Об этой винтовке написано совсем немного. Информация о ней есть далеко не в каждом оружейном справочнике, да и та, которая есть, обычно укладывается в 5-6 строк сухих цифр и основных ТТХ. Итак, что же это за оружие? Знакомьтесь – английская 7,71 мм (.303 British) магазинная винтовка «Росс-Энфилд» модели 1914 года. Чем же она примечательна и выделяется из длинного ряда магазинных винтовок, сконструированных в начале ХХ века?
Начнем с названия – «Росс-Энфилд»; однако это не единственное её имя, второе – «Энфилд-Маузер». Вот в этих двух названиях и кроется история возникновения и развития интересующей нас винтовки, и хотя официальные источники, как правило, хранят молчание по поводу её появления на свет, мы попытаемся разобраться в данном вопросе.
Официальное название винтовки в системе вооружения Британской армии – Ross?Enfield Mod. 1914 (British Rifle №3 Mark I*). Имя канадского конструктора, известного путешественника и охотника Чарльза Росса, вероятно, возникло в названии винтовки потому, что именно на заводе «Компании винтовок Росса» в канадском Квебеке было налажено производство данной модели оружия.
Ещё в 1900 году Чарльз Росс для своего кругосветного путешествия сконструировал 7-мм однозарядную винтовку собственной системы, имевшую весьма оригинальный затвор прямого действия. Винтовка с успехом выдержала двухлетние испытания во время морских путешествий Росса. В 1907 году к ней был сконструирован 5-зарядный магазин, и в таком виде в 1910 году она была принята на вооружение в Канаде под обозначением Ross Mod. 1910, а в г. Квебек была образована «Компания винтовок Росса», занимавшаяся их производством. Патрон, применяющийся в винтовке, так же начал именоваться его именем – .280 Ross.
Однако винтовка Росса, в конструктивном плане, не имела практически ничего общего с винтовкой Ross-Enfield Mod. 1914 (продольно скользящий затвор прямого действия (без поворота при запирании), однорядный магазин, выступающий из ложи, иная форма ствольной коробки и др.) Единственное сходство – диоптрические прицелы аналогичной конструкции.
Гораздо больше о конструкции этой винтовки говорит её второе название – «Энфилд-Маузер». При ближайшем рассмотрении в ней явно прослеживаются черты двух знаменитых винтовок – немецкого Маузера обр. 1898 года и английской Ли-Энфилд S.M.L.E. Mk. 1 1903 г.
![](data:image/jpeg;base64,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
)
![](data:image/jpeg;base64,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
)
![](data:image/jpeg;base64,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
)
Первое, на что следует обратить внимание, это затвор – он практически полностью копирует затвор Маузера, за исключением предохранителя, который у «Энфилд-Маузера» расположен на хвостовике ствольной коробки, а не является деталью затвора, и соединительной муфты упрощённой формы, вызванной иным расположением предохранителя. Кроме того, затвор Энфилда, в отличие от «маузера» не имел отдельного, третьего боевого выступа, запирающего канал ствола, его роль выполняло основание рукоятки затвора, имевшей своеобразную, изогнутую форму. О форме рукоятки стоит сказать отдельно. Дело в том, что английский затвор винтовки Ли-Энфилд был, пожалуй, самым «скорострельным» из всех существовавших на магазинных винтовках, и вызвано это было весьма удачным расположением рукоятки затвора над задней стенкой спусковой скобы. Таким образом, правая рука стрелка совершала кратчайший путь от спускового крючка к рукоятке затвора. Вот для того, что бы сохранить эти оптимальные параметры и пришлось придавать почти S-образную форму рукоятке нового, практически «маузеровского» затвора, конструктивно отличавшегося от затвора Ли-Энфилда. И, что самое ценное, затвор «Энфилд-Маузера», сохранив все положительные качества затвора Маузера (в том числе и возможность использовать очень мощных патронов), стал значительно проще – он состоит из шести деталей, против девяти у Маузера.
![](data:image/jpeg;base64,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
)
Затвор «Росс-Энфилда» (вверху) практически полностью копирует затвор Маузера. Визуально его легко отличить по форме рукоятки
Схожесть затворов Маузера и «Энфилд-Маузера» повлекло за собой практически полное копирование и спускового механизма, который очень прост и состоит всего из пяти деталей: спускового крючка, спускового рычага с шепталом, а так же винта, оси и пружины спускового крючка. Таким образом, можно сказать, что ударно-спусковой механизм винтовки с незначительными изменениями был унаследован у «маузера» обр. 1898 года.
Однако, одним из отличий затвора Энфилд-Маузера от затвора Маузера является наличие в передней части стебля затвора двух отверстий для отвода пороховых газов в случае их прорыва.
Фиксатор затвора с отражателем тоже, кстати, остались практически «маузеровские». То же можно сказать и о магазине, фактически в неизменном виде заимствованном у Маузера – он полностью «утоплен» в ложе, вмещает 5 патронов, располагающихся в шахматном порядке, а подаватель магазина имеет затворную задержку, не позволяющую закрыть затвор по израсходовании всех патронов из магазина.
По всей видимости, английский 10-зарядный магазин с шахматным расположением фланцевых патронов хотя и давал ощутимые преимущества в скорострельности не вполне удовлетворял военных по надёжности досылания патронов в патронник, да и габариты оружия увеличивал. Вот и пришлось несколько сократить практическую скорострельность в пользу общей надёжности оружия.