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dimensionsunitsh11mh21.5 mw10.8 mw20.5 md10.7 md20.5 mP1275 MpaP2100 MPaForces on each sectionFAB7.7 MNFBC6.3 MNFCD1.7 MNWe have the reaction on meam at the bottom = 185 MNAxial DisplacementCDBCABStressStress in ABStress in BDStress in CDWe have displacement node:-1.4 mm-4.6 mm-1.7 mmDisplacement and forcesAsection Iw1section IIP2Psection III-280 Mpa-920 MPa-340 MPaDW1-1540 mmDisplacement and forcesstressesFAB = 7.7 MNd1BW2h2-Ch1FCD =1.7 MNGiven data:wElastic modulus of EHLP1FbhMoment of Inertia102005057.5101005001041666667unitscmGpacmmkN/mkN/mmmmmmm^4NodeForceelement-11 6562.52 2812.53Nelement-2187.54375Let us find the matrix of force:Given that:f16562.5f214687.5f3437516562.513125214687.5=5208.33243753520.8333M1M2M3K = 3214687.5==13333333.332 5208.333224 0=1/13333333.3320 501112 15 12 15115 25 15 12212 15 24 0=13333333.33215 12.5 0 50 30 0 12 15 1230 0 15 12.5 Momentelement-13125312.50N-melement-202083.333520.8333125-5208.33520.833=313333333.3312 6 12 66 42 6 22126 12 66 22 6 4212 15 12 1515 25 1512.5K = 2 = 13333333.331215 12 1515 12.515 ...


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