{
  "openapi": "3.1.1",
  "info": {
    "title": "Pitch Detector (note and cents from a recording) API",
    "version": "1.0.0",
    "summary": "Upload singing or a single-note instrument and see which notes it hits and how many cents off.",
    "description": "Every endpoint performs the same calculation as the human page and returns inputs, result, units, assumptions, sources, warnings and computedAt. MCP endpoint: /mcp."
  },
  "servers": [
    {
      "url": "https://tonegridpitchdetect.usefulweb.app"
    }
  ],
  "paths": {
    "/api/v1/calculate": {
      "post": {
        "operationId": "calculate",
        "summary": "Upload singing or a single-note instrument and see which notes it hits and how many cents off.",
        "description": "Finds the pitch of a voice or a single-note instrument in an audio file with the YIN algorithm: the median pitch with its nearest note and deviation in cents, the sequence of notes held for at least 60 ms, the lowest and highest pitch, a pitch-over-time chart and a CSV track of every 10 ms frame. The same detector as the pitch trainer in the Tonegrid app.\n\nMethodology:\n- The recording is mixed to mono and analysed every 10 ms with YIN (de Cheveigné and Kawahara 2002): the difference function of the signal with delayed copies of itself (computed through FFT autocorrelation), the cumulative mean normalised difference, the first delay whose value dips below the periodicity threshold followed to its minimum, and a parabola through that minimum for a sub-sample period. Pitch = sample rate ÷ period. Frames quieter than −50 dBFS or without a dip below the threshold count as unpitched.\n- Notes: the nearest equal-tempered note to a pitch relative to the chosen A4, and the deviation in cents (100 cents = one semitone). Note segments are runs of frames with the same nearest note lasting at least 60 ms (a single unpitched frame inside a run is bridged); their pitch is the median of the run.\n- The summary pitch is the median of all pitched frames, so short slides and breaths barely change it.\n\nPitch detection needs one clear voice or note at a time. Octave errors are possible on very breathy, distorted or noisy recordings; chords and drums do not have one pitch.",
        "tags": [
          "apps"
        ],
        "x-mcp-tool": "tonegrid_pitch_detect",
        "x-owner-app": "tonegrid",
        "requestBody": {
          "required": true,
          "content": {
            "application/json": {
              "schema": {
                "$ref": "#/components/schemas/TonegridPitchDetectInput"
              },
              "examples": {
                "example1": {
                  "summary": "Three sung-like notes with vibrato (A3, C4, E4)",
                  "value": {
                    "file": {
                      "filename": "melody.wav",
                      "contentType": "audio/wav",
                      "contentBase64": 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                    },
                    "threshold": 0.15,
                    "fmin": 60,
                    "fmax": 1500,
                    "a4": 440
                  }
                },
                "example2": {
                  "summary": "Bass note A2, 20 cents sharp",
                  "value": {
                    "file": {
                      "filename": "bass-a2-sharp.wav",
                      "contentType": "audio/wav",
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"
                    },
                    "threshold": 0.15,
                    "fmin": 40,
                    "fmax": 800,
                    "a4": 440
                  }
                }
              }
            }
          }
        },
        "responses": {
          "200": {
            "description": "Calculation result envelope.",
            "content": {
              "application/json": {
                "schema": {
                  "$ref": "#/components/schemas/TonegridPitchDetectResult"
                }
              }
            }
          },
          "400": {
            "description": "Malformed JSON body.",
            "content": {
              "application/problem+json": {
                "schema": {
                  "$ref": "#/components/schemas/Problem"
                }
              }
            }
          },
          "422": {
            "description": "Invalid input (see errors[]).",
            "content": {
              "application/problem+json": {
                "schema": {
                  "$ref": "#/components/schemas/Problem"
                }
              }
            }
          },
          "429": {
            "description": "Rate limit exceeded (see Retry-After).",
            "content": {
              "application/problem+json": {
                "schema": {
                  "$ref": "#/components/schemas/Problem"
                }
              }
            }
          }
        }
      }
    },
    "/api/v1/tool": {
      "get": {
        "operationId": "getToolDefinition",
        "summary": "Inputs, output schema and examples for this tool",
        "responses": {
          "200": {
            "description": "Tool definition.",
            "content": {
              "application/json": {
                "schema": {
                  "type": "object"
                }
              }
            }
          }
        }
      }
    }
  },
  "components": {
    "schemas": {
      "Problem": {
        "type": "object",
        "description": "RFC 9457 problem details. 422 responses include per-field `errors`.",
        "required": [
          "type",
          "title",
          "status",
          "detail"
        ],
        "properties": {
          "type": {
            "type": "string"
          },
          "title": {
            "type": "string"
          },
          "status": {
            "type": "integer"
          },
          "detail": {
            "type": "string"
          },
          "code": {
            "type": "string"
          },
          "errors": {
            "type": "array",
            "items": {
              "type": "object",
              "required": [
                "field",
                "message"
              ],
              "properties": {
                "field": {
                  "type": "string"
                },
                "message": {
                  "type": "string"
                }
              }
            }
          }
        }
      },
      "TonegridPitchDetectInput": {
        "type": "object",
        "additionalProperties": false,
        "properties": {
          "file": {
            "title": "Audio file",
            "description": "WAV directly, MP3, FLAC, Ogg, M4A and AIFF via ffmpeg. The first 30 seconds are analysed. One voice or one note at a time works best; chords and drums have no single pitch. Files are not kept. Upload as {filename, contentType?, contentBase64}. Max 51200 KiB. Accepts .wav,.mp3,.flac,.ogg,.oga,.opus,.m4a,.aac,.aif,.aiff,audio/*.",
            "type": "object",
            "additionalProperties": false,
            "required": [
              "filename",
              "contentBase64"
            ],
            "properties": {
              "filename": {
                "type": "string"
              },
              "contentType": {
                "type": "string"
              },
              "contentBase64": {
                "type": "string"
              }
            }
          },
          "threshold": {
            "title": "Periodicity threshold",
            "description": "Lower = only very clean, periodic frames count as pitched (0.10–0.15 suits most recordings; raise it for breathy voices).",
            "type": "number",
            "minimum": 0.02,
            "maximum": 0.5,
            "default": 0.15
          },
          "fmin": {
            "title": "Lowest pitch searched",
            "description": "60 Hz covers low male voices and bass guitar from B1; use 30 for 5-string bass.",
            "type": "number",
            "minimum": 30,
            "maximum": 1000,
            "default": 60,
            "x-unit": "Hz"
          },
          "fmax": {
            "title": "Highest pitch searched",
            "type": "number",
            "minimum": 100,
            "maximum": 4000,
            "default": 1500,
            "x-unit": "Hz"
          },
          "a4": {
            "title": "Concert pitch A4",
            "type": "number",
            "minimum": 400,
            "maximum": 480,
            "default": 440,
            "x-unit": "Hz"
          }
        },
        "required": [
          "file"
        ]
      },
      "TonegridPitchDetectResult": {
        "type": "object",
        "additionalProperties": false,
        "required": [
          "schemaVersion",
          "tool",
          "computedAt",
          "inputs",
          "summary",
          "result",
          "units",
          "assumptions",
          "sources",
          "warnings",
          "presentation",
          "links"
        ],
        "properties": {
          "schemaVersion": {
            "type": "string",
            "const": "1.0"
          },
          "tool": {
            "type": "object",
            "additionalProperties": false,
            "required": [
              "id",
              "name",
              "version"
            ],
            "properties": {
              "id": {
                "type": "string"
              },
              "name": {
                "type": "string"
              },
              "version": {
                "type": "string"
              }
            }
          },
          "computedAt": {
            "type": "string",
            "format": "date-time"
          },
          "inputs": {
            "type": "object",
            "description": "Normalised inputs actually used, including applied defaults."
          },
          "summary": {
            "type": "string"
          },
          "result": {
            "type": "object",
            "additionalProperties": false,
            "required": [
              "seconds",
              "sampleRate",
              "frames",
              "voicedFrames",
              "voicedShare",
              "medianHz",
              "note",
              "midi",
              "cents",
              "lowHz",
              "highHz",
              "segments",
              "track",
              "csvFile"
            ],
            "properties": {
              "seconds": {
                "type": "number"
              },
              "sampleRate": {
                "type": "integer"
              },
              "frames": {
                "type": "integer",
                "description": "Analysis frames (one every 10 ms)."
              },
              "voicedFrames": {
                "type": "integer"
              },
              "voicedShare": {
                "type": "number",
                "description": "Share of frames with a clear pitch (0–1)."
              },
              "medianHz": {
                "type": [
                  "number",
                  "null"
                ]
              },
              "note": {
                "type": [
                  "string",
                  "null"
                ],
                "description": "Nearest equal-tempered note of the median pitch."
              },
              "midi": {
                "type": [
                  "integer",
                  "null"
                ]
              },
              "cents": {
                "type": [
                  "number",
                  "null"
                ],
                "description": "Deviation of the median pitch from that note (positive = sharp)."
              },
              "lowHz": {
                "type": [
                  "number",
                  "null"
                ]
              },
              "highHz": {
                "type": [
                  "number",
                  "null"
                ]
              },
              "segments": {
                "type": "array",
                "items": {
                  "type": "object",
                  "additionalProperties": false,
                  "required": [
                    "start",
                    "seconds",
                    "midi",
                    "note",
                    "hz",
                    "cents"
                  ],
                  "properties": {
                    "start": {
                      "type": "number"
                    },
                    "seconds": {
                      "type": "number"
                    },
                    "midi": {
                      "type": "integer"
                    },
                    "note": {
                      "type": "string"
                    },
                    "hz": {
                      "type": "number"
                    },
                    "cents": {
                      "type": "number"
                    }
                  }
                }
              },
              "track": {
                "type": "array",
                "description": "Every fifth frame (50 ms).",
                "items": {
                  "type": "object",
                  "additionalProperties": false,
                  "required": [
                    "time",
                    "hz",
                    "note",
                    "cents"
                  ],
                  "properties": {
                    "time": {
                      "type": "number"
                    },
                    "hz": {
                      "type": [
                        "number",
                        "null"
                      ]
                    },
                    "note": {
                      "type": [
                        "string",
                        "null"
                      ]
                    },
                    "cents": {
                      "type": [
                        "number",
                        "null"
                      ]
                    }
                  }
                }
              },
              "csvFile": {
                "type": "object",
                "additionalProperties": false,
                "required": [
                  "artifactId",
                  "filename",
                  "mime",
                  "bytes",
                  "sha256",
                  "path"
                ],
                "properties": {
                  "artifactId": {
                    "type": "string"
                  },
                  "filename": {
                    "type": "string"
                  },
                  "mime": {
                    "type": "string"
                  },
                  "bytes": {
                    "type": "integer"
                  },
                  "sha256": {
                    "type": "string"
                  },
                  "path": {
                    "type": "string",
                    "description": "Download path on the same site (valid for about 2 hours)."
                  }
                }
              }
            }
          },
          "units": {
            "type": "object",
            "additionalProperties": {
              "type": "string"
            }
          },
          "assumptions": {
            "type": "array",
            "items": {
              "type": "string"
            }
          },
          "sources": {
            "type": "array",
            "items": {
              "type": "object",
              "additionalProperties": false,
              "required": [
                "title"
              ],
              "properties": {
                "title": {
                  "type": "string"
                },
                "url": {
                  "type": "string"
                },
                "publisher": {
                  "type": "string"
                },
                "retrievedAt": {
                  "type": "string"
                },
                "note": {
                  "type": "string"
                }
              }
            }
          },
          "warnings": {
            "type": "array",
            "items": {
              "type": "string"
            }
          },
          "presentation": {
            "type": "array",
            "items": {
              "type": "object"
            },
            "description": "Display blocks used by the human page (same data)."
          },
          "links": {
            "type": "object",
            "additionalProperties": false,
            "required": [
              "human",
              "api",
              "openapi",
              "methodology"
            ],
            "properties": {
              "human": {
                "type": "string",
                "format": "uri"
              },
              "api": {
                "type": "string",
                "format": "uri"
              },
              "openapi": {
                "type": "string",
                "format": "uri"
              },
              "methodology": {
                "type": "string",
                "format": "uri"
              }
            }
          }
        }
      }
    }
  }
}