Wave Diffraction Model

Wave Diffraction Model MCP Connector for Claude

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Models wave diffraction around maritime obstacles like breakwaters and headlands.

4 tools Official Updated Oct 1, 2026 Official Vinkius Partner

This MCP server provides specialized tools for maritime engineering and oceanography. It models how wave energy redistributes when encountering physical obstacles. Using diffraction theory, it allows AI agents to calculate the get_diffraction_coefficient for specific points, determine the calculate_shadow_zone_height in protected areas, generate an get_energy_distribution_map for spatial analysis, and use analyze_obstacle_type_effect to compare how different geometries like breakwaters or headlands influence wave patterns.

wave-physicsdiffractionmaritimeoceanographycoastal-engineering

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

calculate_shadow_zone_height

Calculate wave height in shadow zone

analyze_obstacle_type_effect

Analyze obstacle type effect

get_diffraction_coefficient

Calculate diffraction coefficient

get_energy_distribution_map

Get energy distribution map

See how to talk to your AI agent using Wave Diffraction Model.

How much has the wave height decreased at a point 50m behind a 100m breakwater with a 10m wavelength at a 30 degree angle?

The diffraction coefficient at that location is 0.45.

What is the wave height in the shadow zone if the incident wave is 3m, wavelength is 15m, obstacle is 200m, distance is 40m, and angle is 10 degrees?

The resulting wave height at that target point is 0.85m.

Compare the impact of a breakwater versus a headland for a 12m wavelength at a 45 degree angle.

The breakwater produces a more predictable linear shadow zone, while the headland creates a more complex, curved energy pattern with an impact factor of 1.24.

You can calculate the diffraction coefficient, the specific wave height in shadow zones, the energy distribution across a coordinate grid, and the impact of different obstacle types.

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