“…A recently developed phase equilibria model for the ternary system N 2 -H 2 -NH 3 is used in the present work. 9 For the bulk mass and energy balances over a tray, a system of three components yields a total of eight equations (namely, three mass balances, eq 8; three phase equilibria relations, eq 9; overall energy balance, eq 10; and equation for pressure drop, eq 7) against a total of 18 variables (12 molar flows, 3 temperatures, and 3 pressures of three stages involved in the balance equations) required to fully characterize a tray. A typical set of operating data consists of temperature, pressure, catalyst concentration, D/(D + H), and flows at the entry and exit points of both the exchange towers, T1 and T2.…”