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266,445 tools. Last updated 2026-07-07 00:15

"namespace:org.io-aerospace" matching MCP tools:

  • Check legality of exporting a product to a destination. Classifies goods against dual-use control lists and destination embargo levels to determine if blocked, requires license, permitted, or needs review.
    MIT
  • Add a barcode or QR code to a single-page PDF. Supports QR, Code128, EAN13, Data Matrix, and PDF417 formats with customizable error correction and size.
    MIT

Matching MCP Servers

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    license
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    Enables flight planning and aviation operations through intelligent airport resolution, great-circle route calculation, and aircraft performance estimation. Supports 28,000+ airports worldwide and 190+ aircraft types for comprehensive flight planning via natural language.
    Last updated
    46
    4
    MIT

Matching MCP Connectors

  • MCP server for aerospace calculations: orbital mechanics, ephemeris, DSN operations, ...

  • Pay-per-call safety checks for AI agents: screen a crypto address or URL before you transact.

  • Calculate a flight route between two airports with performance estimates, including waypoints and distances.
    MIT
  • Transform coordinate data between reference frames (ECEF, ECI, ITRF, GCRS, GEODETIC) with optional epoch for time-dependent conversions.
    MIT
  • Convert geodetic coordinates (latitude, longitude, altitude) to Earth-centered Earth-fixed (ECEF) coordinates using WGS84 ellipsoid parameters.
    MIT
  • Calculate landing distance for aircraft using weight, altitude, temperature, wind, runway slope, and condition. Obtain V-speeds, air distance, ground roll, and factored distances.
    MIT
  • Calculate required fuel reserves per FAR, JAR-OPS, or ICAO regulations. Get contingency, alternate, and final reserve components from trip fuel, flight time, and holding altitude.
    MIT
  • Calculate great circle distance between two coordinates for aviation. Returns distance in km and NM with initial and final bearings.
    MIT
  • Convert Earth-Centered Earth-Fixed (ECEF) coordinates to geodetic latitude, longitude, and altitude for aerospace applications.
    MIT
  • Design an optimal Linear Quadratic Regulator (LQR) controller by computing state-feedback gain that minimizes a quadratic cost function, for given system and weighting matrices.
    MIT
  • Compute the center of gravity of an aircraft and confirm it falls within the allowable forward and aft limits for safe flight.
    MIT
  • Determine if the Aerospace MCP system is operational and ready to process flight planning requests by retrieving its status and capabilities.
    MIT