Process Simulation Best Practices: Aspen HYSYS & CHEMCAD EOS Setup Guide
A Process Simulation Best Practices guide for Aspen HYSYS and CHEMCAD focuses on the systematic selection, validation, and configuration of Equations of State (EOS) to ensure thermodynamic accuracy, convergence reliability, and predictive fidelity in process modeling. It emphasizes matching EOS capabilities to fluid phase behavior—especially for hydrocarbons, polar systems, and mixtures with supercritical components—and integrates property method selection with unit operation design and sensitivity analysis. The guide serves as a decision framework for engineers to avoid common pitfalls such as overparameterization, inappropriate mixing rules, or misaligned critical property estimation.
📖 Overview
📑 Key Components
🎯 Applications
- ✓ Crude Assay Modeling and Fractionation Design
- ✓ Natural Gas Processing (Dehydration, Acid Gas Removal, LNG Liquefaction)
- ✓ Solvent-Based Separation Processes (e.g., Extractive Distillation, Azeotropic Breaking)
📐 Key Formulas
Peng–Robinson EOS
P = \frac{RT}{v - b} - \frac{a(T)}{v(v + b) + b(v - b)}
Cubic equation of state used for hydrocarbon and moderately polar systems; calculates pressure as a function of molar volume (v), temperature (T), and composition.
Alpha Function (PR)
\alpha(T) = [1 + \kappa(1 - \sqrt{T_r})]^2,\; \kappa = 0.37464 + 1.54226\omega - 0.26992\omega^2
Temperature-dependent correction factor for attraction parameter 'a', where ω is the acentric factor and T_r is reduced temperature.
Van der Waals Mixing Rule (for a)
a_{mix} = \sum_i \sum_j x_i x_j a_{ij},\; a_{ij} = \sqrt{a_i a_j}(1 - k_{ij})
Quadratic mixing rule for the attraction parameter in cubic EOS; incorporates binary interaction parameters (kij) to adjust non-ideal cross-term behavior.