Результаты испытаний показали целесообразность большинства доработок автоматов. Однако при этом был выявлен ряд особенностей, присущих применённой схеме автоматики:
– начальная скорость пуль в среднем на 38,5 м/с ниже, чем у АК-47 из-за наличия канавок в патроннике;
– неравномерный темп стрельбы как в нормальных, так и в ухудшенных условиях эксплуатации, изменение которого достигало 185 выстр./мин. (в три раза больше, чем у АК). Причина в специфической работе автоспуска (конструктивная), выполняющего роль противоотскока стебля затвора и замедлителя темпа стрельбы;
– стрельба очередями штатными холостыми патронами невозможна. Требуется разработка усиленного холостого патрона;
– дульное пламя при стрельбе значительно больше по величине и интенсивности, чем у АК (длина форса 200-250 мм против 30 40 мм), что объясняется меньшей полнотой взрывчатого разложения пороха из-за применения полусвободного затвора. Кривая давления в патроннике имеет меньшее максимальное давление, большее время нарастания давления до максимального, большее время действия давления до момента вылета пули.
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
)
Несмотря на очевидные недостатки системы, отмеченные два положительных момента – масса на 465 г меньше АК-47 и затраты в станко-часах примерно в 2,2 раза меньше, чем для АК-47 – несомненно повлияли на окончательное заключение: «Для окончательного решения вопроса о необходимости продолжения дальнейшей работы над автоматом Коробова целесообразно изготовить небольшую серию (примерно 20 шт.) таких автоматов и подвергнуть их широким сравнительным испытаниям с автоматами Калашникова на курсах «Выстрел» в стрелковом тактическом комитете, на испытательном полигоне и длительной эксплуатации в войсках». Что и было реализовано.
По исследованию автоматики автомата Коробова была проведена научно-исследовательская работа, обосновавшая практически невозможность создания безотказного образца по этой схеме. Но Г. А. Коробов никогда не пасовал перед техническими трудностями и продолжал отработку системы вплоть до 1956 г.
Но это будет ещё впереди. А в 1953 г. казалось, что «звезда» М. Т. Калашникова и его АК уже меркнет.