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Rapport - It.civil.aau.dk - Aalborg Universitet

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( ) kγx<br />

d := 0<br />

ex1:=<br />

γ⋅d<br />

⋅<br />

ex1 = 0<br />

( ) kγx<br />

d := 0.52 ex2:=<br />

γ⋅d<br />

+ γred⋅dw<br />

⋅<br />

dw := 0.02 ex2 → 68.530<br />

( ) kγx<br />

d := 0<br />

ex3:=<br />

ex2 + γg⋅d+<br />

γgred⋅dw<br />

⋅ + cg⋅kcgx<br />

dw := 0 ex3 → 93.830<br />

( ) kγx<br />

d := 0.63 ex4:=<br />

( ex3 − cg⋅kcgx) + γg⋅d+<br />

γgred⋅dw<br />

⋅ + cg⋅kcgx<br />

dw := 0.63 ex4 → 180.070<br />

( ) kγgy<br />

d := 0<br />

ey5 := γg⋅d+<br />

γgred⋅dw<br />

⋅<br />

dw := 0<br />

ey5 → −50.6<br />

ey5 := 0<br />

+<br />

cg⋅kcgy<br />

( ) kγgy<br />

d := 1.75 ey6 := γg⋅d+<br />

γgred⋅dw<br />

⋅<br />

dw := 1.75 ey6 → −40.7825<br />

ey6 := 0<br />

+<br />

cg⋅kcgy<br />

d := 0.62 ey7 := γg⋅d+<br />

γgred⋅dw<br />

⋅<br />

dw := 0.62 ey7 → −41.9243<br />

ey7 := 0<br />

( ) kγgy<br />

+<br />

cg⋅kcgy<br />

( ) kγy<br />

d := 0<br />

ey8 := γ⋅d<br />

+ γred⋅dw<br />

⋅<br />

dw := 0 ey8 → 5.34480<br />

( ) kγy<br />

d := 1.1 ey9 := ey8 + γ⋅d<br />

+ γred⋅dw<br />

⋅<br />

dw := 1.1 ey9 → 7.1280<br />

163

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