Создание файла проекции на местную систему координат

Question

Здравствуйте, помогите разобраться.У меня есть вектор в местной координатной системе (рисунок слева). У меня есть координаты этой точки в системе координат WGS 1984 UTM 41(рисунок справа).Проблема в том, что у меня нет файла проекции на местную систему координат.
<img src="data:image/png;base64,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

Answer 1

Подобрать точное геодезическое описание местной проекции и трансформации между датумами можно только в специализированном геодезическом ПО.
Если Вы хорошо разбираетесь в проекциях, то можно вручную подобрать параметры с какой-то точностью, но процесс довольно длительный.
Проще всего для подбора воспользоваться так называемой локальной Декартовой СК:
http://desktop.arcgis.com/ru/desktop/latest/guide-books/map-projections/local-cartesian-projection.h...
Всё что нужно - выставить широту, долготу, задать угол поворота севера, и сдвиги по X,Y.
Для небольших территорий - до 11 км от центра проекции точность будет в пределах 1м.
Дальше будут искажения.