In-Situ Combustion Design

In-Situ Combustion Design MCP Connector for Claude

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Simulate and optimize fire flood processes by scaling combustion tube data to field-scale operations.

4 tools Official Updated Oct 1, 2026 Official Vinkius Partner

This MCP server provides engineering tools to design and optimize in-situ combustion (ISC) processes. It allows users to scale laboratory combustion tube results to full-scale reservoir operations by calculating critical parameters like air injection rates, fuel consumption, and burn front velocity. Use calculate_air_injection_rate to stabilize the combustion front, predict_fuel_consumption to estimate oil loss, estimate_burn_front_velocity to predict front migration, and evaluate_recovery_efficiency to assess total oil recovery and breakthrough risks.

eorcombustionreservoir-engineeringfire-floodpetroleum

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

calculate_air_injection_rate

Determines the required rate of air injection to maintain a stable combustion front

estimate_burn_front_velocity

Predicts how fast the combustion front will migrate through the reservoir

evaluate_recovery_efficiency

Calculates the expected oil recovery based on combustion parameters and breakthrough risks

predict_fuel_consumption

Estimates how much oil will be consumed to sustain the combustion process

See how to talk to your AI agent using In-Situ Combustion Design.

What air injection rate do I need for a reservoir of 500,000 m3 with a target velocity of 0.05 m/day, 0.21 oxygen, and 0.15 permeability?

The required air injection rate is 1250.5 m3/day with an expected pressure drop of 15.2 bar.

How much oil will be consumed if the initial saturation is 0.7, efficiency is 0.4, and the burn front volume is 50,000 m3?

The total fuel consumed will be 14,000 m3, leaving 21,000 m3 of residual oil.

Predict the front velocity for an injection rate of 1000 m3/day, reactivity of 0.8, porosity of 0.25, and oxygen utilization of 0.7.

The predicted burn front velocity is 0.12 m/day, with an estimated time until breakthrough of 450 days.

You can use the `calculate_air_injection_rate` tool to determine the necessary air volume per unit of time based on your reservoir volume and target front velocity.

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