Потребуется установка двух расширений конфигурации:
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)
Если необходимо чтобы HTML описание будучи заполненным полностью заменяло описание товара
Нужно заменить в настройках выгрузки Описание на указанный ниже "свой алгоритм":
- Одно добавляет Html - редактор в номенклатуру
- второе добавляет функционал необходимый для выгрузки данных описания на сайт.
Если необходимо чтобы HTML описание будучи заполненным полностью заменяло описание товара
Нужно заменить в настройках выгрузки Описание на указанный ниже "свой алгоритм":
Код |
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ГИ_НаменованиеФайлаСОписанием = "_html-описание номенклатуры_"; ГИ_ЗначенияОписанийНоменклатуры = Новый Соответствие(); ГИ_НужноСформироватьТаблицуОписаний = Ложь; Если ПараметрыОбмена.Свойство("ГИ_ЗначенияОписанийНоменклатуры") Тогда Если ПараметрыОбмена.ГИ_ЗначенияОписанийНоменклатуры[ [Номенклатура] ] = Неопределено Тогда ГИ_НужноСформироватьТаблицуОписаний = Истина; Иначе ГИ_ЗначенияОписанийНоменклатуры = ПараметрыОбмена.ГИ_ЗначенияОписанийНоменклатуры; КонецЕсли; Иначе ГИ_НужноСформироватьТаблицуОписаний = Истина; КонецЕсли; Если ГИ_НужноСформироватьТаблицуОписаний Тогда ГИ_ПараметрыКонфигурации = ГИHTML_ОбщегоНазначения.ПолучитьПараметрыКонфигурации(); Запрос = Новый Запрос; Запрос.УстановитьПараметр("ГИ_НаменованиеФайлаСОписанием", ГИ_НаменованиеФайлаСОписанием); Запрос.МенеджерВременныхТаблиц = [МенеджерВременныхТаблиц]; Запрос.Текст = " |ВЫБРАТЬ | Ссылка, | ВладелецФайла КАК Номенклатура |ПОМЕСТИТЬ | ГИ_ФайлыОписаний |ИЗ | Справочник.НоменклатураПрисоединенныеФайлы |ГДЕ | ВладелецФайла В (ВЫБРАТЬ Номенклатура ИЗ ВремНоменклатура) | И | Наименование = &ГИ_НаменованиеФайлаСОписанием |ИНДЕКСИРОВАТЬ ПО | Ссылка |; | |ВЫБРАТЬ | ФайлыОписаний.Номенклатура КАК Номенклатура, | ДвоичныеДанныеФайлов." + ГИ_ПараметрыКонфигурации.ИмяРесурсаХранимыйФайл + " КАК ДвоичныеДанные |ПОМЕСТИТЬ | ГИ_ФайлыОписанийДвоичныеДанные |ИЗ | ГИ_ФайлыОписаний КАК ФайлыОписаний | ВНУТРЕННЕЕ СОЕДИНЕНИЕ | РегистрСведений." + ГИ_ПараметрыКонфигурации.ИмяРегистраПрисоединенныеФайлы + " КАК ДвоичныеДанныеФайлов | ПО | ДвоичныеДанныеФайлов." + ГИ_ПараметрыКонфигурации.ИмяИзмеренияПрисоединенныйФайл + " = ФайлыОписаний.Ссылка |ИНДЕКСИРОВАТЬ ПО | Номенклатура |; | |ВЫБРАТЬ | СпрНоменклатура.Ссылка КАК Номенклатура, | СпрНоменклатура.Описание КАК ТиповоеОписание, | ФайлыОписанийДвоичныеДанные.ДвоичныеДанные КАК ДвоичныеДанныеФайлаОписания, | ( ФайлыОписанийДвоичныеДанные.ДвоичныеДанные ЕСТЬ NULL ) КАК ВыгружатьТиповоеОписание |ИЗ | Справочник.Номенклатура КАК СпрНоменклатура | | ВНУТРЕННЕЕ СОЕДИНЕНИЕ | ВремНоменклатура КАК ВремНоменклатура | ПО | ВремНоменклатура.Номенклатура = СпрНоменклатура.Ссылка | | ЛЕВОЕ СОЕДИНЕНИЕ | ГИ_ФайлыОписанийДвоичныеДанные КАК ФайлыОписанийДвоичныеДанные | ПО | ФайлыОписанийДвоичныеДанные.Номенклатура = СпрНоменклатура.Ссылка |;"; Выборка = Запрос.Выполнить().Выбрать(); Пока Выборка.Следующий() Цикл ГИ_Описание = Неопределено; Если Выборка.ВыгружатьТиповоеОписание Тогда ГИ_Описание = Выборка.ТиповоеОписание; Иначе ГИ_Описание = ПолучитьСтрокуИзДвоичныхДанных(Выборка.ДвоичныеДанныеФайлаОписания.Получить(), КодировкаТекста.Системная); КонецЕсли; ГИ_ЗначенияОписанийНоменклатуры.Вставить( Выборка.Номенклатура, ГИ_Описание ); КонецЦикла; ПараметрыОбмена.Вставить("ГИ_ЗначенияОписанийНоменклатуры", ГИ_ЗначенияОписанийНоменклатуры); КонецЕсли; [Результат] = ГИ_ЗначенияОписанийНоменклатуры[ [Номенклатура] ]; |