Мы собрали частые вопросы от наших клиентов, которые выбирали свою первую лодку. Хотим поделиться нашими советами про выбор надувной лодки с Вами.
На сколько Вам важен комфорт в лодке?
Очень – Колибри предлагает вам обратить внимание на серию “Стандарт” с большим диаметром баллонов и длиной 280-330 мм. Дополнитель можно установить жесткое дно (пайол).
Не принципиален – Здесь подойдет легка надувная лодка из серии гребных “Супер Лайт”, “Стандарт”, “Профи”. Преимуществом этой линейки является их легкость, компактность и цена.
Предпочтительнее гребная или моторная ?
Гребные– такие часто используются без жесткого дна на небольших мелководных озерах и руслах рек. Часто Колибри выделяет несколько моделей среди них: K-270T, K-280CT и K-300CT. В любой момент на этих судна можно установить небольшой электрически или дизельный мотор мощность до 3,5 л.с.
Под мотор – очень практичная линейка надувных лодок для полноводных рек. Часто на такую лодку устанавливают air desk для большего удобства. С точки зрения мощности мотора, здесь доступен выбор средней мощности от 3,5 до 12 лошадиных сил.
Важно ли учитывать пассажировместимость судна ?
По этой таблице можно приблизительно определить, какую надувную лодку вам будет комфортно использовать. Исходя из нашего опыта, у нас есть два типа покупателей. Некоторым троим людям подходит надувная лодка 3100 для комфортного использования, а другим одиночным покупателям будет тесно в лодке 3400. Поэтому мы разделили таблицу на два типа покупателей, и названия соответствуют типам надувных лодок, которые обычно им подходят.
"Гребные" представляет собой недорогие, но надежные надувные лодки. "Моторные" – это надувные лодки с дополнительными опциями, такими как стравливающие клапаны, держатели для удилищ, сумки, накладки на лавки. Обычно они тяжелее, имеют более плотную ткань и больше отсеков.
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)
Важно отметить! Длинные надувные лодки из ПВХ часто могут быть тесными из-за ограниченного внутреннего пространства. Мы рекомендуем обращать внимание на внутреннее пространство лодки при выборе. Например, некоторые модели надувных лодок длиной 3300 могут иметь такое же внутреннее пространство днища, как и другие модели длиной 2900 из-за особенностей бортов.
Какой мотор лучше поставить на лодку?
В каждой лодке есть характеристики от производителя Колибри, по которым можно ориентироваться относительно мощности мотора.
Как выбрать лодку под определенный тип водоема и местности ?
В случае палящего солнца рекомендуется использовать надувную лодку с приваренными комплектующими и высококачественным материалом ПВХ, чтобы высокое давление в бортах не повредило лодку.
При наличии высокой волны рекомендуется выбирать надувную лодку с баллоном диаметром от 400-450 мм и выше.
В остальных случаях вы можете ориентироваться на свой бюджет и выбирать лодку, удобную по длине, цене и весу. Однако не забывайте обращать внимание и на качество лодки.
Что лучше надувной пайол или жесткое днище?
Надувное дно у лодок ПВХ:
+ Упрощает процесс сборки лодки ПВХ;
+ Уменьшает вес лодки ПВХ;
– Увеличивает цену и грузоподъемность;
– Не так удобно стоять, но устойчивость самой конструкции высокая.
Жесткое дно у надувных лодок ПВХ:
+ Дешевле;
+ Удобнее ходить и стоять;
– Тяжелее;
– Сложнее в сборке.
Если у вас нет финансовых ограничений, то хорошим решением будет приобретение надувной лодки из ПВХ с автоматическим надувным устройством (НДНД) для установки мотора. Вы можете приобрести лодку с мощным НДНД и качественным электронасосом, что обеспечит вам комфортный отдых. Такая лодка будет собираться сама за считанные минуты, практически не требуя вашего участия в процессе сборки.