
CPLANE helps plants and the system integrators who serve them run advanced analytics and closed-loop control on an open, O-PAS-based system. That work includes the Texas A&M small modular reactor program.
A proprietary PLC or DCS keeps advanced control and plant data inside one vendor's tools. The next model and the next loop wait on that stack.
Open, O-PAS-based control puts analytics and closed-loop control on the same platform the plant runs.
Talk with an ExpertClosed-loop control and analytics, proven on one unit first.
Which unit, which loop, and what data the model needs from the running process.
Advanced control starts on one isolatable unit. The rest stays on the installed stack until that loop proves itself.
CPLANE does not go around the SI who already knows the plant. Engineering, the integrator, and operations stay in the loop.
Validate the platform on the Fusion 500 before a wider rollout. Same stack for analytics and for control.
Advanced analytics and closed-loop control. One open control architecture.
Advanced control, plant data, and the models that need both. On a closed stack, each of those lives in a different vendor tool. This work includes the Texas A&M small modular reactor program.

When the controller, the data, and the advanced-control license all come from one vendor, optimization stays a project instead of a capability.

Closed-loop control and analytics move onto O-PAS in phases. One capital vote does not have to replace the whole plant.

Harder to attack, easier to patch, cheaper to sustain, and free of single-vendor dependency at every layer. Software failover in under one control cycle. No extra standby chassis.

The control layer is built to IEC 62443-4-2 SL2. A February 2026 U.S. Army red team found no vulnerabilities that allowed unauthorized access to control.

Open control on this stack is in production at an ExxonMobil chemical terminal, a continuous process that stays online. Fusion 500 is the evaluation unit before a wider rollout.

Advanced analytics and closed-loop control on an open platform.
Prove it on one unit, then expand.