7. Sprawdzenie warunku nośności na przesuw
γGn 1.35
:=
γϕ 1
:=
γqu 1
:=
γRv 1.4
:=
D 1.8m
:=
γpos 17.658
kN
m
3
:=
γGk 1.0
:=
γc 1
:=
γγ 1.0
:=
γRh 1.1
:=
z
0.4m
:=
γQn 1.5
:=
γcu 1
:=
c
0.05m
:=
γżelb 25
kN
m
3
:=
γQk 1.0
:=
hp 0.2m
:=
γposadz 24
kN
m
3
:=
Vk 990kN
:=
Qv.k 680kN
:=
Hk 263kN
:=
QH.k 166kN
:=
Mk
35
- kN m
:=
Qm.k
68
- kN m
:=
7.1. Obciążenia fundamentu
hf1 0.5 m
:=
aSL 0.6 m
:=
aSB 0.4 m
:=
Lmin1 aSL 2 hf1 c
-
(
)
+
2c
+
1.6 m
=
:=
Bmin1 aSB 2 hf1 c
-
(
)
+
2c
+
1.4 m
=
:=
LL
1.6 m
:=
BB 1.45 m
:=
LL Lmin1
1
=
BB Bmin1
1
=
LL
BB
1.103
=
av 0 m
:=
s1
LL
2
aSL
2
-
av
+
0.5m
=
:=
s2
LL
2
aSL
2
-
av
-
0.5m
=
:=
V11.k
LL BB
hf1
aSL aSB
D hf1
-
(
)
+
1.472 m
3
=
:=
V22.k BB LL
D
LL BB
hf1
aSL aSB
D hf1
-
(
)
+
-
s1
( )
BB
z
+
2.994 m
3
=
:=
V33.k s1 BB
hp
0.145 m
3
=
:=
G11.k γżelb V11.k
36.8 kN
=
:=
G22.k γpos V22.k
52.868 kN
=
:=
G33.k γposadz V33.k
3.48 kN
=
:=
Σ
Gi G11.k G22.k
+
G33.k
+
93.148 kN
=
:=
av1 0m
:=
av2
LL
2
aSL
2
-
2
0.5 aSL
(
)
+
av
+
-
0.55
-
m
=
:=
γGk 1
=
γQn 1.5
=
av3
0.5 LL
0.5aSL
-
(
)
av
+
2
0.5aSL
(
)
av
-
+
0.55 m
=
:=
γQkk 0
:=
γGn 1.35
=
M
G11.k av1
G22.k av2
+
G33.k av3
+
27.163
-
kN m
=
:=
Vf.H.d γGk Vk
γQkk 0.7
Qv.k
+
γGk ΣGi
+
1.083 10
3
kN
=
:=
Hf.H.d γGn Hk
γQn 1QH.k
+
604.05 kN
=
:=
Mf.H.d γGn Mk
γQn 0.7
Qm.k
+
γGk M
+
av γGk Vk
0.7 Qv.k
γQkk
+
(
)
+
hf1 γGn Hk
γQn 1 QH.k
+
(
)
+
:=
Mf.H.d 156.212 kN m
=
7.2. Sprawdzenie mimośrodu
eL.H.d
Mf.H.d
Vf.H.d
0.144m
=
:=
eL.H.d
LL
6
1
=
warunek spełniony
7.3 Sprawdzenie naprężeń
σmax.H.d
Vf.H.d
LL BB
1
6 eL.H.d
LL
+
719.371 kPa
=
:=
σmin.H.d
Vf.H.d
LL BB
1
6 eL.H.d
LL
-
214.377 kPa
=
:=
7.4 Wymiary efektywne fundamentu
B'H BB 1.45m
=
:=
L'H LL 2 eL.H.d
-
1.312m
=
:=
A'H B'H L'H
1.902m
2
=
:=
7.5 Sprawdzenie warunku na przesuw
7.5.2 bez odpływu ( dla gruntu spoistego pod fundamentem)
Cu
18 kPa
:=
A'
9.76 m
2
:=
Vf.H.d 1.083 10
3
kN
=
Ac A' 9.76m
2
=
:=
Rd Ac Cu
175.68 kN
=
:=
Rd 0.4 Vf.H.d
1
=
warunek spełniony
parcie czynne
σa
i
γi hi
qi
+
(
)
Ka
2 C'
Ka
-
:=
γi
Ka tg 45
φ
'
2
-
2
:=
tg
parcie bierne
σp
j
γj hj
qj
+
(
)
Kp
2 C'
Kp
-
:=
γj