Figure Q2 shows a beam is supported as fixed at node 1 and 3, and a spring at node 2 carries a uniformly distributed loa

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Figure Q2 shows a beam is supported as fixed at node 1 and 3, and a spring at node 2 carries a uniformly distributed loa

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Figure Q2 Shows A Beam Is Supported As Fixed At Node 1 And 3 And A Spring At Node 2 Carries A Uniformly Distributed Loa 1
Figure Q2 Shows A Beam Is Supported As Fixed At Node 1 And 3 And A Spring At Node 2 Carries A Uniformly Distributed Loa 1 (59.5 KiB) Viewed 33 times
Figure Q2 shows a beam is supported as fixed at node 1 and 3, and a spring at node 2 carries a uniformly distributed load of 84 kN/m on member 1 and a concentrated load of 108 kN on member 2. The permissible vertical displacement at node 2 is 20 mm. By using the stiffness method and neglect the axial effects in the beam, determine (a) the minimum value of spring stiffness (k) in unit kN/mm, Given: Modulus of elasticity, E of 200 kN/mm² and moment of inertia, I of 3.64×107 mm* for all members. 1 84 kN/m 1 8 m 2 Spring (k) Figure Q2 4 m 2 108 KN 2 m 3
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