Terrain Park Gap Analyzer

Terrain Park Gap Analyzer MCP Connector for Claude

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Calculates jump trajectories, gap distances, and knuckle clearance for freestyle features.

4 tools Official Updated Oct 1, 2026 Official Vinkius Partner

This MCP server provides physics-based analysis for freestyle skiing and snowboarding features. It uses projectile motion models to calculate the flight path between takeoff and landing. Use get_gap_analysis to determine the horizontal gap distance and knuckleClearance. You can also use check_knuckle_collision_risk to assess the danger of hitting the landing knuckle, or validate_speed_requirements to ensure the approach speed is safe for a specific gap configuration.

skiingsnowboardingphysicsterrain-parksafety-analysis

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

check_knuckle_collision_risk

Specifically assesses the danger of hitting the knuckle based on the flight path

get_feature_safety_buffer

Calculates the necessary safety spacing based on feature types and environmental conditions

get_gap_analysis

Calculates the physical distance and flight characteristics of a jump

validate_speed_requirements

Determines if a specific approach speed is sufficient or excessive for a given gap configuration

See how to talk to your AI agent using Terrain Park Gap Analyzer.

Analyze a jump with an approach speed of 12 m/s, a takeoff angle of 30 degrees, a landing angle of 25 degrees, and a kicker feature on groomed snow.

The gap distance is 18.45 meters, with a knuckle clearance of 1.2 meters. Your speed is within the safe operating window.

Is 10 m/s enough speed to clear a 15 meter gap with a 35 degree takeoff angle?

No, the minimum required speed to clear a 15 meter gap with a 35 degree takeoff angle is 11.2 m/s.

What is the risk of hitting the knuckle if I have a 5 meter gap, 15 degree takeoff, 20 degree landing, and 10 m/s speed?

The risk level is critical because the clearance value is -0.4 meters.

You can use the `validate_speed_requirements` tool to compare your approach speed against the minimum required speed and maximum safe speed for your specific gap.

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