Обновление модуля Грунт

 
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Предложил Ион Никитин 09.06.2017 11:39:03

Обновление модуля Грунт

Большая просьба обновить модуль Грунт. Хочется увидить в новом модуле следующие возможности:
  1. Новый интерфейс;
  2. Корректную работу и отображение графики/таблиц и прочего на современных процессорах и видеокартах (на ноутбуках часто появляются лаги и пропадания графики, особенно таблиц);
  3. Возможность связи с Сапфиром (привязка существующей геологии с модели);
  4. Отображение 3D-модели грунта в Сапфире (шаг навстречу BIM-проектированию).


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Ион Никитин 30.06.2017 15:18:25
5. Добавьте пожалуйста еще возможность задания относительного/абсолютного пути к файлу модуля Грунт.
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Сергей 11.09.2017 15:51:50
"5. Добавьте пожалуйста еще возможность задания относительного/абсолютного пути к файлу модуля Грунт."

Поддерживаю!
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Алексей Яровой 12.01.2018 09:58:36
Добавьте пожалуйста:
- когда переприкладываешь отпор грунта в несколько итераций, чтобы получить итоговые коэффициенты постели, сообщение или таблицу о расхождении результатов с предыдущей итерацией (в %), как это сделано в лира 10.
- сводную таблицу результатов расчета в модуле грунт, как это сделано в SCAD.


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[/img]
Рейтинг: 9.2337  
Игорь Зайва 21.09.2018 23:23:41
Модуль "Грунт" - вообще какая-то убогая утилитка с очень фиговым устаревшим интерфейсом... Да хотя бы в Лира-Софт она встроена на уровне модели и отдельные файлы не создаются, что уже очень удобно, не то, что здесь :( Вообще было бы здорово создать отдельную настройку в самой Лире и в Сапфире, где указывались бы все данные о грунтах и генерировались отдельно автоматом в Книге отчётов, включая результаты (С1, С2, осадки и т.д.)