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wikipaom2022:start [2022/03/23 11:06] – [Other stuff] ebertocchi | wikipaom2022:start [2022/04/20 06:44] – [Other stuff] ebertocchi |
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{{ :wikipaom2022:quarter_ladder_frame_paom2022z.wxmx |}} | {{ :wikipaom2022:quarter_ladder_frame_paom2022z.wxmx |}} |
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| ===== struttura simil Halo ===== |
| {{ :wikipaom2022:halo_paom2022a.wxmx |}} |
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| {{ :wikipaom2022:halo_paom2022b.wxmx |}} |
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| {{ :wikipaom2022:halo_paom2022c.wxmx |}} |
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| {{ :wikipaom2022:halo_schema_momenti.jpg?linkonly |schemi statici per la determinazione dei momenti flettenti e torcenti}} |
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| {{ :wikipaom2022:halo_v004.mud |}} {{ :wikipaom2022:halo_v007.mud |}} {{ :wikipaom2022:halo_v008.mud |}} |
===== Other stuff ===== | ===== Other stuff ===== |
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**Principal orientations for beam flexure**. This {{:wikiffcd2022:l-section-largerots-hie_rotunitm.gif?linkonly|gif animation}} presents the axial stress component map as a function of the bending moment vector orientation, as evidenced by the rotating needle. | **Principal orientations for beam flexure**. This {{:wikiffcd2022:l-section-largerots-hie_rotunitm.gif?linkonly|gif animation}} presents the axial stress component map as a function of the bending moment vector orientation, as evidenced by the rotating needle. |
It clearly appears that, for a generic (vs. circular) cross section, the neutral axis may significantly deviate the moment orientation; those two directions becomes parallel only in correspondence of the principal orientations for bending (located at [18.4°-18.5°]+N·90° for the cross section under scrutiny). The bending moment rotates of 0.1° each increment. | It clearly appears that, for a generic (vs. e.g. circular) cross section, the neutral axis may significantly deviate from the moment vector orientation; those two directions become parallel only in correspondence of the principal directions for bending (located at [18.4°-18.5°]+N·90° for the cross section under scrutiny). The bending moment rotates of 0.1° each increment. |
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| {{ :wikipaom2022:free_anticlastic_vs_cylindrical_bending.wxmx |foglio Maxima}} per calcolo risultanti momento e curvature in un esempio di piastra inflessa (provino a flessione a quattro punti). |
===== Videos ===== | ===== Videos ===== |
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