Триангуляция нишы

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Триангуляция нишы, Несквозной проем. Шаг триангуляции
 
Шаг триангуляции автоматический-0,5. конкретной плите-0,5. а для ниши(проема не сковзного) - он не бьет на 0,5. Как исправить?
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[/img]
 
Выделите пластину, моделирующую нишу, назначьте ей шаг 0.4м (см. рис.) или способ триангуляции "четырёхугольная" вместо "адаптивная четырёхугольная".
Изменено: Igorowitch - 02.08.2017 13:16:50
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