Знакомство с автоматом «Абакан»
От редактора.
В продолжение темы автомата АН-94 «Абакан» и претворяя очередной материал о его устройстве, мы решили познакомить читателя с мнением нашего спецкора Руслана Чумака, который впервые столкнулся с автоматом Никонова в начале 90-х. Много воды утекло с тех пор, автомат перед принятием на вооружение претерпел некоторые изменения, а впечатления остались…
Главный редактор журнала «КАЛАШНИКОВ», Михаил Дегтярёв
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
)
С этим образцом стрелкового оружия меня связывают давние и непростые отношения. В уже далёком 1992 году на кафедру «Стрелковое оружие» Пензенского ВАИУ, где я в то время учился, поступили два таких автомата. Тогда АН-94 ещё не носил имя своего создателя, а назывался АСМ. С автоматами пришла и книга солидной толщины – «Техническое описание». Оба автомата прибыли явно после испытаний. Обгоревшие и покрытые рыжей ржавчиной необычного вида дульные устройства, а также лопнувшая правая стенка пластикового кожуха говорили о том, что автоматы перетерпели немало. Чтобы познать устройство диковинного оружия, его сразу же попытались разобрать. Но не тут то было! Несколько опытнейших офицеров-преподавателей на моих глазах в течение около 20 минут не смогли сделать ничего, кроме как отделить крышку кожуха – стреляющий агрегат не хотел отделяться. Всех потряс вид механизмов автомата с роликом и переброшенным через него тонким тросом. Как же так? А вдруг трос оборвётся… в бою? Что тогда? Время шло, а автомат разбираться не хотел. В конце концов, один из преподавателей выдав порцию непечатных выражений, ударил прикладом о стол. И (вот что крест животворящий делает!) агрегат вывалился из кожуха. Ну, тут уж все вдоволь повеселились и порадовались, что русский человек может разобрать любую машину – нужно только знать, куда и как ударить. В конечном итоге, автомат был разобран полностью, а затем, методом проб и ошибок, собран. Понять, как он работает в ходе первого знакомства, не удалось. Потребовалось несколько дней работы с оружием, внимательного чтения «Технического описания», споров (я в этом процессе тоже принимал посильное участие), чтобы уяснить, как функционирует автоматика оружия.
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Один из вариантов автомата АСМ, проходивший испытания в рамках конкурса «Абакан»
Автомат Стечкина ТКБ-0146 являлся серьёзным конкурентом автомату Никонова
Оружие было, несомненно, не простое. Об этом говорит стоимость автомата (цена АН-94 по состоянию на 01.05.2003 г. составляла 20120 руб., без НДС). Для сравнения, цена АК74М в ценах того же периода составляла 4140 руб. Но сложность АН, в первую очередь, технологическая. В техническом плане – и здесь я полностью поддерживаю мнение М. Е. Дегтярева – автомат АН-94 не является запредельно сложным образцом. Всё относительно! На вооружении армий мира состояли ранее и состоят сейчас образцы стрелкового оружия гораздо более сложные (взять, хотя бы, пулемёт ШКАС). Во время стажировки в ВИМАИВиВС мне удалось ознакомиться с устройством «Абакана» конструкции И. Я. Стечкина (ТКБ-0146). Об этом образце тоже была статья М. Дегтярёва ««Абакан» Стечкина» в журнале №1/2004 «КАЛАШНИКОВ». Вот где сложность! Тогда я, для себя, назвал ТКБ-0146 «маленьким заводиком». А ведь это был один из наиболее серьёзных конкурентов АН, и не будь никоновского автомата, ТКБ-0146 вполне мог занять его место!
Потрясением стало ещё то, как изящно Г. Н. Никонову удалось решить такую сложнейшую кинематическую задачу, как организация взаимодействия механизмов оружия при подаче патронов из неподвижного магазина в двигающийся ствол! Да ещё на трёх режимах функционирования УСМ! И при этом избежать применения мелких рычажков и пружинок, шестерёнок и фигурных пазов! С точки зрения опыта построения оружейной механики, процесс функционирования автоматики АН-94 организован просто красиво. Технические решения необычны, но функциональны. Короче, толковая и интересная машина.
Но не всё так хорошо, как кажется на первый взгляд. Механика механикой, а жизнь жизнью. Солдат не любуется изяществом технических решений, от него это не требуется. Перед ним ставится конкретная задача, которую он решает с помощью специального орудия труда, коим является оружие. И требования, которые солдат предъявляет к оружию, предельно просты – «быстро – медленно», «попаду – не попаду», «пробьёт – не пробьёт», «удобно – неудобно», «сломается – не сломается». А вот здесь с АН дела обстоят не так просто.
В начале 2001 года, мне удалось получить информацию об эксплуатации автомата АН-94 в ходе боевых действий на Северном Кавказе подразделениями бригады спецназа СКВО, а также опробовать оружие стрельбой. Об этом мной была написана статья «Что ждёт «Абакан»?», опубликованная в журнале «КАЛАШНИКОВ» №4/2001. Напомню, что из полученной информации стало ясно, что бойцы спецназа, у которых была возможность выбирать, какое оружие брать с собой, не брали АН на разведвыходы в тыл противника. И не потому, что это плохое оружие. Просто не доверяли ему. Так и было сказано. Честно и откровенно. Только АК74 или АКМС. Кстати, никто, особенно, их и не разубеждал – в службе артиллерийского вооружения тоже служат живые люди. Соображение. Быть может, АО «ИЖМАШ» попробовать организовать технический PR своего детища, с демонстрацией его возможностей, целью которого было бы изгнание страха перед новым оружием? И делать это не только для офицеров Ижевского СОБРа и генералитета, но в первую очередь с выездом к низовым, в том числе и потенциальным «потребителям» оружия в войсках. Организовать это мероприятие можно в виде сборов специалистов служб РАВ воинских частей в пределах округов. Тогда, быть может, удастся доказать преимущества АН, убедить офицеров и бойцов не бояться его. Заинтересовать их сменить проверенный АК на АН. Увидевшие воочию новый автомат в действии расскажут другим. Армия – контора маленькая, все друг друга знают и языками чесать любят. К тому же в умных книжках пишут, что слухи – самая эффективная форма рекламы. Смотришь – и отношение к АН изменится. В принципе, ничего не нужно придумывать заново! Всё уже было. У нас есть замечательный опыт.