MCP For Claude Marketplace
Process Control Loop Designer

Process Control Loop Designer MCP Connector for Claude

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Design optimal control loops by calculating PID parameters, sizing valves, and selecting sensors.

4 tools Official Updated Oct 1, 2026 Official Vinkius Partner
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This MCP server provides specialized engineering tools for designing industrial process control loops. It allows AI agents to analyze process dynamics and determine critical hardware and control parameters. Use calculate_controller_tuning to find optimal PID gains, size_control_valve to determine required valve capacity, select_sensor_hardware to match sensors to process environments, and analyze_loop_stability to assess oscillation risks based on dead time and process lag.

pidcontrol-loopsautomationprocess-controlengineering-tools

4 tools expose this connector's capabilities to your AI agent.

analyze_loop_stability

Evaluates if a designed loop will be stable given the process lag and dead time

calculate_controller_tuning

Determines the optimal PID parameters for a given process model

select_sensor_hardware

Recommends a sensor type based on the process requirements and environment

size_control_valve

Determines the required valve capacity to meet process flow demands

See how to talk to your AI agent using Process Control Loop Designer.

Calculate the PID tuning for a process with a gain of 1.5, time constant of 10, and dead time of 2 using Ziegler-Nichols.

The calculated proportional gain is 6.0, integral gain is 1.2, and derivative gain is 0.75, with a stability margin of 0.85.

What valve size do I need for a flow rate of 50 units, a pressure drop of 15, and fluid density of 1.0?

The required Cv is 25.4, and the recommended valve size is a 2-inch globe valve with an operating range of 40-80%.

Is a loop with a proportional gain of 4.0, time constant of 5, and dead time of 1 stable?

The loop is stable with a stability ratio of 0.8 and a low oscillation risk.

You can use the `calculate_controller_tuning` tool. Provide the process gain, time constant, dead time, and your preferred tuning method like Ziegler-Nichols.

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