singularity functions

Beams deformation by singularity functions 95 96 slide

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Unformatted text preview: ication of Singularity Functions in Developing a Single Equation to Describe the Bending Moment P 1 MA 2 Figure 11 w 3 x x1 RL 4 x2 x3 RR L LECTURE 16. BEAMS: DEFORMATION BY SINGULARITY FUNCTIONS (9.5 – 9.6) Slide No. 19 ENES 220 ©Assakkaf Singularity Functions Application of Singularity Functions in Developing a Single Equation to Describe the Bending Moment – These for moment equations can be combined into a single equations by means of singularity functions to give M (x ) = RL x − P x − x1 + M A x − x2 1 0 − w x − x3 2 2 for 0 < x < L (22) Where M(x) indicates that the moment is a function of x. 10 LECTURE 16. BEAMS: DEFORMATION BY SINGULARITY FUNCTIONS (9.5 – 9.6) Singularity Functions Slide No. 20 ENES 220 ©Assakkaf Typical Singularity Functions y P 1 MA 2 w 3 x x1 RL 4 x2 RR x3 L M ( x ) = RL x − P x − x1 + M A x − x2 1 − w x − x3 2 2 0 for 0 < x < L LECTURE 16. BEAMS: DEFORMATION BY SINGULARITY FUNCTIONS (9.5 – 9.6) Singularity Functions (22) Slide No. 21 ENES 220 ©Assakkaf Notes on Distributed Loads – When using...
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This document was uploaded on 02/04/2014.

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