Массалары m1, m2,... mn болатын, n нүктелерден тұратын жүйе берілсін.
Сыртқы күштердің тең әсерлі күші нөлге тең болатын нүктелер жүйесін тұйық жүйе деп атайды.
Жүйедегі берілген денеге жүйе ішіндегі денелердің әсерлері ішкі күштер деп аталады.
Жүйеге енбейтін басқа денелердің берілген денеге әсерлері сыртқы күштер деп аталады.
Массасы m1, денеге әсер ететін күштер мен m2 денеге әсер ететін , т.с.с. күштерді ішкі күштер деп, ал күштер сыртқы күштер деп қарастырылатын болсын. Жүйедегі әрбір денеге Ньютонның II заңын қолданып, мынадай формулалар жазуға болады:
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