Processes of all kinds, including PSA systems and the closely-related Vacuum-Swing Adsorption (VSA).

Key applications of gPROMS to Cyclic Separation Process are:
  • Optimise the cyclic steady state
  • Minimise overdesign
  • Verify designs and establish viability
  • Accelerate implementation
  • Optimise safe and effective start-up procedures
  • Define operating envelopes
  • Perform control design
  • Maximise operational flexibility
  • Troubleshoot poor operation.

gPROMS modelling advantages

gPROMS's capabilities for modelling of PSA and VSA systems include:

Example 1: RPSA process using Zeolite adsorbent

Example 1 involves a simple simulation of the production of oxygen-enriched air using a zeolite 5A adsorbent in a rapid pressure-swing adsorption (RPSA) process. Key equations used in the model are:

The process was simulated to analyse the steady-state behaviour. Sample results are shown below.

PSE pressure cycle simulated

Example 2: Modified Skarstrom cycle

Example 2 involves the simultaneous optimisation of the design and operation of a more complex 2-bed 6-step PSA for producing nitrogen from air using a molecular carbon sieve adsorbent.

Simulation of Skarstrom cycle

6-step cycle
The 6-step cycle involves:
Pressurisation 2s
Adsorption 60s
1st pressure equalisation 2s
Blowdown 2s
Desorption 60s
2nd pressure equalisation 2s
Total 128s

The sequence for the two beds is shown on the right.

Dynamic optimisation was used to determine:

Optimisation of Skarstrom cycle

The resulting design maximises the production of nitrogen at cyclic steady state.

The results of the optimisation are shown in the table above.