To solve for the moment and reactions of the beam shown, the three-moment equation is useful. The three moment equation is given as: MA(L1) +2Mg(L1+L₂) + McL₂) + 6Aa L₁ a a + 6Aa 6Ab + is called the "Factors" of the three-moment equation which can be determined by using the Moment-Area diagram of the using integral calculus. L₁ L2 6Ab L2 For the loading shown below, determine the value of the resulting "Factors" when W₁ = W₂ = 17 kN/m, a = 3 meters, b = 2 meters. ROUND OFF TO TWO DECIMAL PLACES. a O; Assuming that there is no settlement of supports and El is constant for the whole structure. B b b W₂ b t span and right span of the beam and also by
To solve for the moment and reactions of the beam shown, the three-moment equation is useful. The three moment equation is given as: MA(L1) +2Mg(L1+L₂) + McL₂) + 6Aa L₁ a a + 6Aa 6Ab + is called the "Factors" of the three-moment equation which can be determined by using the Moment-Area diagram of the using integral calculus. L₁ L2 6Ab L2 For the loading shown below, determine the value of the resulting "Factors" when W₁ = W₂ = 17 kN/m, a = 3 meters, b = 2 meters. ROUND OFF TO TWO DECIMAL PLACES. a O; Assuming that there is no settlement of supports and El is constant for the whole structure. B b b W₂ b t span and right span of the beam and also by
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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