SlideShare a Scribd company logo
1
Calcul Fundatii
Stabilirea adancimii de fundare:
Construcţia este situată în Petrila, judetul Hunedoara, zonă în care adâncimea de
îngheţ este 100...110cm. Deasemenea, este o construcţie definitivă, iar terenul este supus
îngheţului. Conform studiului geotehnic nu s-a gasit apa subterana, acesta efectuandu-se
pe o adancime de 7 m.
Datorită sistemului structural de rezistenta – cadru spatial din beton armat – al
cladirii si a terenului bun de fundare, sistemul de fundare ales este cel cu fundatii izolate,
alcatuite dintr-un bloc de beton simplu si un cuzinet din beton armat.
Adâncimea de fundare stabiliă este de -5.35 m faţă de CTN.
2
-incarcarile: N=1353 kN
Mz=21 kNm
Vy=8.88 kN
My=46.55 kNm
Vz=16.72 kN
Alegerea materialului:
-fundatie izolata din beton armat => minim C8/10
Predimensionare:
a =0.5 m
b = 0,5 m → dimensiunile stalpilor
-nisip argilos plastic consistent  −−−
convp =290 kN/m2
B =2.0
- B=L → dimensiunile blocului de beton simplu L = 2.0 m
3.1...0.10.2)65,0...5,0()65,0...5,0(65,0...5,0 ==== Ll
L
l
c
c
m
 lc = bc = 1,2 m
3
30,0ch m
3,020,125,025,025,0  cccc
c
c
hhlh
l
h
m
22.035.0625,0625,0625,0625,0 1
1
 ccc
c
hhlh
l
h
tg mhc = 0,40
35,0
2
5,020,1
2
1 =
−
=
−
=
al
l c
m
375,011 1
1
 cc
c
hlh
l
h
tg m
-beton C12/15
3,1min =tg
- −−−
convp =290 kPa
65,05,03,12min
2
=== ltgH
l
H
tg  m  H = 0,7 m
5,0
2
0,10.2
2
2 =
−
=
−
= clL
l m
-dimensiunile: B = 2,0 m
L = 2,0 m dimensiunile blocului de fundare simplu
H = 0,7 m
bc = 1,0 m
lc = 1,0 m dimensiunile cuzinetului
hc = 0,40 m
 Df = 5.35 m
1.5 Calculul presiunii maxime acceptate de teren:
-strat de fundare : nisip argilos plastic consistent
 pconv = −−−
convp +Cb+Cd= 280+56+90.45=426.45 kN/m2
Cb=corectia de latime;
pt Df>5 m 𝐶 𝑏 = 0.2 ∗ 𝑝𝑐𝑜𝑛𝑣 = 0.2 ∗ 280 = 56
Cd=corectia de adancime;
-pt Df<2m:Cd= 𝑘2 ∗ 𝛾 ∗ 𝐷𝑓 − 2 = 1.5 ∗ 18 ∗ (5.35 − 2) = 90.45
4
Calculul presiunii pe talpa fundatiei:
-solicitare excentrica pe 2 directii
)
66
1(4,3,2,1
B
e
L
e
BL
GN
W
M
W
M
BL
GN
p xyf
y
y
x
zf
ef 
+
=
+
=
2.772540,00,10,12470,00,20,2 =+=+= betcccbetf hlbBLHG  kN
03.0
2.771353
46
=
+
=
+
=
f
y
x
GN
M
e m
01,0
2.771353
21
=
+
=
+
=
f
z
y
GN
M
e m
400)
0,2
03,06
0,2
01,06
1(
0,20,2
2.771353
)
66
1(1 =

+

+

+
=++
+
=
B
e
L
e
BL
GN
p xyf
ef kN/m2
336)
0,2
03,06
0,2
01,06
1(
0,20,2
2.771353
)
66
1(2 =

−

+

+
=−+
+
=
B
e
L
e
BL
GN
p xyf
ef kN/m2
356)
0,2
03,06
0,2
01,06
1(
0,20,2
2.771353
)
66
1(3 =

+

−

+
=+−
+
=
B
e
L
e
BL
GN
p xyf
ef kN/m2
313)
0,2
03,06
0,2
01,06
1(
0,20,2
2.771353
)
66
1(4 =

−

−

+
=−−
+
=
B
e
L
e
BL
GN
p xyf
ef kN/m2
Calculul armaturii de rezistenta din cuzinet:
11902540,020,120,1117501 =+=+=+= betccccuz hblNGNN  kN
1164,0509601 =+=+= czyx hVMM kNm
1344,05811101 =+=+= cyzy hVMM kNm
5
112,0
1190
134
01
01
===
N
M
e
y
x m
097,0
1190
116
01
===
N
M
e olx
y m
1289)
20,1
112,06
1(
20,120,1
1190
)
6
1(01
1 =

+

=+=
c
x
cc
cx
l
e
bl
N
p kN/m2
364)
20,1
112,06
1(
20,120,1
1190
)
6
1(01
2 =

−

=−=
c
x
cc
cx
l
e
bl
N
p kN/m2
1227)
20,1
097,06
1(
20,120,1
1190
)
6
1(01
1 =

+

=+=
c
y
cc
cy
l
e
bl
N
p kN/m2
426)
20,1
097,06
1(
20,120,1
1190
)
6
1(01
1 =

−

=−=
c
y
cc
cy
l
e
bl
N
p kN/m2
1000364)375,020,1(
20,1
3641289
)( 2
21
0 =+−
−
=+−
−
= cxxc
c
cxcx
cx pll
l
pp
p kN/m2
976426)375,020,1(
20,1
4261227
)( 2
21
0 =+−
−
=+−
−
= cyyc
c
cycy
cy pll
l
pp
p kN/m2
375,0
2
45,020,1
2
=
−
=
−
==
al
ll c
yx m
5.826
2
3641289
2
21
,, =
+
=
+
= cxcx
xmedc
pp
p kN/m2
5.826
2
4261227
2
21
,, =
+
=
+
=
cycy
ymedc
pp
p kN/m2
]375,0
3
2
2
375,0
)10001289(
2
375,0
1000[20,1]
3
2
2
)(
2
[
2
01
2
0 −+=−+= x
x
cxcx
x
cxcx l
l
pp
l
pbM
Mx = 185 kNm
]375,0
3
2
2
375,0
)9761227(
2
375,0
976[20,1]
3
2
2
)(
2
[
2
01
2
0 −+=−+= y
y
cycy
y
cycy l
l
pp
l
plM
My = 96.4 kNm
1,37)
2
8,1
2(40)
2
( =+−=+−=

nomc chd cm
201010min =+=+= devnom ccc mm
10}10;;max{min == mmccc durabad mm
10= devc mm
6
Φmax = 18 mm
h0x = d = 37,1 cm
h0y = h0x-Φmax=37.1-1,1=36 cm
-armatura OB37 => Ra = 2100 kN/m2
13.27
2100371,0875,0
185
875,0 0
=

==
ax
x
ax
Rh
M
A cm2
=> 11Φ18 → 27.94 cm2
57.14
210036,0875,0
4.96
875,0 0
=

==
ay
y
ay
Rh
M
A cm2
=> 6Φ18 → 15.24 cm2
px
%
= 336.0100*
* 0
=
x
ax
hB
A
%
px
%
= 178.0100*
* 0
=
y
ay
hL
A
%
pmin=0.1 %
CALCULUL TASARILOR PROBABILE
𝐷𝑓 = −1,5 𝑚 ;
𝐵 = 1,2 𝑚 ;
𝑝 𝑒𝑓 =
𝑁 + 𝐺 𝑓
𝐴
=
1175 + 103
5,29
= 241,6 [𝑘𝑃𝑎]
1032540,020,120,12470,03,23,2 =+=+= betcccbetf hlbBLHG  kN
𝜎 𝑧𝑖 =∝0𝑖∗ 𝑝 𝑛𝑒𝑡;
∝0𝑖= 𝑓 (
𝑧𝑖
𝐵
,
𝐿
𝐵
) ;
𝜎 𝑔𝑧𝑖 = 𝛾 ∗ 𝐷𝑓 + ∑ ℎ 𝑖 ∗ 𝛾𝑖
ℎ 𝑖 ≤ 0,4 ∗ 𝐵 = 0,9 𝑚
𝑠 = 100 ∗ 0,8 ∗ ∑
𝜎 𝑧𝑚𝑒𝑑 ,𝑖 ∗ ℎ 𝑖
𝐸𝑖
≤ 𝑠𝑎𝑑𝑚
𝑠𝑎𝑑𝑚 = 8 𝑐𝑚 ;
7
𝑝 𝑛𝑒𝑡 = 𝑝 𝑒𝑓 − 𝛾 ∗ 𝐷𝑓; 𝑝 𝑛𝑒𝑡 = 241,6 − 19,65 ∗ 1,5 = 212,1; 0,2z gz  
𝜎 𝑧𝑖 = 4 ∗ 𝐾 d*pnet;
Kd=f[L/B;2zi/2];
Pentru Ϭz1;
Ϭz1=4*Kd*pn=4*0.238*212,1=202;
2*z1/B=2*0,6/2,3=0,521;
-pentru L/B=1 =>0.25….0.027 =>x=0.0021→0.23
0.02…..x
0.5…...0.012
0.25…...x =>x=0.0072
Kd=0.23+0.0072=0.238;
Pentru Ϭz2:
Ϭz2=4*Kd*pn=4*0.1884*212,1=159.83;
2*z1/B=2*1,1/2,3=0,956;
-pentru L/B=1 =>0.25….0.031 =>x=0.0248→0.181
0.2…..x
0.5…...0.012
8
0.25…...x =>x=0.0072
Kd=0.1812+0.0072=0.1884;
Pentru Ϭz3:
Ϭz3=4*Kd*pn=4*0.118*212,1=100.1;
2*z1/B=2*2/2,3=1.739;
-pentru L/B=1 =>0.25….0.037 =>x=0.017→0.104
0.23…..x
0.5…...0.024
0.25…...x =>x=0.0144
Kd=0.104+0.0144=0.118;
Pentru Ϭz4:
Ϭz4=4*Kd*pn=4*0.077*212,1=65.32;
2*z1/B=2*2,9/2,3=2.52;
-pentru L/B=1 =>1….0.039 =>x=0.012→0.063
0.521…..x
0.5…...0.023
0.25…...x =>x=0.0138
Kd=0.063+0.0138=0.077;
Pentru Ϭz5:
Ϭz5=4*Kd*pn=4*0.049*212,1=41.57;
2*z1/B=2*3.8/2,3=3.3;
-pentru L/B=1 =>1….0.018 =>x=0.005→0.039
0.304…..x
0.5…...0.016
0.25…...x =>x=0.00096
Kd=0.0039+0.0096=0.049;
Pentru Ϭz6:
9
Ϭz6=4*Kd*pn=4*0.032*212,1=27.14;
2*z1/B=2*4.7/2,3=4.08;
-pentru L/B=1 =>2….0.014 =>x=0.0006→0.026
0.086…..x
0.5…...0.011
0.25…...x =>x=0.0066
Kd=0.026+0.0066=0.032;
Pentru Ϭz7:
Ϭz7=4*Kd*pn=4*0.028*212,1=23.75;
2*z1/B=2*5.6/2,3=4.782;
-pentru L/B=1 =>2….0.014 =>x=0.0054→0.0215
0.782…..x
0.5…...0.011
0.25…...x =>x=0.0066
Kd=0.0215+0.0066=0.028;
Pentru Ϭz8:
Ϭz8=4*Kd*pn=4*0.023*212,1=19.51;
2*z1/B=2*6.5/2,3=5.47;
-pentru L/B=1 =>2….0.014 =>x=0.0103→0.016
1.478…..x
2…...0.011
0.25…...x =>x=0.0066
Kd=0.016+0.0066=0.023;
Ϭgz0= γ1*Df=19.5*1.5=29.25;
10
Ϭgz1= γ1*Df+ γ1*h1=19.5*1.5+19.5*0.6=41;
Ϭgz2= γ1*Df+ γ1*h1+ γ1*h2=19.5*1.5+19.5*0.6+19.5*0.5=50.75
Ϭgz3= γ1*Df+ γ1*h1+ γ1*h2+ γ1*h3=19.5*1.5+19.5*0.6+19.5*0.5+19.5*0.9=67.55
Ϭgz4= Ϭgz3+ γ2*h4=67.55+19.8*0.9=85.37
Ϭgz5= Ϭgz4+ γ2*h5=85.37+19.8*0.9=103.19
Ϭgz6= Ϭgz5+ γ2*h6=103.19+19.8*0.9=121
Ϭgz7= Ϭgz6+ γ2*h7=121+19.8*0.9=138.83
Ϭgz8= Ϭgz7+ γ2*h7=138.83+19.8*0.9=156.65
Fasia hi zi Hi γi pnet αoi Ei бzi бgzi
0,2
бgzi
бgzi
med s
[m] [m] [m] [KN/mc] [KN/mp] [kPa] [KN/mp] [KN/mp] [KN/mp] [KN/mp] [cm]
0 0.6 0.600 1.500 19.5 212 0.521 14000 110 29 6
1 0.5 1.100 2.100 19.5 212 0.956 14000 202 41 8 157 0.447
2 0.9 2.000 3.000 19.5 212 0.174 32000 160 59 10 120 0.270
3 0.9 2.900 3.900 19.8 212 0.252 32000 100 77 13 45 0.102
4 0.9 3.800 4.800 19 212 0.330 32000 65 95 17 62 0.139
5 0.9 4.700 5.700 19 212 0.408 32000 41 113 20 78 0.176
6 0.9 5.600 6.500 19 212 0.478 40000 27 129 24 94 0.169
7 0.9 6.500 7.300 19 212 0.547 40000 23 145 28 109 0.196
8 0.9 7.400 7.300 19 212 0.210 45000 19 145 31 80 0.128
𝑠𝑎𝑑𝑚 = 8 𝑐𝑚 ;
S < 𝑠𝑎𝑑𝑚
2. Fronton:
s= 1.615
11
2.1 Incarcari de calcul:
-incarcarile:
N=1578,05 kN
Mz=145,14 kNm
Vy=87,07 kN
My=96,68 kNm
Vz=56,55 kN
2.2 Alegerea materialului:
-fundatie izolata din beton armat => minim C8/10
2.3 Predimensionare:
12
a = b = 0,40 m → dimensiunile stalpilor
-roca stancoasa  −−−
convp =1000 kN/m2
 B = L = 1,50 m
- B=L → dimensiunile blocului de beton simplu
975,0...75,050,1)65,0...5,0()65,0...5,0(65,0...5,0 ==== Ll
L
l
c
c
m
 lc = bc = 0,80 m
30,0ch m
20,080,025,025,025,0  cccc
c
c
hhlh
l
h
m
13,02,065,065,065,065,0 1
1
 ccc
c
hhlh
l
h
tg m  hc = 0,50 m
20,0
2
40,080,0
2
1 =
−
=
−
=
al
l c
m
20,011 1
1
 cc
c
hlh
l
h
tg m
-beton C12/15
85,1min =tg
- −−−
convp =1000 kPa
65,035,085,12min
2
=== ltgH
l
H
tg  m  H = 1,00 m
13
35,0
2
80,050,1
2
2 =
−
=
−
= clL
l m
-dimensiunile: B = 1,50 m
L = 1,50 m dimensiunile blocului de fundare simplu
H = 1,00 m
bc = 0,80 m
lc = 0,80 m dimensiunile cuzinetului
hc = 0,50 m
 Df = 3,70 m
2.4 Calculul presiunii maxime acceptate de teren:
-strat de fundare : roca stancoasa  pconv = −−−
convp = 1000 kN/m2
140010004,1 === convteren pp  kN/m2
Β = 1,4 → pentru gruparea fundamentala; incarcari cu excentricitate pe ambele
directii
2.5 Calculul presiunii pe talpa fundatiei:
-solicitare excentrica pe 2 directii
)
66
1(4,3,2,1
B
e
L
e
BL
GN
W
M
W
M
BL
GN
p xyf
y
y
x
zf
ef 
+
=
+
=
622550,080,080,02400,150,150,1 =+=+= betcccbetf hlbBLHG  kN
059,0
6205,1578
68,96
=
+
=
+
=
f
y
x
GN
M
e m
089,0
6205,1578
14,145
=
+
=
+
=
f
z
y
GN
M
e m
1161)
50,1
059,06
50,1
089,06
1(
50,150,1
6205,1578
)
66
1(1 =

+

+

+
=++
+
=
B
e
L
e
BL
GN
p xyf
ef kN/m2
817)
50,1
059,06
50,1
089,06
1(
50,150,1
6205,1578
)
66
1(2 =

−

+

+
=−+
+
=
B
e
L
e
BL
GN
p xyf
ef kN/m2
642)
50,1
059,06
50,1
089,06
1(
50,150,1
6205,1578
)
66
1(3 =

+

−

+
=+−
+
=
B
e
L
e
BL
GN
p xyf
ef kN/m2
14
298)
50,1
059,06
50,1
089,06
1(
50,150,1
6205,1578
)
66
1(4 =

−

−

+
=−−
+
=
B
e
L
e
BL
GN
p xyf
ef kN/m2
2.6 Calculul armaturii de rezistenta din cuzinet:
15872550,080,080,005,157801 =+=+=+= betccccuz hblNGNN  kN
96,1245,055,5668,9601 =+=+= czyx hVMM kNm
68,1885,007,8714,14501 =+=+= cyzy hVMM kNm
119,0
1585
68,188
01
01
===
N
M
e
y
x m
079,0
1585
96,124
01
01
===
N
M
e z
y m
3366)
80,0
119,06
1(
80,080,0
1587
)
6
1(01
1 =

+

=+=
c
x
cc
cx
l
e
bl
N
p kN/m2
1595)
80,0
119,06
1(
80,080,0
1587
)
6
1(01
2 =

−

=−=
c
x
cc
cx
l
e
bl
N
p kN/m2
3068)
80,0
079,06
1(
80,080,0
1587
)
6
1(01
1 =

+

=+=
c
y
cc
cy
l
e
bl
N
p kN/m2
1893)
80,0
079,06
1(
80,080,0
1587
)
6
1(01
1 =

−

=−=
c
y
cc
cy
l
e
bl
N
p kN/m2
15
29241595)20,080,0(
80,0
15953366
)( 2
21
0 =+−
−
=+−
−
= cxxc
c
cxcx
cx pll
l
pp
p kN/m2
27751893)20,080,0(
80,0
18933068
)( 2
21
0 =+−
−
=+−
−
= cyyc
c
cycy
cy pll
l
pp
p kN/m2
20,0
2
40,080,0
2
=
−
=
−
==
al
ll c
yx m
2481
2
15953366
2
21
,, =
+
=
+
= cxcx
xmedc
pp
p kN/m2
2481
2
18933068
2
21
,, =
+
=
+
=
cycy
ymedc
pp
p kN/m2
]20,0
3
2
2
2,0
)29243366(
2
20,0
2924[80,0]
3
2
2
)(
2
[
2
01
2
0 −+=−+= x
x
cxcx
x
cxcx l
l
pp
l
pbM
Mx = 51,5 kNm
]20,0
3
2
2
2,0
)27753068(
2
20,0
2775[80,0]
3
2
2
)(
2
[
2
01
2
0 −+=−+= y
y
cycy
y
cycy l
l
pp
l
plM
Mx = 47,5 kNm
3,47)
2
4,1
2(50)
2
( =+−=+−=

nomc chd cm
201010min =+=+= devnom ccc mm
10}10;;max{min == mmccc durabad mm
10= devc mm
Φmax = 14 mm
h0x = d = 47,3 cm
h0y = h0x-Φmax=47,3-1,4=45,9 cm
-armatura OB37 => Ra = 2100 kN/m2
93,5
2100473,0875,0
5,51
875,0 0
=

==
ax
x
ax
Rh
M
A cm2
=> 5Φ14 → 7,70 cm2
64,5
2100459,0875,0
5,47
875,0 0
=

==
ay
y
ay
Rh
M
A cm2
=> 5Φ14 → 7,70 cm2
3.Grinda rigidizare curenta:
2.1 Incarcari de calcul:
16
80,32
2
20,1
00,52
2
00.5 =−=−= x
l
l c
m
6,32,12540,030,0* === xchbg betgrgrgr  kN/m
5,92510,0)2
2
80,3
( ==plg kN/m
1120,3)2
2
30,3
( ==plq kN/m
8,1668,2 === zidetajzid hg  kN/m
9,408,16115,96,3 =+++=+++= zidplplgrtotal gqggQ kN/m
-talpa fundatiei se gaseste in stratul: praf argilos vartos
 pconv = −−−
convp +Cb+Cd= 275 kN/m2
Cb=corectia de latime;
B=latimea fundatiei in m;
K1=coef.care pt pamanturile coezive=0.05;
Cb= −−−
convp *K1*(B-1)=23,25
Cd=corectia de adancime;
-pt Df<2m:Cd= −−−
convp *
4
2−Df
=-38,75
167,0
275
4115,115,1
=

==
conv
nec
p
Q
B m =17 cm < bp => bgr = 40 cm
5,102
40,0
41
===
gr
ef
b
Q
p kN/m2
< pconv => armare constructiva
=> 3Φ14 jos si 3Φ14 sus - bare longitudinale
=> Φ10/15 - etrieri
17
3.Grinda rigidizare curenta:
2.1 Incarcari de calcul:
80,52
2
80,0
60,62
2
60,6 =−=−= cl
l m
52550,040,0 === betgrgrgr hbg  kN/m
2,62515,0
2
30,3
==plg kN/m
3,520,3
2
30,3
==plq kN/m
6,47178,2 === zidetajzid hg  kN/m
1,646,473,52,65 =+++=+++= zidplplgrtotal gqggQ kN/m
-talpa fundatiei se gaseste in stratul: nisip mare si mijlociu cu fragmente de roca
 −−−
convp =600 kN/m2
56436600 =−=++= −−−
DBconvconv CCpp kN/m2
-pamant necoeziv => k1=0,1
- 36)14,0(1,0600)1(1 −=−=−= −−−
BKpC convB kN/m2
- 0)2(2 =−= fD DKC 
-pamant necoeziv => K2=2,5
-γ = 0
131,0
564
1,6415,115,1
=

==
conv
nec
p
Q
B m = 13,1 cm < bp => bgr = 40 cm
160
40,0
1,64
===
gr
ef
b
Q
p kN/m2
< pconv => armare constructiva
=> 3Φ14 jos si 3Φ14 sus - bare longitudinale
18
=> Φ10/15 - etrieri

More Related Content

What's hot

Curs general de constructii c3 dac 20150304 (zidarii)
Curs general de constructii   c3   dac 20150304 (zidarii)Curs general de constructii   c3   dac 20150304 (zidarii)
Curs general de constructii c3 dac 20150304 (zidarii)
Corinne Kore
 
Calculul si alcatuirea fundatiilor pe piloti
Calculul si alcatuirea fundatiilor pe piloti   Calculul si alcatuirea fundatiilor pe piloti
Calculul si alcatuirea fundatiilor pe piloti
Florin Darabă
 
Cr 1 1_4_2012_normativ vant si exemple de calcul
Cr 1 1_4_2012_normativ vant si exemple de calculCr 1 1_4_2012_normativ vant si exemple de calcul
Cr 1 1_4_2012_normativ vant si exemple de calcul
Ivancu Aurel
 
Cr 1-1-3-2012-zapada
Cr 1-1-3-2012-zapadaCr 1-1-3-2012-zapada
Cr 1-1-3-2012-zapada
stefanvlasceanu
 
Beton
BetonBeton
Curs_1.ppt
Curs_1.pptCurs_1.ppt
Curs_1.ppt
ssuserb9d8b5
 
55175066 structuri-static-nedeterminate-curs
55175066 structuri-static-nedeterminate-curs55175066 structuri-static-nedeterminate-curs
55175066 structuri-static-nedeterminate-cursnadia n
 
08-Strength of Welded Connections (Steel Structural Design & Prof. Shehab Mou...
08-Strength of Welded Connections (Steel Structural Design & Prof. Shehab Mou...08-Strength of Welded Connections (Steel Structural Design & Prof. Shehab Mou...
08-Strength of Welded Connections (Steel Structural Design & Prof. Shehab Mou...
Hossam Shafiq II
 
Basement wall design
Basement wall designBasement wall design
Basement wall design
CETCBIM
 
Tabelas diversa
Tabelas diversaTabelas diversa
Tabelas diversa
Alexandre Araújo
 
Prezentare-Seminar-ETABS-Final.ppt
Prezentare-Seminar-ETABS-Final.pptPrezentare-Seminar-ETABS-Final.ppt
Prezentare-Seminar-ETABS-Final.ppt
FeliciaGhica
 
06-Strength of Double Angle Welded Tension Members (Steel Structural Design &...
06-Strength of Double Angle Welded Tension Members (Steel Structural Design &...06-Strength of Double Angle Welded Tension Members (Steel Structural Design &...
06-Strength of Double Angle Welded Tension Members (Steel Structural Design &...
Hossam Shafiq II
 
Design of isolated footing by ACI code
Design of isolated footing by ACI codeDesign of isolated footing by ACI code
Design of isolated footing by ACI code
Mahmoud Al-Sharawi
 
C 56 85 normativ pentru verificarea calităţii şi recepţia lucrărilor de const...
C 56 85 normativ pentru verificarea calităţii şi recepţia lucrărilor de const...C 56 85 normativ pentru verificarea calităţii şi recepţia lucrărilor de const...
C 56 85 normativ pentru verificarea calităţii şi recepţia lucrărilor de const...
Cristina ROMANESCU
 
EC3 MANUAL FOR SAP2000
EC3 MANUAL FOR SAP2000EC3 MANUAL FOR SAP2000
EC3 MANUAL FOR SAP2000
Muhammad Wazim Akram
 
Cr2 1-1.1-proiectarea-structurilor-cu-diafragme-de-beton-armat
Cr2 1-1.1-proiectarea-structurilor-cu-diafragme-de-beton-armatCr2 1-1.1-proiectarea-structurilor-cu-diafragme-de-beton-armat
Cr2 1-1.1-proiectarea-structurilor-cu-diafragme-de-beton-armat
Mik3laNg3lo
 
Formulario para vigas y pórticos
Formulario para vigas y pórticosFormulario para vigas y pórticos
Formulario para vigas y pórticos
Edil R.C.
 
ETABS manual - Seismic design of steel buildings according to Eurocode 3 & 8
ETABS manual - Seismic design of steel buildings according to Eurocode 3 & 8 ETABS manual - Seismic design of steel buildings according to Eurocode 3 & 8
ETABS manual - Seismic design of steel buildings according to Eurocode 3 & 8
Eur Ing Valentinos Neophytou BEng (Hons), MSc, CEng MICE
 
Armare stalp
Armare stalpArmare stalp

What's hot (20)

Curs general de constructii c3 dac 20150304 (zidarii)
Curs general de constructii   c3   dac 20150304 (zidarii)Curs general de constructii   c3   dac 20150304 (zidarii)
Curs general de constructii c3 dac 20150304 (zidarii)
 
Calculul si alcatuirea fundatiilor pe piloti
Calculul si alcatuirea fundatiilor pe piloti   Calculul si alcatuirea fundatiilor pe piloti
Calculul si alcatuirea fundatiilor pe piloti
 
Cr 1 1_4_2012_normativ vant si exemple de calcul
Cr 1 1_4_2012_normativ vant si exemple de calculCr 1 1_4_2012_normativ vant si exemple de calcul
Cr 1 1_4_2012_normativ vant si exemple de calcul
 
Cr 1-1-3-2012-zapada
Cr 1-1-3-2012-zapadaCr 1-1-3-2012-zapada
Cr 1-1-3-2012-zapada
 
Beton
BetonBeton
Beton
 
Curs_1.ppt
Curs_1.pptCurs_1.ppt
Curs_1.ppt
 
55175066 structuri-static-nedeterminate-curs
55175066 structuri-static-nedeterminate-curs55175066 structuri-static-nedeterminate-curs
55175066 structuri-static-nedeterminate-curs
 
08-Strength of Welded Connections (Steel Structural Design & Prof. Shehab Mou...
08-Strength of Welded Connections (Steel Structural Design & Prof. Shehab Mou...08-Strength of Welded Connections (Steel Structural Design & Prof. Shehab Mou...
08-Strength of Welded Connections (Steel Structural Design & Prof. Shehab Mou...
 
Basement wall design
Basement wall designBasement wall design
Basement wall design
 
Tabelas diversa
Tabelas diversaTabelas diversa
Tabelas diversa
 
Prezentare-Seminar-ETABS-Final.ppt
Prezentare-Seminar-ETABS-Final.pptPrezentare-Seminar-ETABS-Final.ppt
Prezentare-Seminar-ETABS-Final.ppt
 
06-Strength of Double Angle Welded Tension Members (Steel Structural Design &...
06-Strength of Double Angle Welded Tension Members (Steel Structural Design &...06-Strength of Double Angle Welded Tension Members (Steel Structural Design &...
06-Strength of Double Angle Welded Tension Members (Steel Structural Design &...
 
Design of isolated footing by ACI code
Design of isolated footing by ACI codeDesign of isolated footing by ACI code
Design of isolated footing by ACI code
 
C 56 85 normativ pentru verificarea calităţii şi recepţia lucrărilor de const...
C 56 85 normativ pentru verificarea calităţii şi recepţia lucrărilor de const...C 56 85 normativ pentru verificarea calităţii şi recepţia lucrărilor de const...
C 56 85 normativ pentru verificarea calităţii şi recepţia lucrărilor de const...
 
PLAN FUNDATII
PLAN FUNDATIIPLAN FUNDATII
PLAN FUNDATII
 
EC3 MANUAL FOR SAP2000
EC3 MANUAL FOR SAP2000EC3 MANUAL FOR SAP2000
EC3 MANUAL FOR SAP2000
 
Cr2 1-1.1-proiectarea-structurilor-cu-diafragme-de-beton-armat
Cr2 1-1.1-proiectarea-structurilor-cu-diafragme-de-beton-armatCr2 1-1.1-proiectarea-structurilor-cu-diafragme-de-beton-armat
Cr2 1-1.1-proiectarea-structurilor-cu-diafragme-de-beton-armat
 
Formulario para vigas y pórticos
Formulario para vigas y pórticosFormulario para vigas y pórticos
Formulario para vigas y pórticos
 
ETABS manual - Seismic design of steel buildings according to Eurocode 3 & 8
ETABS manual - Seismic design of steel buildings according to Eurocode 3 & 8 ETABS manual - Seismic design of steel buildings according to Eurocode 3 & 8
ETABS manual - Seismic design of steel buildings according to Eurocode 3 & 8
 
Armare stalp
Armare stalpArmare stalp
Armare stalp
 

Similar to Calcul fundatii-izzolate exemplu din axisvm

Deber corte
Deber corteDeber corte
Deber corte
AldoChandiAngulo
 
Examples on total consolidation
Examples on total  consolidationExamples on total  consolidation
Examples on total consolidation
Malika khalil
 
Correction subcircuits.pdf
Correction subcircuits.pdfCorrection subcircuits.pdf
Correction subcircuits.pdf
tajechop
 
Modern power system analysis. By D.P. and Nagrath, I.J., 2003. Tata McGraw-Hi...
Modern power system analysis. By D.P. and Nagrath, I.J., 2003. Tata McGraw-Hi...Modern power system analysis. By D.P. and Nagrath, I.J., 2003. Tata McGraw-Hi...
Modern power system analysis. By D.P. and Nagrath, I.J., 2003. Tata McGraw-Hi...
4bh7qsqvyb
 
Muro contension raul1
Muro contension raul1Muro contension raul1
Muro contension raul1
Diego Rodriguez
 
49214733 ejemplo-muros-de-gravedad
49214733 ejemplo-muros-de-gravedad49214733 ejemplo-muros-de-gravedad
49214733 ejemplo-muros-de-gravedad
Alex Valverde
 
Tarea 2 hidraulica iii-cabrera arias roberto alejandro
Tarea 2 hidraulica iii-cabrera arias roberto alejandroTarea 2 hidraulica iii-cabrera arias roberto alejandro
Tarea 2 hidraulica iii-cabrera arias roberto alejandro
Alejandro Cabrera
 
Shallow and Deep Founation Design Calucations
Shallow and Deep Founation Design CalucationsShallow and Deep Founation Design Calucations
Shallow and Deep Founation Design CalucationsTyler Edgington
 
PERHITUNGAN TULANGAN LONGITUDINAL BALOK BETON BERTULANG RANGKAP
PERHITUNGAN TULANGAN LONGITUDINAL BALOK BETON BERTULANG RANGKAPPERHITUNGAN TULANGAN LONGITUDINAL BALOK BETON BERTULANG RANGKAP
PERHITUNGAN TULANGAN LONGITUDINAL BALOK BETON BERTULANG RANGKAP
Sumarno Feriyal
 
Contoh perhit sambungan
Contoh perhit sambunganContoh perhit sambungan
Contoh perhit sambungan
Doli Patumona
 
Sachpazis Cantilever Retaining Wall, In accordance to IBC 2012 and ASCE 7-10 ...
Sachpazis Cantilever Retaining Wall, In accordance to IBC 2012 and ASCE 7-10 ...Sachpazis Cantilever Retaining Wall, In accordance to IBC 2012 and ASCE 7-10 ...
Sachpazis Cantilever Retaining Wall, In accordance to IBC 2012 and ASCE 7-10 ...
Dr.Costas Sachpazis
 
RCC BMD
RCC BMDRCC BMD
Concreto armado
Concreto armadoConcreto armado
Concreto armado
Leonidas Gil Arroyo
 
KUY Limeng,e20190482(I4GCI-B).pdf
KUY Limeng,e20190482(I4GCI-B).pdfKUY Limeng,e20190482(I4GCI-B).pdf
KUY Limeng,e20190482(I4GCI-B).pdf
Institute of Technology of Cambodia
 
Copier correction du devoir_de_synthèse_de_topographie
Copier correction du devoir_de_synthèse_de_topographieCopier correction du devoir_de_synthèse_de_topographie
Copier correction du devoir_de_synthèse_de_topographie
Ahmed Manai
 
MEKANIKA REKAYASA 3 (METODE DALIL 3 MOMEN DAN METODE CROSS)
MEKANIKA REKAYASA 3 (METODE DALIL 3 MOMEN DAN METODE CROSS)MEKANIKA REKAYASA 3 (METODE DALIL 3 MOMEN DAN METODE CROSS)
MEKANIKA REKAYASA 3 (METODE DALIL 3 MOMEN DAN METODE CROSS)
Sumarno Feriyal
 
Structural Analysis (Solutions) Chapter 9 by Wajahat
Structural Analysis (Solutions) Chapter 9 by WajahatStructural Analysis (Solutions) Chapter 9 by Wajahat
Structural Analysis (Solutions) Chapter 9 by Wajahat
Wajahat Ullah
 
Solucionario p2 conc. avanzado
Solucionario p2 conc. avanzadoSolucionario p2 conc. avanzado
Solucionario p2 conc. avanzado
omar julca mendoza
 
Possible solution struct_hub_design assessment
Possible solution struct_hub_design assessmentPossible solution struct_hub_design assessment
Possible solution struct_hub_design assessment
Victor Omotoriogun
 
Armadura Simetrica.pdf
Armadura Simetrica.pdfArmadura Simetrica.pdf
Armadura Simetrica.pdf
ERICK RIOS
 

Similar to Calcul fundatii-izzolate exemplu din axisvm (20)

Deber corte
Deber corteDeber corte
Deber corte
 
Examples on total consolidation
Examples on total  consolidationExamples on total  consolidation
Examples on total consolidation
 
Correction subcircuits.pdf
Correction subcircuits.pdfCorrection subcircuits.pdf
Correction subcircuits.pdf
 
Modern power system analysis. By D.P. and Nagrath, I.J., 2003. Tata McGraw-Hi...
Modern power system analysis. By D.P. and Nagrath, I.J., 2003. Tata McGraw-Hi...Modern power system analysis. By D.P. and Nagrath, I.J., 2003. Tata McGraw-Hi...
Modern power system analysis. By D.P. and Nagrath, I.J., 2003. Tata McGraw-Hi...
 
Muro contension raul1
Muro contension raul1Muro contension raul1
Muro contension raul1
 
49214733 ejemplo-muros-de-gravedad
49214733 ejemplo-muros-de-gravedad49214733 ejemplo-muros-de-gravedad
49214733 ejemplo-muros-de-gravedad
 
Tarea 2 hidraulica iii-cabrera arias roberto alejandro
Tarea 2 hidraulica iii-cabrera arias roberto alejandroTarea 2 hidraulica iii-cabrera arias roberto alejandro
Tarea 2 hidraulica iii-cabrera arias roberto alejandro
 
Shallow and Deep Founation Design Calucations
Shallow and Deep Founation Design CalucationsShallow and Deep Founation Design Calucations
Shallow and Deep Founation Design Calucations
 
PERHITUNGAN TULANGAN LONGITUDINAL BALOK BETON BERTULANG RANGKAP
PERHITUNGAN TULANGAN LONGITUDINAL BALOK BETON BERTULANG RANGKAPPERHITUNGAN TULANGAN LONGITUDINAL BALOK BETON BERTULANG RANGKAP
PERHITUNGAN TULANGAN LONGITUDINAL BALOK BETON BERTULANG RANGKAP
 
Contoh perhit sambungan
Contoh perhit sambunganContoh perhit sambungan
Contoh perhit sambungan
 
Sachpazis Cantilever Retaining Wall, In accordance to IBC 2012 and ASCE 7-10 ...
Sachpazis Cantilever Retaining Wall, In accordance to IBC 2012 and ASCE 7-10 ...Sachpazis Cantilever Retaining Wall, In accordance to IBC 2012 and ASCE 7-10 ...
Sachpazis Cantilever Retaining Wall, In accordance to IBC 2012 and ASCE 7-10 ...
 
RCC BMD
RCC BMDRCC BMD
RCC BMD
 
Concreto armado
Concreto armadoConcreto armado
Concreto armado
 
KUY Limeng,e20190482(I4GCI-B).pdf
KUY Limeng,e20190482(I4GCI-B).pdfKUY Limeng,e20190482(I4GCI-B).pdf
KUY Limeng,e20190482(I4GCI-B).pdf
 
Copier correction du devoir_de_synthèse_de_topographie
Copier correction du devoir_de_synthèse_de_topographieCopier correction du devoir_de_synthèse_de_topographie
Copier correction du devoir_de_synthèse_de_topographie
 
MEKANIKA REKAYASA 3 (METODE DALIL 3 MOMEN DAN METODE CROSS)
MEKANIKA REKAYASA 3 (METODE DALIL 3 MOMEN DAN METODE CROSS)MEKANIKA REKAYASA 3 (METODE DALIL 3 MOMEN DAN METODE CROSS)
MEKANIKA REKAYASA 3 (METODE DALIL 3 MOMEN DAN METODE CROSS)
 
Structural Analysis (Solutions) Chapter 9 by Wajahat
Structural Analysis (Solutions) Chapter 9 by WajahatStructural Analysis (Solutions) Chapter 9 by Wajahat
Structural Analysis (Solutions) Chapter 9 by Wajahat
 
Solucionario p2 conc. avanzado
Solucionario p2 conc. avanzadoSolucionario p2 conc. avanzado
Solucionario p2 conc. avanzado
 
Possible solution struct_hub_design assessment
Possible solution struct_hub_design assessmentPossible solution struct_hub_design assessment
Possible solution struct_hub_design assessment
 
Armadura Simetrica.pdf
Armadura Simetrica.pdfArmadura Simetrica.pdf
Armadura Simetrica.pdf
 

Recently uploaded

一比一原版(LSE毕业证书)伦敦政治经济学院毕业证成绩单如何办理
一比一原版(LSE毕业证书)伦敦政治经济学院毕业证成绩单如何办理一比一原版(LSE毕业证书)伦敦政治经济学院毕业证成绩单如何办理
一比一原版(LSE毕业证书)伦敦政治经济学院毕业证成绩单如何办理
jyz59f4j
 
Exploring the Future of Smart Garages.pdf
Exploring the Future of Smart Garages.pdfExploring the Future of Smart Garages.pdf
Exploring the Future of Smart Garages.pdf
fastfixgaragedoor
 
Expert Accessory Dwelling Unit (ADU) Drafting Services
Expert Accessory Dwelling Unit (ADU) Drafting ServicesExpert Accessory Dwelling Unit (ADU) Drafting Services
Expert Accessory Dwelling Unit (ADU) Drafting Services
ResDraft
 
一比一原版(Glasgow毕业证书)格拉斯哥大学毕业证成绩单如何办理
一比一原版(Glasgow毕业证书)格拉斯哥大学毕业证成绩单如何办理一比一原版(Glasgow毕业证书)格拉斯哥大学毕业证成绩单如何办理
一比一原版(Glasgow毕业证书)格拉斯哥大学毕业证成绩单如何办理
n0tivyq
 
一比一原版(UCB毕业证书)伯明翰大学学院毕业证成绩单如何办理
一比一原版(UCB毕业证书)伯明翰大学学院毕业证成绩单如何办理一比一原版(UCB毕业证书)伯明翰大学学院毕业证成绩单如何办理
一比一原版(UCB毕业证书)伯明翰大学学院毕业证成绩单如何办理
h7j5io0
 
一比一原版(Bolton毕业证书)博尔顿大学毕业证成绩单如何办理
一比一原版(Bolton毕业证书)博尔顿大学毕业证成绩单如何办理一比一原版(Bolton毕业证书)博尔顿大学毕业证成绩单如何办理
一比一原版(Bolton毕业证书)博尔顿大学毕业证成绩单如何办理
h7j5io0
 
Top 5 Indian Style Modular Kitchen Designs
Top 5 Indian Style Modular Kitchen DesignsTop 5 Indian Style Modular Kitchen Designs
Top 5 Indian Style Modular Kitchen Designs
Finzo Kitchens
 
Design Thinking Design thinking Design thinking
Design Thinking Design thinking Design thinkingDesign Thinking Design thinking Design thinking
Design Thinking Design thinking Design thinking
cy0krjxt
 
一比一原版(NCL毕业证书)纽卡斯尔大学毕业证成绩单如何办理
一比一原版(NCL毕业证书)纽卡斯尔大学毕业证成绩单如何办理一比一原版(NCL毕业证书)纽卡斯尔大学毕业证成绩单如何办理
一比一原版(NCL毕业证书)纽卡斯尔大学毕业证成绩单如何办理
7sd8fier
 
Borys Sutkowski portfolio interior design
Borys Sutkowski portfolio interior designBorys Sutkowski portfolio interior design
Borys Sutkowski portfolio interior design
boryssutkowski
 
一比一原版(UNUK毕业证书)诺丁汉大学毕业证如何办理
一比一原版(UNUK毕业证书)诺丁汉大学毕业证如何办理一比一原版(UNUK毕业证书)诺丁汉大学毕业证如何办理
一比一原版(UNUK毕业证书)诺丁汉大学毕业证如何办理
7sd8fier
 
Common Designing Mistakes and How to avoid them
Common Designing Mistakes and How to avoid themCommon Designing Mistakes and How to avoid them
Common Designing Mistakes and How to avoid them
madhavlakhanpal29
 
PORTFOLIO FABIANA VILLANI ARCHITECTURE.pdf
PORTFOLIO FABIANA VILLANI ARCHITECTURE.pdfPORTFOLIO FABIANA VILLANI ARCHITECTURE.pdf
PORTFOLIO FABIANA VILLANI ARCHITECTURE.pdf
fabianavillanib
 
一比一原版(Bristol毕业证书)布里斯托大学毕业证成绩单如何办理
一比一原版(Bristol毕业证书)布里斯托大学毕业证成绩单如何办理一比一原版(Bristol毕业证书)布里斯托大学毕业证成绩单如何办理
一比一原版(Bristol毕业证书)布里斯托大学毕业证成绩单如何办理
smpc3nvg
 
Top Israeli Products and Brands - Plan it israel.pdf
Top Israeli Products and Brands - Plan it israel.pdfTop Israeli Products and Brands - Plan it israel.pdf
Top Israeli Products and Brands - Plan it israel.pdf
PlanitIsrael
 
White wonder, Work developed by Eva Tschopp
White wonder, Work developed by Eva TschoppWhite wonder, Work developed by Eva Tschopp
White wonder, Work developed by Eva Tschopp
Mansi Shah
 
一比一原版(BU毕业证书)伯恩茅斯大学毕业证成绩单如何办理
一比一原版(BU毕业证书)伯恩茅斯大学毕业证成绩单如何办理一比一原版(BU毕业证书)伯恩茅斯大学毕业证成绩单如何办理
一比一原版(BU毕业证书)伯恩茅斯大学毕业证成绩单如何办理
h7j5io0
 
Design Thinking Design thinking Design thinking
Design Thinking Design thinking Design thinkingDesign Thinking Design thinking Design thinking
Design Thinking Design thinking Design thinking
cy0krjxt
 
Transforming Brand Perception and Boosting Profitability
Transforming Brand Perception and Boosting ProfitabilityTransforming Brand Perception and Boosting Profitability
Transforming Brand Perception and Boosting Profitability
aaryangarg12
 
Between Filth and Fortune- Urban Cattle Foraging Realities by Devi S Nair, An...
Between Filth and Fortune- Urban Cattle Foraging Realities by Devi S Nair, An...Between Filth and Fortune- Urban Cattle Foraging Realities by Devi S Nair, An...
Between Filth and Fortune- Urban Cattle Foraging Realities by Devi S Nair, An...
Mansi Shah
 

Recently uploaded (20)

一比一原版(LSE毕业证书)伦敦政治经济学院毕业证成绩单如何办理
一比一原版(LSE毕业证书)伦敦政治经济学院毕业证成绩单如何办理一比一原版(LSE毕业证书)伦敦政治经济学院毕业证成绩单如何办理
一比一原版(LSE毕业证书)伦敦政治经济学院毕业证成绩单如何办理
 
Exploring the Future of Smart Garages.pdf
Exploring the Future of Smart Garages.pdfExploring the Future of Smart Garages.pdf
Exploring the Future of Smart Garages.pdf
 
Expert Accessory Dwelling Unit (ADU) Drafting Services
Expert Accessory Dwelling Unit (ADU) Drafting ServicesExpert Accessory Dwelling Unit (ADU) Drafting Services
Expert Accessory Dwelling Unit (ADU) Drafting Services
 
一比一原版(Glasgow毕业证书)格拉斯哥大学毕业证成绩单如何办理
一比一原版(Glasgow毕业证书)格拉斯哥大学毕业证成绩单如何办理一比一原版(Glasgow毕业证书)格拉斯哥大学毕业证成绩单如何办理
一比一原版(Glasgow毕业证书)格拉斯哥大学毕业证成绩单如何办理
 
一比一原版(UCB毕业证书)伯明翰大学学院毕业证成绩单如何办理
一比一原版(UCB毕业证书)伯明翰大学学院毕业证成绩单如何办理一比一原版(UCB毕业证书)伯明翰大学学院毕业证成绩单如何办理
一比一原版(UCB毕业证书)伯明翰大学学院毕业证成绩单如何办理
 
一比一原版(Bolton毕业证书)博尔顿大学毕业证成绩单如何办理
一比一原版(Bolton毕业证书)博尔顿大学毕业证成绩单如何办理一比一原版(Bolton毕业证书)博尔顿大学毕业证成绩单如何办理
一比一原版(Bolton毕业证书)博尔顿大学毕业证成绩单如何办理
 
Top 5 Indian Style Modular Kitchen Designs
Top 5 Indian Style Modular Kitchen DesignsTop 5 Indian Style Modular Kitchen Designs
Top 5 Indian Style Modular Kitchen Designs
 
Design Thinking Design thinking Design thinking
Design Thinking Design thinking Design thinkingDesign Thinking Design thinking Design thinking
Design Thinking Design thinking Design thinking
 
一比一原版(NCL毕业证书)纽卡斯尔大学毕业证成绩单如何办理
一比一原版(NCL毕业证书)纽卡斯尔大学毕业证成绩单如何办理一比一原版(NCL毕业证书)纽卡斯尔大学毕业证成绩单如何办理
一比一原版(NCL毕业证书)纽卡斯尔大学毕业证成绩单如何办理
 
Borys Sutkowski portfolio interior design
Borys Sutkowski portfolio interior designBorys Sutkowski portfolio interior design
Borys Sutkowski portfolio interior design
 
一比一原版(UNUK毕业证书)诺丁汉大学毕业证如何办理
一比一原版(UNUK毕业证书)诺丁汉大学毕业证如何办理一比一原版(UNUK毕业证书)诺丁汉大学毕业证如何办理
一比一原版(UNUK毕业证书)诺丁汉大学毕业证如何办理
 
Common Designing Mistakes and How to avoid them
Common Designing Mistakes and How to avoid themCommon Designing Mistakes and How to avoid them
Common Designing Mistakes and How to avoid them
 
PORTFOLIO FABIANA VILLANI ARCHITECTURE.pdf
PORTFOLIO FABIANA VILLANI ARCHITECTURE.pdfPORTFOLIO FABIANA VILLANI ARCHITECTURE.pdf
PORTFOLIO FABIANA VILLANI ARCHITECTURE.pdf
 
一比一原版(Bristol毕业证书)布里斯托大学毕业证成绩单如何办理
一比一原版(Bristol毕业证书)布里斯托大学毕业证成绩单如何办理一比一原版(Bristol毕业证书)布里斯托大学毕业证成绩单如何办理
一比一原版(Bristol毕业证书)布里斯托大学毕业证成绩单如何办理
 
Top Israeli Products and Brands - Plan it israel.pdf
Top Israeli Products and Brands - Plan it israel.pdfTop Israeli Products and Brands - Plan it israel.pdf
Top Israeli Products and Brands - Plan it israel.pdf
 
White wonder, Work developed by Eva Tschopp
White wonder, Work developed by Eva TschoppWhite wonder, Work developed by Eva Tschopp
White wonder, Work developed by Eva Tschopp
 
一比一原版(BU毕业证书)伯恩茅斯大学毕业证成绩单如何办理
一比一原版(BU毕业证书)伯恩茅斯大学毕业证成绩单如何办理一比一原版(BU毕业证书)伯恩茅斯大学毕业证成绩单如何办理
一比一原版(BU毕业证书)伯恩茅斯大学毕业证成绩单如何办理
 
Design Thinking Design thinking Design thinking
Design Thinking Design thinking Design thinkingDesign Thinking Design thinking Design thinking
Design Thinking Design thinking Design thinking
 
Transforming Brand Perception and Boosting Profitability
Transforming Brand Perception and Boosting ProfitabilityTransforming Brand Perception and Boosting Profitability
Transforming Brand Perception and Boosting Profitability
 
Between Filth and Fortune- Urban Cattle Foraging Realities by Devi S Nair, An...
Between Filth and Fortune- Urban Cattle Foraging Realities by Devi S Nair, An...Between Filth and Fortune- Urban Cattle Foraging Realities by Devi S Nair, An...
Between Filth and Fortune- Urban Cattle Foraging Realities by Devi S Nair, An...
 

Calcul fundatii-izzolate exemplu din axisvm

  • 1. 1 Calcul Fundatii Stabilirea adancimii de fundare: Construcţia este situată în Petrila, judetul Hunedoara, zonă în care adâncimea de îngheţ este 100...110cm. Deasemenea, este o construcţie definitivă, iar terenul este supus îngheţului. Conform studiului geotehnic nu s-a gasit apa subterana, acesta efectuandu-se pe o adancime de 7 m. Datorită sistemului structural de rezistenta – cadru spatial din beton armat – al cladirii si a terenului bun de fundare, sistemul de fundare ales este cel cu fundatii izolate, alcatuite dintr-un bloc de beton simplu si un cuzinet din beton armat. Adâncimea de fundare stabiliă este de -5.35 m faţă de CTN.
  • 2. 2 -incarcarile: N=1353 kN Mz=21 kNm Vy=8.88 kN My=46.55 kNm Vz=16.72 kN Alegerea materialului: -fundatie izolata din beton armat => minim C8/10 Predimensionare: a =0.5 m b = 0,5 m → dimensiunile stalpilor -nisip argilos plastic consistent  −−− convp =290 kN/m2 B =2.0 - B=L → dimensiunile blocului de beton simplu L = 2.0 m 3.1...0.10.2)65,0...5,0()65,0...5,0(65,0...5,0 ==== Ll L l c c m  lc = bc = 1,2 m
  • 3. 3 30,0ch m 3,020,125,025,025,0  cccc c c hhlh l h m 22.035.0625,0625,0625,0625,0 1 1  ccc c hhlh l h tg mhc = 0,40 35,0 2 5,020,1 2 1 = − = − = al l c m 375,011 1 1  cc c hlh l h tg m -beton C12/15 3,1min =tg - −−− convp =290 kPa 65,05,03,12min 2 === ltgH l H tg  m  H = 0,7 m 5,0 2 0,10.2 2 2 = − = − = clL l m -dimensiunile: B = 2,0 m L = 2,0 m dimensiunile blocului de fundare simplu H = 0,7 m bc = 1,0 m lc = 1,0 m dimensiunile cuzinetului hc = 0,40 m  Df = 5.35 m 1.5 Calculul presiunii maxime acceptate de teren: -strat de fundare : nisip argilos plastic consistent  pconv = −−− convp +Cb+Cd= 280+56+90.45=426.45 kN/m2 Cb=corectia de latime; pt Df>5 m 𝐶 𝑏 = 0.2 ∗ 𝑝𝑐𝑜𝑛𝑣 = 0.2 ∗ 280 = 56 Cd=corectia de adancime; -pt Df<2m:Cd= 𝑘2 ∗ 𝛾 ∗ 𝐷𝑓 − 2 = 1.5 ∗ 18 ∗ (5.35 − 2) = 90.45
  • 4. 4 Calculul presiunii pe talpa fundatiei: -solicitare excentrica pe 2 directii ) 66 1(4,3,2,1 B e L e BL GN W M W M BL GN p xyf y y x zf ef  + = + = 2.772540,00,10,12470,00,20,2 =+=+= betcccbetf hlbBLHG  kN 03.0 2.771353 46 = + = + = f y x GN M e m 01,0 2.771353 21 = + = + = f z y GN M e m 400) 0,2 03,06 0,2 01,06 1( 0,20,2 2.771353 ) 66 1(1 =  +  +  + =++ + = B e L e BL GN p xyf ef kN/m2 336) 0,2 03,06 0,2 01,06 1( 0,20,2 2.771353 ) 66 1(2 =  −  +  + =−+ + = B e L e BL GN p xyf ef kN/m2 356) 0,2 03,06 0,2 01,06 1( 0,20,2 2.771353 ) 66 1(3 =  +  −  + =+− + = B e L e BL GN p xyf ef kN/m2 313) 0,2 03,06 0,2 01,06 1( 0,20,2 2.771353 ) 66 1(4 =  −  −  + =−− + = B e L e BL GN p xyf ef kN/m2 Calculul armaturii de rezistenta din cuzinet: 11902540,020,120,1117501 =+=+=+= betccccuz hblNGNN  kN 1164,0509601 =+=+= czyx hVMM kNm 1344,05811101 =+=+= cyzy hVMM kNm
  • 5. 5 112,0 1190 134 01 01 === N M e y x m 097,0 1190 116 01 === N M e olx y m 1289) 20,1 112,06 1( 20,120,1 1190 ) 6 1(01 1 =  +  =+= c x cc cx l e bl N p kN/m2 364) 20,1 112,06 1( 20,120,1 1190 ) 6 1(01 2 =  −  =−= c x cc cx l e bl N p kN/m2 1227) 20,1 097,06 1( 20,120,1 1190 ) 6 1(01 1 =  +  =+= c y cc cy l e bl N p kN/m2 426) 20,1 097,06 1( 20,120,1 1190 ) 6 1(01 1 =  −  =−= c y cc cy l e bl N p kN/m2 1000364)375,020,1( 20,1 3641289 )( 2 21 0 =+− − =+− − = cxxc c cxcx cx pll l pp p kN/m2 976426)375,020,1( 20,1 4261227 )( 2 21 0 =+− − =+− − = cyyc c cycy cy pll l pp p kN/m2 375,0 2 45,020,1 2 = − = − == al ll c yx m 5.826 2 3641289 2 21 ,, = + = + = cxcx xmedc pp p kN/m2 5.826 2 4261227 2 21 ,, = + = + = cycy ymedc pp p kN/m2 ]375,0 3 2 2 375,0 )10001289( 2 375,0 1000[20,1] 3 2 2 )( 2 [ 2 01 2 0 −+=−+= x x cxcx x cxcx l l pp l pbM Mx = 185 kNm ]375,0 3 2 2 375,0 )9761227( 2 375,0 976[20,1] 3 2 2 )( 2 [ 2 01 2 0 −+=−+= y y cycy y cycy l l pp l plM My = 96.4 kNm 1,37) 2 8,1 2(40) 2 ( =+−=+−=  nomc chd cm 201010min =+=+= devnom ccc mm 10}10;;max{min == mmccc durabad mm 10= devc mm
  • 6. 6 Φmax = 18 mm h0x = d = 37,1 cm h0y = h0x-Φmax=37.1-1,1=36 cm -armatura OB37 => Ra = 2100 kN/m2 13.27 2100371,0875,0 185 875,0 0 =  == ax x ax Rh M A cm2 => 11Φ18 → 27.94 cm2 57.14 210036,0875,0 4.96 875,0 0 =  == ay y ay Rh M A cm2 => 6Φ18 → 15.24 cm2 px % = 336.0100* * 0 = x ax hB A % px % = 178.0100* * 0 = y ay hL A % pmin=0.1 % CALCULUL TASARILOR PROBABILE 𝐷𝑓 = −1,5 𝑚 ; 𝐵 = 1,2 𝑚 ; 𝑝 𝑒𝑓 = 𝑁 + 𝐺 𝑓 𝐴 = 1175 + 103 5,29 = 241,6 [𝑘𝑃𝑎] 1032540,020,120,12470,03,23,2 =+=+= betcccbetf hlbBLHG  kN 𝜎 𝑧𝑖 =∝0𝑖∗ 𝑝 𝑛𝑒𝑡; ∝0𝑖= 𝑓 ( 𝑧𝑖 𝐵 , 𝐿 𝐵 ) ; 𝜎 𝑔𝑧𝑖 = 𝛾 ∗ 𝐷𝑓 + ∑ ℎ 𝑖 ∗ 𝛾𝑖 ℎ 𝑖 ≤ 0,4 ∗ 𝐵 = 0,9 𝑚 𝑠 = 100 ∗ 0,8 ∗ ∑ 𝜎 𝑧𝑚𝑒𝑑 ,𝑖 ∗ ℎ 𝑖 𝐸𝑖 ≤ 𝑠𝑎𝑑𝑚 𝑠𝑎𝑑𝑚 = 8 𝑐𝑚 ;
  • 7. 7 𝑝 𝑛𝑒𝑡 = 𝑝 𝑒𝑓 − 𝛾 ∗ 𝐷𝑓; 𝑝 𝑛𝑒𝑡 = 241,6 − 19,65 ∗ 1,5 = 212,1; 0,2z gz   𝜎 𝑧𝑖 = 4 ∗ 𝐾 d*pnet; Kd=f[L/B;2zi/2]; Pentru Ϭz1; Ϭz1=4*Kd*pn=4*0.238*212,1=202; 2*z1/B=2*0,6/2,3=0,521; -pentru L/B=1 =>0.25….0.027 =>x=0.0021→0.23 0.02…..x 0.5…...0.012 0.25…...x =>x=0.0072 Kd=0.23+0.0072=0.238; Pentru Ϭz2: Ϭz2=4*Kd*pn=4*0.1884*212,1=159.83; 2*z1/B=2*1,1/2,3=0,956; -pentru L/B=1 =>0.25….0.031 =>x=0.0248→0.181 0.2…..x 0.5…...0.012
  • 8. 8 0.25…...x =>x=0.0072 Kd=0.1812+0.0072=0.1884; Pentru Ϭz3: Ϭz3=4*Kd*pn=4*0.118*212,1=100.1; 2*z1/B=2*2/2,3=1.739; -pentru L/B=1 =>0.25….0.037 =>x=0.017→0.104 0.23…..x 0.5…...0.024 0.25…...x =>x=0.0144 Kd=0.104+0.0144=0.118; Pentru Ϭz4: Ϭz4=4*Kd*pn=4*0.077*212,1=65.32; 2*z1/B=2*2,9/2,3=2.52; -pentru L/B=1 =>1….0.039 =>x=0.012→0.063 0.521…..x 0.5…...0.023 0.25…...x =>x=0.0138 Kd=0.063+0.0138=0.077; Pentru Ϭz5: Ϭz5=4*Kd*pn=4*0.049*212,1=41.57; 2*z1/B=2*3.8/2,3=3.3; -pentru L/B=1 =>1….0.018 =>x=0.005→0.039 0.304…..x 0.5…...0.016 0.25…...x =>x=0.00096 Kd=0.0039+0.0096=0.049; Pentru Ϭz6:
  • 9. 9 Ϭz6=4*Kd*pn=4*0.032*212,1=27.14; 2*z1/B=2*4.7/2,3=4.08; -pentru L/B=1 =>2….0.014 =>x=0.0006→0.026 0.086…..x 0.5…...0.011 0.25…...x =>x=0.0066 Kd=0.026+0.0066=0.032; Pentru Ϭz7: Ϭz7=4*Kd*pn=4*0.028*212,1=23.75; 2*z1/B=2*5.6/2,3=4.782; -pentru L/B=1 =>2….0.014 =>x=0.0054→0.0215 0.782…..x 0.5…...0.011 0.25…...x =>x=0.0066 Kd=0.0215+0.0066=0.028; Pentru Ϭz8: Ϭz8=4*Kd*pn=4*0.023*212,1=19.51; 2*z1/B=2*6.5/2,3=5.47; -pentru L/B=1 =>2….0.014 =>x=0.0103→0.016 1.478…..x 2…...0.011 0.25…...x =>x=0.0066 Kd=0.016+0.0066=0.023; Ϭgz0= γ1*Df=19.5*1.5=29.25;
  • 10. 10 Ϭgz1= γ1*Df+ γ1*h1=19.5*1.5+19.5*0.6=41; Ϭgz2= γ1*Df+ γ1*h1+ γ1*h2=19.5*1.5+19.5*0.6+19.5*0.5=50.75 Ϭgz3= γ1*Df+ γ1*h1+ γ1*h2+ γ1*h3=19.5*1.5+19.5*0.6+19.5*0.5+19.5*0.9=67.55 Ϭgz4= Ϭgz3+ γ2*h4=67.55+19.8*0.9=85.37 Ϭgz5= Ϭgz4+ γ2*h5=85.37+19.8*0.9=103.19 Ϭgz6= Ϭgz5+ γ2*h6=103.19+19.8*0.9=121 Ϭgz7= Ϭgz6+ γ2*h7=121+19.8*0.9=138.83 Ϭgz8= Ϭgz7+ γ2*h7=138.83+19.8*0.9=156.65 Fasia hi zi Hi γi pnet αoi Ei бzi бgzi 0,2 бgzi бgzi med s [m] [m] [m] [KN/mc] [KN/mp] [kPa] [KN/mp] [KN/mp] [KN/mp] [KN/mp] [cm] 0 0.6 0.600 1.500 19.5 212 0.521 14000 110 29 6 1 0.5 1.100 2.100 19.5 212 0.956 14000 202 41 8 157 0.447 2 0.9 2.000 3.000 19.5 212 0.174 32000 160 59 10 120 0.270 3 0.9 2.900 3.900 19.8 212 0.252 32000 100 77 13 45 0.102 4 0.9 3.800 4.800 19 212 0.330 32000 65 95 17 62 0.139 5 0.9 4.700 5.700 19 212 0.408 32000 41 113 20 78 0.176 6 0.9 5.600 6.500 19 212 0.478 40000 27 129 24 94 0.169 7 0.9 6.500 7.300 19 212 0.547 40000 23 145 28 109 0.196 8 0.9 7.400 7.300 19 212 0.210 45000 19 145 31 80 0.128 𝑠𝑎𝑑𝑚 = 8 𝑐𝑚 ; S < 𝑠𝑎𝑑𝑚 2. Fronton: s= 1.615
  • 11. 11 2.1 Incarcari de calcul: -incarcarile: N=1578,05 kN Mz=145,14 kNm Vy=87,07 kN My=96,68 kNm Vz=56,55 kN 2.2 Alegerea materialului: -fundatie izolata din beton armat => minim C8/10 2.3 Predimensionare:
  • 12. 12 a = b = 0,40 m → dimensiunile stalpilor -roca stancoasa  −−− convp =1000 kN/m2  B = L = 1,50 m - B=L → dimensiunile blocului de beton simplu 975,0...75,050,1)65,0...5,0()65,0...5,0(65,0...5,0 ==== Ll L l c c m  lc = bc = 0,80 m 30,0ch m 20,080,025,025,025,0  cccc c c hhlh l h m 13,02,065,065,065,065,0 1 1  ccc c hhlh l h tg m  hc = 0,50 m 20,0 2 40,080,0 2 1 = − = − = al l c m 20,011 1 1  cc c hlh l h tg m -beton C12/15 85,1min =tg - −−− convp =1000 kPa 65,035,085,12min 2 === ltgH l H tg  m  H = 1,00 m
  • 13. 13 35,0 2 80,050,1 2 2 = − = − = clL l m -dimensiunile: B = 1,50 m L = 1,50 m dimensiunile blocului de fundare simplu H = 1,00 m bc = 0,80 m lc = 0,80 m dimensiunile cuzinetului hc = 0,50 m  Df = 3,70 m 2.4 Calculul presiunii maxime acceptate de teren: -strat de fundare : roca stancoasa  pconv = −−− convp = 1000 kN/m2 140010004,1 === convteren pp  kN/m2 Β = 1,4 → pentru gruparea fundamentala; incarcari cu excentricitate pe ambele directii 2.5 Calculul presiunii pe talpa fundatiei: -solicitare excentrica pe 2 directii ) 66 1(4,3,2,1 B e L e BL GN W M W M BL GN p xyf y y x zf ef  + = + = 622550,080,080,02400,150,150,1 =+=+= betcccbetf hlbBLHG  kN 059,0 6205,1578 68,96 = + = + = f y x GN M e m 089,0 6205,1578 14,145 = + = + = f z y GN M e m 1161) 50,1 059,06 50,1 089,06 1( 50,150,1 6205,1578 ) 66 1(1 =  +  +  + =++ + = B e L e BL GN p xyf ef kN/m2 817) 50,1 059,06 50,1 089,06 1( 50,150,1 6205,1578 ) 66 1(2 =  −  +  + =−+ + = B e L e BL GN p xyf ef kN/m2 642) 50,1 059,06 50,1 089,06 1( 50,150,1 6205,1578 ) 66 1(3 =  +  −  + =+− + = B e L e BL GN p xyf ef kN/m2
  • 14. 14 298) 50,1 059,06 50,1 089,06 1( 50,150,1 6205,1578 ) 66 1(4 =  −  −  + =−− + = B e L e BL GN p xyf ef kN/m2 2.6 Calculul armaturii de rezistenta din cuzinet: 15872550,080,080,005,157801 =+=+=+= betccccuz hblNGNN  kN 96,1245,055,5668,9601 =+=+= czyx hVMM kNm 68,1885,007,8714,14501 =+=+= cyzy hVMM kNm 119,0 1585 68,188 01 01 === N M e y x m 079,0 1585 96,124 01 01 === N M e z y m 3366) 80,0 119,06 1( 80,080,0 1587 ) 6 1(01 1 =  +  =+= c x cc cx l e bl N p kN/m2 1595) 80,0 119,06 1( 80,080,0 1587 ) 6 1(01 2 =  −  =−= c x cc cx l e bl N p kN/m2 3068) 80,0 079,06 1( 80,080,0 1587 ) 6 1(01 1 =  +  =+= c y cc cy l e bl N p kN/m2 1893) 80,0 079,06 1( 80,080,0 1587 ) 6 1(01 1 =  −  =−= c y cc cy l e bl N p kN/m2
  • 15. 15 29241595)20,080,0( 80,0 15953366 )( 2 21 0 =+− − =+− − = cxxc c cxcx cx pll l pp p kN/m2 27751893)20,080,0( 80,0 18933068 )( 2 21 0 =+− − =+− − = cyyc c cycy cy pll l pp p kN/m2 20,0 2 40,080,0 2 = − = − == al ll c yx m 2481 2 15953366 2 21 ,, = + = + = cxcx xmedc pp p kN/m2 2481 2 18933068 2 21 ,, = + = + = cycy ymedc pp p kN/m2 ]20,0 3 2 2 2,0 )29243366( 2 20,0 2924[80,0] 3 2 2 )( 2 [ 2 01 2 0 −+=−+= x x cxcx x cxcx l l pp l pbM Mx = 51,5 kNm ]20,0 3 2 2 2,0 )27753068( 2 20,0 2775[80,0] 3 2 2 )( 2 [ 2 01 2 0 −+=−+= y y cycy y cycy l l pp l plM Mx = 47,5 kNm 3,47) 2 4,1 2(50) 2 ( =+−=+−=  nomc chd cm 201010min =+=+= devnom ccc mm 10}10;;max{min == mmccc durabad mm 10= devc mm Φmax = 14 mm h0x = d = 47,3 cm h0y = h0x-Φmax=47,3-1,4=45,9 cm -armatura OB37 => Ra = 2100 kN/m2 93,5 2100473,0875,0 5,51 875,0 0 =  == ax x ax Rh M A cm2 => 5Φ14 → 7,70 cm2 64,5 2100459,0875,0 5,47 875,0 0 =  == ay y ay Rh M A cm2 => 5Φ14 → 7,70 cm2 3.Grinda rigidizare curenta: 2.1 Incarcari de calcul:
  • 16. 16 80,32 2 20,1 00,52 2 00.5 =−=−= x l l c m 6,32,12540,030,0* === xchbg betgrgrgr  kN/m 5,92510,0)2 2 80,3 ( ==plg kN/m 1120,3)2 2 30,3 ( ==plq kN/m 8,1668,2 === zidetajzid hg  kN/m 9,408,16115,96,3 =+++=+++= zidplplgrtotal gqggQ kN/m -talpa fundatiei se gaseste in stratul: praf argilos vartos  pconv = −−− convp +Cb+Cd= 275 kN/m2 Cb=corectia de latime; B=latimea fundatiei in m; K1=coef.care pt pamanturile coezive=0.05; Cb= −−− convp *K1*(B-1)=23,25 Cd=corectia de adancime; -pt Df<2m:Cd= −−− convp * 4 2−Df =-38,75 167,0 275 4115,115,1 =  == conv nec p Q B m =17 cm < bp => bgr = 40 cm 5,102 40,0 41 === gr ef b Q p kN/m2 < pconv => armare constructiva => 3Φ14 jos si 3Φ14 sus - bare longitudinale => Φ10/15 - etrieri
  • 17. 17 3.Grinda rigidizare curenta: 2.1 Incarcari de calcul: 80,52 2 80,0 60,62 2 60,6 =−=−= cl l m 52550,040,0 === betgrgrgr hbg  kN/m 2,62515,0 2 30,3 ==plg kN/m 3,520,3 2 30,3 ==plq kN/m 6,47178,2 === zidetajzid hg  kN/m 1,646,473,52,65 =+++=+++= zidplplgrtotal gqggQ kN/m -talpa fundatiei se gaseste in stratul: nisip mare si mijlociu cu fragmente de roca  −−− convp =600 kN/m2 56436600 =−=++= −−− DBconvconv CCpp kN/m2 -pamant necoeziv => k1=0,1 - 36)14,0(1,0600)1(1 −=−=−= −−− BKpC convB kN/m2 - 0)2(2 =−= fD DKC  -pamant necoeziv => K2=2,5 -γ = 0 131,0 564 1,6415,115,1 =  == conv nec p Q B m = 13,1 cm < bp => bgr = 40 cm 160 40,0 1,64 === gr ef b Q p kN/m2 < pconv => armare constructiva => 3Φ14 jos si 3Φ14 sus - bare longitudinale
  • 18. 18 => Φ10/15 - etrieri