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Apostila de Treliças 2

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NCB<br />

NFA<br />

NFB<br />

ΣFV = 0 ΣFH = 0<br />

VA+NAB = 0 NAF = 0<br />

100+NAB = 0<br />

NAB = -100 KN<br />

Nó “B” Forças Verticais (V) Forças Verticais (H)<br />

50<br />

NBA<br />

ΣFV = 0 ΣFH = 0<br />

-50-NBA-NBF.cos45° = 0 NBC+NBF.sen45° = 0<br />

-50-(-100)-NBF.cos45° = 0 NBC+70,7.sen45° = 0<br />

-NBF = -50÷cos45° NBC = - 50 KN<br />

NBF = 70,7 KN<br />

Nó “C” Forças Verticais (V) Forças Verticais (H)<br />

10<br />

NCF<br />

NFC<br />

Forças Verticais (H)<br />

ΣFV = 0 ΣFH = 0<br />

-100-NCF = 0 -NCB+NCD = 0<br />

NCF = -100 KN -(-50)+NCD = 0<br />

NCD = - 50 KN<br />

Nó “F” Forças Verticais (V)<br />

ΣFV = 0 ΣFH = 0<br />

NFC+NFB.sen45°+NFD.sen45° = 0 -NFB.cos45°+NFD.cos45°-<br />

NFA+NFE = 0<br />

= 0<br />

NBC<br />

50<br />

NBF NBA NBF<br />

NFD<br />

NC<br />

NFE<br />

10<br />

NCF<br />

NFB NFC NFD<br />

NCB<br />

NBC<br />

-100+70,7.sen45°+NFD.sen45° = 0 -70,7.cos45°+70,7.cos45°-0+NFE<br />

NFB<br />

NFA<br />

NBF<br />

NC<br />

NFD<br />

NFE<br />

NFD = 50÷sen45° NFE = 0 KN<br />

4

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