Альфа-Авто 6. Не встает партия при проведении перемещения.

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Альфа-Авто 6. Не встает партия при проведении перемещения., После проведения перемещения не всатет партия в регистре накопления "Партии товаров компании"
 
Добрый день.
Конфигурация Альфа-Авто: Автосалон+Автосервис+Автозапчасти КОРП. Редакция 6 (6.1.03.17)
Настрокай учетной политики по организации, подразделению, и складам стоит - Средняя.
При проведении поступления - в регистр накопления "Партии товаров компании" встает "Партия", всё корректно.
Далее идет перемещение со склада поступления на другой склад - Партия также встаёт.
Но при обратном перемещении - Партия уже не встаёт. Причем видно по движениям, что по этому же складу первое перемещение записало Партию.
По этой причине не проводится документ "Возврат поставщику" - Партию не находит.
Само проведение "зашито" в защищенный модуль, поэтому разобраться отладчиком не получилось. В чём может быть проблема?
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Изменено: Павел Смирнов - 31.05.2023 12:25:17
 
Причем если выбрать партию в "Перемещение товаров" вручную, данная партия всё равно не идет в регистр.
 
Павел Смирнов, добрый день, рекомендуем право "Режим списания при возврате поставщику" поставить в значение "По остаткам товаров"
Изменено: Светлана Сулименко - 31.05.2023 12:48:31
 
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/forum/user/104611/ Павел Смирнов, добрый день, рекомендуем право "Режим списания при возврате поставщику" поставить в значение "По остаткам товаров"
Добрый день, Светлана.
При такой настройке - при проведении Поступления товаров в регистр "Партии товаров компании" пишется пустая Партия.
Правильно я понимаю, что и во всех остальных типах документов Партии будут пустые?
 
Павел Смирнов, конечно, т.к. партии как таковой нет, при учете товаров по средней партия "усредняется".
 
Добрый день.
Возрожу эту тему, дабы не плодить новых.
У нас проблема при возврате поставщику когда включен партионый учет ФИФО.
Проблема заключается в следующем:
1. Есть три поступления по Номенклатуре_1 - Поступление_1 от 05.11 (Количество номенклатуры = 2шт), Поступление_2 от 07.11 (Количество номенклатуры = 2шт), Поступление_3 от 09.11 (Количество номенклатуры = 2шт).
2. Номенклатуру_1, в количестве 1шт списали в Заказ-наряде_1 от 06.11, списалась Партия = Поступление_1.
3. Номенклатуру_1, в количестве 1шт списали в Заказ-наряде_2 от 08.11, списалась Партия = Поступление_1. Партия = Поступление_1 полностью списано.
4. Кладовщик увидел бракованную запчасть и хочет вернуть её поставщику.
5. По логике системы (указана настройка "Режим списания при возврате поставщику" = "По остаткам товаров") система спишет свободную Партию = Поступление_2.
6. НО! Поставщик говорит, что бракованная деталь была в Поступление_1, т.е. возврат мы должны делать по этой Партии = Поступление_1.
7. Но система нам не дает это сделать, т.к. вся Партия списана, а поставщик настаивает на том, чтобы мы возвращали товар по Поступлению_1.
Как быть? Как правильно вернуть запчасть поставщику? И есть ли возможность делать это другими документами (корректировка движений, корректировка поступлений, смена партий) ??
 
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6. НО! Поставщик говорит, что бракованная деталь была в Поступление_1, т.е. возврат мы должны делать по этой Партии = Поступление_1.
Добрый день!

Вы выводите На основании Поступления? Выводите Корректировку? Или выводите Возврат поставщику?
У Вас Общая СНО в Организации?
 
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Цитата
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6. НО! Поставщик говорит, что бракованная деталь была в Поступление_1, т.е. возврат мы должны делать по этой Партии = Поступление_1.
Добрый день!

Вы выводите На основании Поступления? Выводите Корректировку? Или выводите Возврат поставщику?
У Вас Общая СНО в Организации?
Возврат поставщику ввожу на основании Поступления_1.
Номенклатура_1 не добавляется в документ возврата, оно и понятно. вся партия ушла.
При добавлении руками позиции и проведении документа Возврат поставщику ругается на нехватку количества.
СНО = Общая.
 
Цитата
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Номенклатура_1 не добавляется в документ возврата, оно и понятно. вся партия ушла.
сначала надо вернуть Товар на Склад(Корректировка реализации). Потом по времени подогнать Корректировку поступления. В промежутке между Поступлением и первой Продажей(Реализацией/ЗН).
 
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Цитата
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Номенклатура_1 не добавляется в документ возврата, оно и понятно. вся партия ушла.
сначала надо вернуть Товар на Склад(Корректировка реализации). Потом по времени подогнать Корректировку поступления. В промежутке между Поступлением и первой Продажей(Реализацией/ЗН).
Корректировкой реализации мы меняем количество списанного товара в Закрытом заказ-наряде.
Как потом этот товар списать по данному заказ-наряду?
 
Цитата
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Как потом этот товар списать по данному заказ-наряду?
Вы сами себе ответили
Цитата
написал:
Корректировкой реализации мы меняем количество списанного товара в Закрытом заказ-наряде.

Вы выводите по Закрытому ЗН На основании Корректировку реализации и тем самым возвращаете товар на склад.
 
Цитата
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Цитата
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Как потом этот товар списать по данному заказ-наряду?
Вы сами себе ответили
Цитата
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Корректировкой реализации мы меняем количество списанного товара в Закрытом заказ-наряде.

Вы выводите по Закрытому ЗН На основании Корректировку реализации и тем самым возвращаете товар на склад.
Я понял как я верну товар на склад.
НО как мне его потом списать, привязать списание к данному заказ-наряду?
И вообще вся цепочка, описанная вами, очень сложна для обычных пользователей.
Нет ли в системе Альфа-Авто документа что-то вроде "Корректировка партии" ?
 
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НО как мне его потом списать, привязать списание к данному заказ-наряду?
не понимаю, что это и для чего это?
Вы не хотите делать Корректировку поставщику? Тогда есть просто Документ Списание товаров. Он ни к чем не привязывается. Есть еще Документ Инвентаризация.

Цитата
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Нет ли в системе Альфа-Авто документа что-то вроде "Корректировка партии" ?
конечно, нет, так ведь можно себе испортить будет управленческий учет.
 
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не понимаю, что это и для чего это?
Для составления корректной отчетности.
Если у нас запчасти будут списаны без привязок к заказ-нарядом, то и отчеты будут показывать некорректные суммы и количества и документы движения.

Резюмируя:
У вас нет простого механизма по возврату поставщику номенклатур, списанных по партии, если сам Поставщик настаивает на том, что приход был именно по данной партии.
Всё нужно делать цепочкой определенных документов.
 
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Всё нужно делать цепочкой определенных документов.
именно, так работает Управленческий учет в любой Конфигурации на языке 1С.
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