Новая версия VOGBIT 20.5 - Новая платформа: быстрее, надёжнее, удобнее. Новая подсистема управления приоритетами в производстве. Новые возможности для участков ЧПУ. Улучшенные «цеховые терминалы». Новые возможности для совместной работы менеджеров, инженеров и производства при изготовлении уникальной продукции под заказ. И многое другое…

Последние темы на форумах VOGBIT

Вопрос по расчетам - Общие вопросы
Константин Чилингаров: В заказной спецификации (дереве) указывается количество на единицу того, что делаем. Если меряется это, что делаем, метрами, то на 1 м "и ...
Учет комплектующих изготовленных по фактическому количеству материала. - Материалы, Комплектующие, Складской учёт
Константин Чилингаров: 19032 Илья написал: изначально втулки делают именно под конкретный  заказ Тут у нас с вами некоторое терминологическое расхождение. П ...
Внеплановое задание - Производство
Константин Чилингаров: Я так понимаю, «подгонка толкателей» в данном случае это не заранее предусмотренная технологией операция, а некая дополнительная работ ...
Удаление позиции из номенклатуры - Прочее
Константин Чилингаров: Судя по сообщению, данная позиция используется в складском документе (в спецификации учётного документа). Немного странно, что "где и ...
добавление и удаление деталей в заказ - Состав и технология
Константин Чилингаров: Можем. Напишу на почту. До конца этой недели.
Обороты по складу - Материалы, Комплектующие, Складской учёт
Константин Чилингаров: 19136 Promob321 написал: как и где правильно выбрать подразделение, чтобы можно было посмотреть Обороты по складу В меню (ленте) выбрать "Р ...
Артикулы как правильно привязать к деталям? - Состав и технология
Константин Чилингаров: Про параметры: [VIDEO TYPE=YOUTUBE WIDTH=1280 HEIGHT=720 //www.youtube.com/embed/ve2rwhx6JM4?feature=oembed[/VIDEO
Ошибка, и вылетает прогрпмма - Прочее
Михаил: Здравствуйте. Стала периодически вылетать программа: выскакивает ошибка (см. рис.1) после чего программа зависает и через время просто з ...
Не запускается программа после перевода часов - Установка
Алексей Пономарев: Здравствуйте. Сегодня попробовал, перевел время и программа запустилась нормально. Странно, после нового года когда вышли на работу по  ...
Себестоимость партии изделий - Производство
Константин Чилингаров: Запустить "Расчёт себестоимости" на 100 штук. Если это изделие какое-то с вложенными сборками, подсборками и т.п., то построить для н ...
Очередность при расчете комплектации - Производство
Константин Чилингаров: Примерно вот так (см. картинку). Цветом показано общее состояние готовности узлов и деталей для них. "Полоска" - в какой примерно ста ...
Возврат делового отхода - Материалы, Комплектующие, Складской учёт
Константин Чилингаров: Здравствуйте, 3938 Алексей Пономарев написал: Когда мы принимаем на склад деловой отход через специальную кнопку, он суммируется с цел ...
Ошибка календарный план - Производство
Freza3mm: Заработало.  13 Константин Чилингаров написал: Теоретически, могла ситуация, что нет файла, получиться, если база была развернута из дис ...
Карта раскроя - Общие вопросы
Константин Чилингаров: 6386 mansur написал: Одна позиция только осталась в "планировании" Не "готово", потому что не все эти "откосы" у вас сделаны. М ...
Задвоение рабочих заданий. - Производство
Валерий Бондаренко: Все понял. Попробовал, действительно если выделена строчка группировки то задваивается. Спасибо, предупрежу мастеров что бы при выделен ...
Расчёт потребности - Материалы, Комплектующие, Складской учёт
Константин Чилингаров: Здравствуйте, На будущее, я бы всё таки рекомендовал в техпроцессе  указывать заготовки (неважно, чем они являются) и материалы именно, ...
Список накладных задействованных для заказа - Материалы, Комплектующие, Складской учёт
Константин Чилингаров: Открываем "Производство - Производственные заказы". Встаём на заказ. Нажимаем "Складской учёт -> Фактические затраты" (рис.1). ...
Колонка материалы для окна статистика производства - Производство
Константин Чилингаров: 13 Константин Чилингаров написал: Я думаю, что Вам можно было бы поразмышлять о некоем "конфигураторе уровня учета", где пользовате ...
Невозможно запустить приложение в связи с недействительными данными активации - Активация, Деактивация, Лицензии
Константин Чилингаров: Да, похоже, есть какая-то проблема с очередным обновлением десятки. Мы уже известили о ней разработчика системы защиты (мы её купили, не с ...
Влияние Статуса - Прочее
Константин Чилингаров: Здравствуйте, С точки зрения общей логики работы программы (различные расчёты, формирование заказов на производство и т.п.) для специфи ...

крнструкторская спецификация

Вопросы в целом о программе и её возможностях - Общие вопросы - Вопросы новичков
Страницы: 1
крнструкторская спецификация, в окне спецйификация только столбцы материалы
 
Здравствуйте. При работе с конструкторской спецификацией от непроизвольного нажатия мыши с экрана исчезли все столбцы, остались только материалы

Вопрос: что нужно сделать что бы спецификации вернуть вид со всеми  колонками

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[/img]










С уважением,   Константин  Зубоский
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Изменено: Zubovskiyk - 11.11.2020 12:19:07
 
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