SLX 05: frame with lateral connections

Description

Note: the shortening is modelled as a temperature load in Diamonds. A shortening of 6,52mm corresponds to a temperature decrease of 163°C.

$\Delta T=\frac{\Delta L}{\alpha \cdot L}=\frac{-6.52mm}{0,00001 /^{\circ}C \cdot 4000mm}=-163^{\circ}C$

Bending moment $M_y$ in Diamonds

Location	Which result	Independent reference	Diamonds	Difference
A	Angular rotation $\varphi_z$	0,227 118 rad	0,227 133 rad	0,01%
point A in bar AB	Bending moment $M_y$	11,023 72 kNm	11,023 59 kNm	0,00%
point A in bar AC	Bending moment $M_y$	0,113 56 kNm	-0,113 57 kNm	0,01%
point A in bar AD	Bending moment $M_y$	-12,348 59 kNm	12,348 53 kNm	0,00%
point A in bar AE	Bending moment $M_y$	1,211 30 kNm	1,211 37 kNm	0,01%