Документация для версии Авто-Интеллект 5.6. Документация на другие версии также доступна.

Предыдущая страница Выгрузка UrlServer  ULPR Server Следующая страница


Общий формат запроса:

POST http://IP-адрес:порт/GetAutoInfo

Параметры запроса:

ПараметрОбязательныйОписание параметра
keyДаПроизвольный уникальный ключ. Необходим для предотвращения повторной загрузки файла нейросети, если несколько Каналов распознавания номеров используют один и тот же файл нейросети и устройство
lpridДа

Идентификатор Канала распознавания номеров в ПК Авто-Интеллект

leftДаКоординаты начала номерной пластины слева
topДаКоординаты начала номерной пластины сверху
widthДаШирина номерной пластины
heightДаВысота номерной пластины

image

ДаИзображение ТС в Base64

Пример запроса:

POST http://127.0.0.1:8091/GetAutoInfo

{
 "key": "C:\\dpe_001_openvino.annCPU",
 "lprid": "1",
 "features": [
  {
   "left": 1151,
   "top": -2,
   "width": 107,
   "height": 23,
   "image": 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"
  }
 ]
}

Пример ответа:

С одним кадром:

{
 "results": {
  "color": {
   "error_code": 200,
   "tags": [
    {
     "id": 0,
     "color": "",
     "probability": 1
    }
   ]
  },
  "mmt": {
   "error_code": 200,
   "tags": [
    {
     "id": 0,
     "make": "",
     "model": "",
     "type": "car",
     "probability": 1
    }
   ]
  }
 }
}

Параметры ответа:

ПараметрОписание параметра

type

тип ТС: noise - шум, bus - автобус, car - автомобиль, motorcycle - мотоцикл, small bus - микроавтобус, truck - грузовик
Прочие параметрыИспользуются для поддержки совместимости API
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