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Конвертер координат МСК, СК-42/63, ПЗ-90, WGS-84
Страницы: Пред. 1 2 3 4 5
Конвертер координат МСК, СК-42/63, ПЗ-90, WGS-84, Конвертер координат МСК, СК-42/63, ПЗ-90, WGS-84
 
Цитата
Евгений Грициенко написал:
Отличная работа, молодцы !!!! Многим инженерам облегчит жизнь))) Товарищ попросил из 2 зоны в 1-ю перевести координаты , пришлось потратить немного времени и определенных знаний . На вашем сервисе это делается за секунды.
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Благодарим Вас за приятный отзыв и проявленный интерес к нашим продуктам!

Мы рады, что наши веб-сервисы помогли ускорить работу!

 
Цитата
Валерий Пиксайкин написал:
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[/img]
правильные координаты вели
----------------------------------------------------------------------------------------------------------------------------------------------
WGS84(долгота/широта) МСК-22 зона 2 Алтайский край

50.57 69.04 378042.07 1350583.62

стали не правильные на 78 метров погрешность

Здравствуйте!

Для пересчета координат из одной системы координат в другую используются алгоритмы пересчета согласно ГОСТ. В процессе пересчета допускается наличие определенной математической погрешности.

Для проверки допустимости возникающей погрешности вышлите, пожалуйста, данные о координатах точки в системе WGS 84 (долгота/широта).

Также, если Вы располагаете более точными данными по таблицам пересчета координат из МСК-22 зона 2 Алтайский край в WGS 84 (долгота/широта), вышлите их, пожалуйста, на электронную почту отдела технической поддержки help@pbprog.ru для дальнейшего добавления в веб-сервис "Конвертер координат МСК, СК-42/63, ПЗ-90, WGS-84".
 
Здравствуйте. Конвертер МСК33 от ск95 переводит в wgs84 со смещением примерно 124 метра(
не знаю возможно что то поправить в конвертере?
Получается, чтобы результат был близок к истине надо провести линию вправо 124м и под углом (если север 0) 98.5 град.
 
Цитата
Игорь Щербинин написал:
Здравствуйте. Конвертер МСК33 от ск95 переводит в wgs84 со смещением примерно 124 метра(
не знаю возможно что то поправить в конвертере?
Получается, чтобы результат был близок к истине надо провести линию вправо 124м и под углом (если север 0) 98.5 град.
Здравствуйте!

Спасибо за проявленный интерес к нашим веб-сервисам!

В процессе пересчета допускается наличие определенной математической погрешности из-за параметров пересчета.

Также Вы можете выслать на электронную почту отдела технической поддержки help@pbprog.ru таблицу пересчета из системы координат СК-95 в WGS 84 для дальнейшего внедрения в следующих версиях веб-сервисов.

 
Здравствуйте не получается перевести координаты 51.5955 116.2418 в СК 75 3 зона помогите разобраться должны получится координаты 653121.252 3344205.659
 
Цитата
Марина Ткач написал:
Здравствуйте не получается перевести координаты 51.5955 116.2418 в СК 75 3 зона помогите разобраться должны получится координаты 653121.252 3344205.659
Здравствуйте!

Уточните, пожалуйста, каким образом были получены координаты для конвертации, а также для проверки вышлите, пожалуйста, по-возможности координаты данной точки в формате градусы, минуты, секунды.

Обращаем Ваше внимание, что для пересчета координат из одной системы координат в другую используются алгоритмы пересчета согласно ГОСТ. В процессе пересчета допускается наличие определенной математической погрешности.

Также, если Вы располагаете более точными данными по таблицам пересчета координат из МСК-75 зона 3 Забайкальский край в WGS 84 (долгота/широта), вышлите их, пожалуйста, на электронную почту отдела технической поддержкиhelp@pbprog.ru для дальнейшего добавления в веб-сервис"Конвертер координат МСК, СК-42/63, ПЗ-90, WGS-84".

 
на Казахстан есть перевод в ск63?
 
Цитата
Асхат Коржумбаев написал:
на Казахстан есть перевод в ск63?

Здравствуйте!

В данном случае Ваш вопрос о пересчете координат в СК-63 Казахстана был рассмотрен как предложение и передан разработчикам. В случае принятия положительного решения данная функция будет реализована.

Также, если Вы располагаете данными по таблицам пересчета координат из необходимой Вам системы координат в СК-63 Казахстана, вышлите их, пожалуйста, на электронную почту отдела технической поддержки help@pbprog.ru для дальнейшего добавления в веб-сервис «Конвертер координат МСК, СК-42/63,
ПЗ-90, WGS-84
».

Благодарим за проявленный интерес к нашим веб-сервисам!

 
При конвертирование из МСК 72 Зона 1 в WGS-84 должен выдавать 57° и 65° а получаем 39° и 63°
(1442145,05;332333,36=57,1073763;65,1273476)
 
Цитата
КиреевМВ написал:
При конвертирование из МСК 72 Зона 1 в WGS-84 должен выдавать 57° и 65° а получаем 39° и 63°
(1442145,05;332333,36=57,1073763;65,1273476)
Здравствуйте!

В данном случае выберите исходную систему координат "МСК-72 зона 1 (1.5 градусная) Тюменская область" и используйте параметры, которые указаны на прикрепленном изображении.
Страницы: Пред. 1 2 3 4 5
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