Hybrid cooling — a closed circuit isolated from the tower by a plate exchanger
Three loops in series, and the middle one is the point. The process is cooled by a closed circuit of treated water that never contacts air; that circuit rejects its heat across a plate exchanger into an open evaporative circuit; and only that outer circuit goes to the tower and loses water.
Why a plant pays for the extra exchanger: open cooling water picks up oxygen, airborne dirt and biology, and concentrates its dissolved salts every cycle. Putting that water through a reactor jacket or a condenser is what fouls and corrodes them. The closed loop stays clean, stays at pressure, and its inventory never concentrates — so the equipment the process actually touches sees water that does not scale.
Solved here: the process leaves at 318 K, the closed circuit picks that up (303 -> 320 K) and is knocked back to 306 K across the plate exchanger, the open circuit takes it (301 -> 311 K) and the tower returns it to 301.15 K at a 4.0 K approach to a 297.15 K wet bulb. Water loss appears only in the open circuit — the closed one leaves with exactly the flow it entered with, which is the whole claim made arithmetic.
The tower also reports its scaling limit from the makeup analysis: this water saturates in calcite at 2.2 cycles, so the 4 cycles configured here shows negative headroom — a real operating conflict, left visible rather than tuned away.
Bounded: steady state, so there is no basin inventory and no level control (a level is only meaningful in the dynamic engine). Fouling is not modelled — the argument for the closed loop is made by the chemistry, not by a fouling rate. Feeds and returns are open rather than recycled, the same convention cooling-water-tower uses.
The flowsheet
The solved topology — every unit op's real duty, conversion, or split, read straight off a genuine converged solve.
The stream table
Every stream's flow, temperature, pressure, and composition — real converged numbers, not placeholders.