Первые испытания автомата показали жизнеспособность конструкции, но отдельные узлы и детали требовали доработок. При испытаниях в затруднённых условиях ударно-спусковой механизм давал осечки. Это происходило из-за недостаточного хода автоспуска, не обеспечивавшего надёжный вывод курка из-за «мёртвой точки». Для устранения задержки требовалось произвести перекомпоновку механизма. Следует отметить, что схема с «завалом курка» оказалась, что называется, «палкой о двух концах». С одной стороны, исключается торможение затворной рамы о курок, но с другой стороны, при приходе в переднее положение раме для того, чтобы вывести курок из-за «мёртвой точки» необходимо преодолеть усилие сжатой боевой пружины, что вызывает значительные потери энергии подвижных частей в конце наката. Пришлось несколько раз менять конструкцию и размеры толкателя в газовом узле. Из-за меньшей, чем у толкателя СВД, длины он потерял упругость и начал деформироваться при работе.
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)
Неполная разборка малогабаритного автомата (МА) конструкции Е. Ф. Драгунова: 1 – ложа со ствольной коробкой, стволом и прикладом; 2 – затворная рама; 3 – затвор; 4 – ударно-спусковой механизм; 5 – возвратный механизм; 6 – толкатель; 7 – пробка газовой каморы; 8 – цевье; 9 – накладка цевья; 10 – передний упор цевья; 11 – пламегаситель; 12 – магазин
К деталям из пластмассы серьёзных претензий не было. Правда, во время испытаний на служебную прочность при падениях на пистолетную рукоятку автомат повёл себя необычно. Пластмассовая ложа амортизировала при ударе о бетон, и автомат, как мячик, подпрыгивал почти на метр.
По кучности стрельбы одиночным и автоматическим огнём из различных положений автомат показал практически те же результаты, что и АКС74У. Как у многих короткоствольных образцов оружия под мощный патрон, у автомата МА был несколько увеличен разброс попаданий по вертикали, однако для решения возлагаемых на него задач кучность стрельбы была достаточна.
Одним из достоинств МА было верхнее расположение приклада. Образец получился плоским, без выступающих (кроме рукоятки перезаряжания) частей. Это обеспечило удобство переноски автомата на ремне во всех положениях.
Расчётная трудоёмкость изготовления автомата МА была сопоставима с трудоёмкостью изготовления АК74.
Однако к моменту появления окончательно сложившейся конструкции автомата «МА», министерством обороны уже было принято решение о принятии на вооружение АКС74У. Исходя из того, что иметь на вооружении два различных по конструкции, но равных по техническим характеристикам образца было нецелесообразно, дальнейшие работы по автомату МА были прекращены. Автомат МА был последней крупной работой Е. Ф. Драгунова, которую он провёл от осевой линии на листе ватмана до сборки и испытания опытных образцов.