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VIII.01
ЖАНАМА КҮШ ПЕН ИЮ МОМЕНТІ
Қос тіректі иілген арқалықтың көлдекең қималарындағы ішкі күштерді анықтайық (VIII.5-сурет).
Кез келген т—т қимасындағы ішкі күштерді табу үшін
қию әдісі бойынша, сол қима
арқылы аркалықты екіге бөліп, бір бөлігін алып тастаймыз. Алып тасталынған бөліктің қалған бөлікке әсерін көлденең күш пен ию моментімен алмастырамыз (VIII.5, б-сурет). Қалған бөлік сыртқы күштер мен ішкі күштердің әсерінен тепе-теңдік күйде болуы тиіс.
Статиканың
бірінші теңдеуі![](data:image/png;base64,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)
, осыдан
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,
яғни кез келген т—т қимасындағы көлденең күш Q(z) сол қиманың бір жағында әсер етуші сыртқы күштердің
Ү осіне түсірілген проекцияларының алгебралық қосындысына тең.