Snowboard Pressure Distribution Simulator

Snowboard Pressure Distribution Simulator MCP Connector for Claude

A+

Simulates weight and pressure distribution on a snowboard based on rider physics and snow conditions.

4 tools Official Updated Oct 1, 2026 Official Vinkius Partner

This MCP server provides physics-based modeling for snowboarders to understand how weight shifts across their board. It calculates static pressure distribution, dynamic pressure shifts during turns, and stability metrics. By accounting for rider weight, stance width, speed, turn radius, and snow conditions, it helps predict how much force is applied to the front and rear feet. Use calculate_dynamic_turn_pressure to see how speed and turn radius affect your balance, or analyze_pressure_stability to check if your current pressure distribution allows for controlled carving.

snowboardingphysics-enginepressure-mappingrider-dynamicssnow-conditions

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

analyze_pressure_stability

Answers whether the current pressure distribution is stable or likely to cause a loss of edge control

calculate_dynamic_turn_pressure

Answers how pressure shifts during an active turn at specific speeds and radii

get_snow_condition_multiplier

Answers what specific coefficient should be applied to the pressure model based on the environment

get_static_pressure_distribution

Answers how weight is distributed across the board in a neutral, non-turning state

See how to talk to your AI agent using Snowboard Pressure Distribution Simulator.

What is the static pressure distribution for a 75kg rider with a 50cm stance width?

The front foot pressure is 367.5 N, the rear foot pressure is 367.5 N, and the center of pressure shift is 0 cm.

Calculate the dynamic pressure for a 70kg rider, 45cm stance, 15m/s speed, 10m turn radius on ice.

The dynamic front foot pressure is 525.0 N, the rear foot pressure is 210.0 N, and the center of pressure shift is 12.5 cm.

Is a distribution of 400N front and 200N rear pressure stable at 12m/s?

The pressure distribution is unstable with a stability score of 0.42.

Higher speeds increase the kinetic energy in the system, which amplifies the effects of weight transfer and shifts in the center of pressure.

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