MCP For Claude Marketplace
Kite Bridle Tension Analyzer

Kite Bridle Tension Analyzer MCP Connector for Claude

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Calculates tension distribution and failure risks for kite bridle systems.

4 tools Official Updated Oct 1, 2026 Official Vinkius Partner
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This MCP server provides precise force analysis for kite bridle systems. It uses static equilibrium principles to determine how aerodynamic power is distributed across attachment points. Use calculate_line_tensions to find the specific force on each line, analyze_load_distribution to check for imbalances, evaluate_system_wear to account for friction and hardware degradation, and identify_failure_risks to detect critical lines that may exceed material limits.

kitetensionphysicsaerodynamicsstructural-analysis

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

analyze_load_distribution

Answers how evenly the force is spread across the bridle system to identify imbalances

calculate_line_tensions

Determines the specific tension force for every individual bridle line in the system

evaluate_system_wear

Estimates how much friction and physical wear will impact the actual tension experienced by the kite

identify_failure_risks

Identifies specific components or lines that are likely to break under the current load

See how to talk to your AI agent using Kite Bridle Tension Analyzer.

Calculate the tension for each line given a kite power of 500N and this geometry: {"angles": [45, 45], "lengths": [2, 2]} with attachment points: [{"x": 0, "y": 0}, {"x": 1, "y": 1}]

The tension for line 1 is 353.55N and line 2 is 353.55N, with a perfectly balanced distribution.

What is the safety factor if my lines have tensions of [400, 450, 380] and material limits of [500, 400, 500]?

The system has a critical line at index 1, and the overall safety factor is 0.88.

Check the load distribution for a 1000N kite with these attachment points: [{"x": 0, "y": 0}, {"x": 2, "y": 0}] and geometry: {"angles": [30, 30], "lengths": [1, 1]}

The load is distributed as 50% for line 1 and 50% for line 2, with an imbalance ratio of 1.0.

The `calculate_line_tensions` tool accepts a `lineStretchFactor` to adjust the effective length of the lines, which shifts the geometric distribution of the load.

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