6
6.3. Транспортирование поддонов - по группе условий хранения Ж2 ГОСТ 15150 любым видом транспорта в соответствии с правилами перевозок грузов, действующими на каждом виде транспорта.
6.4. При транспортировании и погрузочно-разгрузочных работах поддоны собирают в пакеты высотой не более высоты поддона в рабочем положении и скрепляют продольными и поперечными обвязками из упаковочной ленты или проволоки.
6.5. Хранение поддонов - по группе условий хранения Ж2 ГОСТ 15150.
6.6. Допускается транспортирование поддонов в открытых транспортных средствах и кратковременное хранение их на открытых складских площадках, при этом поддоны должны быть укрыты брезентом или другим влагонепроницаемым материалом.
(Измененная редакция, Изм. № 1).
7. ГАРАНТИИ ИЗГОТОВИТЕЛЯ
7.1. Изготовитель гарантирует соответствие поддонов требованиям настоящего стандарта при соблюдении условий эксплуатации, хранения и транспортирования.
7.2. Гарантийный срок эксплуатации устанавливают в технических условиях на поддон конкретного типа, но он должен быть не менее 2 лет со дня ввода в эксплуатацию.
ПРИЛОЖЕНИЕ 1
Обязательное
МЕТОДИКА ПРОВЕДЕНИЯ ИСПЫТАНИЯ ЯЩИЧНЫХ И СТОЕЧНЫХ ПОДДОНОВ
1. Испытание на изгиб
Перед испытанием наносят контрольную раскерновку по длине поддона (ч ер т. 1) и измеряют размеры l, l1, и l2.
![](data:image/jpg;base64,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)
Черт. 1
Разность длин l1, и l2 при измерении не должна превышать 10 мм.
Поддон устанавливают на ровную металлическую или бетонную плиту и подвергают в течение 10 мин воздействию нагрузки от равномерно распределенного по настилу груза массой, равной 1,1 Мбр, где Мбр - масса брутто поддона в тоннах.
После снятия нагрузки проводят тщательный визуальный осмотр поддона и измерение остаточного прогиба и размеров l, l1, и l2.
Результаты испытаний считают удовлетворительными, если:
максимальный прогиб основания под нагрузкой в любом месте на превышает 1,5% длины поддона;
отсутствует остаточная деформация;
не нарушены сварные соединения;