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h1. Simply-supported beam P-δ *P-δ* is a local effect associated with the axial load on displacement relative to the element chord extending between end nodes. Figure 1 illustrates the influence of P-δ on a simply-supported beam. Here, a transverse distributed load *{_}ω{_}* correlates with elastic bending-stiffness properties *{_}K{_}{*}{*}{_}{~}E{~}{_}* to induce vertical displacement *{_}δ{_}*. Geometric stiffnessAn additional flexural contribution comes from the relationship between this deformed configuration and axial loading *{_}P{_}*. The geometric stiffness properties *{_}K{_}{*}{*}{_}{~}G{~}{_}* thenwhich dictate relatesthis anrelationship additionalare flexuraldiscussed contributionfurther toin the relationship between axial loading *{_}P{_}* and this deformed configuration. Maximum[P-∆ implementation|kb:P-∆ implementation DRAFT] article. Values for maximum flexural response, which occurs at the element midspan, values for which are shown in Figure 1: \\ !Figure 1.png|align=center,border=0,width=800pxpxpxpx800px! {center-text}Figure 1 - P-δ applied to a simply-supported beam{center-text} h1. Cantilevered column P-δ h1. Cantilevered column P-∆ |
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