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Zapata Rectangular
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Zapata Rectangular
Calculo de una Zapata Rectangular con Metodo ACI y CBH...
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CristianFernandez
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ZAPATA RECTANGULAR METODO ACI Datos DL
=
7 0 .0 0
ton
LL f´c fy
= = =
5 0 .0 0
ton
350.00
kg /cm2
4200.00
kg /cm2
Columna
x x
b 30
Df
a 40 =
1. 1 .8 0
m
s
=
2 .2 0
kg /cm2
Ys
=
1800
Kg /m3
Yh
=
2400
Kg /m3
"#$$
%&'m(
P
=
$)(*+
%& % &'cm"
,n-to
=
#)+"
%&'cm"
cm
Determinacion de la base
=(+ℎ)/2
!
=
=∗ =− Entonces la base:
=√((+)/)
. .
= =
"/0)0(/ "0$
cm cm
=1.5∗ A
=
(1$
cm
Done:
2
=
!0
cm
3
=
5
cm
4
=
85
cm
La carga
=1.+1.! 5
=
#+($$$
"#$%=&=/(∗)
%&
"#ec$b%&m&ento'
T
=
#)+$/
%&'cm"
'=$1=$+
L´
=
#"/
cm
''=1=+
L´´
=
##/
cm
#*/
cm
7+$
cm
6a4m:s:bl-
=
#1)+(#
%&
a
=
7/
cm
Calculamos L´ y L´´
Para la franja X ESFUERZO AL CORTE TOTAL
*="#$%(,2−$1,2) 6us
=
"70($#)$(//
%&
ESFUERZO AL CORTE EN 1 DIRECCION
'=(−$)/2
A´
=
*-="#$%('∗) 6u8
=
+"##/)(+/
%&
ESFUERZO A CORTE NOMINAL
=2'+2''
bo
=
*=*-/(∗∗)*$#0=1.√('3)
6u
=
")0+7
9
Diseño a Flexion
4=#$%('∗)∗(')/2 M4
=
*#+/$10)#/(+
%&
CUANTIA DE ACERO
=4/(∗%∗(ℎ−$/2) )
$=ℎ/2
As
=
"+)#0
cm"
As ;+$<
=
"")/(
cm"
As ;"$<
=
/)0(
cm"
L
=
#($
cm
ZAPATA RECTANGULAR METODO C.> Datos DL
=
70.00
ton
LL f´c fy
= = =
50.00
ton
350.00
kg/cm2
4200.00
kg/cm2
Columna
x x
b 30
Df
a 40 =
1.80
m
s
=
2.20
kg/cm2
")$$
%&'cm"
cm
Determinacion de la base
=0−33 ,3-4
=
Entonces la base:
=√((+)/)
.
=
"77)171
cm
.
=
"7/
cm
(0*)/
cm
=1.5∗ A
=
Para la direccion en X
*#$7=(−$)/2 (s$m&eno:
*#$7/ℎ2 1=*#$7+.15$ 8=/
6max
=
#0()*/
2 3
=
!0
cm
=
5
cm
4
=
85
cm
#)+"
9
"
T:?o I
.#
=
#01)*/
cm
4:s-@o
=
#)((
%&'cm"
$ $ 0$ 07=1∗ A -x:on
=
7#/++)*/
cm"
)
9
")"$
. M4
=
*/"*"$$
%&
fc4
=
"(()((
%&'cm"
fy4
=
(0/")#*
%&'cm"
B
=
$)$#"#
9
As
=
"7)"/
cm"
As ;+$<
=
#1)7$
cm"
-?a3ac:on
=
/")$$
cm
As ;"$<
=
7)+/
cm"
-?a3ac:on
=
#/+)*/
cm
6max
=
#$*)/
2
=
!0
cm
3 4
=
5
cm
=
85
cm
#)#1
9
"
T:?o I
Resistencia de calculo
3=('3)/1.5
%=%/1.15 9=4/(∗,2∗3)
=(:∗∗∗3)/%
Distribucion del 80
D:am-t3o ;´´ 1.00
As ;cm" 5.0*7
4- .a33as 3.8
4- .a33as 4
0.75
2.850
*.8
7
0.50
1.270
15.3
1*
;=(−2)/(< $$)
Distribucion del !0
D:am-t3o ;´´ 0.75
As ;cm" 2.850
4- .a33as 1.7
;=(−$−2)/(< $$)
4- .a33as 2
Para la direccion en Y
*#$7=(−)/2 (s$m&eno:
*#$7/ℎ2
$)"/"
A
Diseño a Flexion
1=*#$7+.15()
A#
=
##"
4:s-@o
=
#)((
%&'cm"
A -x:on
=
7##0$
cm"
$)$##1
9
$)"/"
=
$)$#""
As
=
#0)"$
cm"
=
7$
8=/ $ $ 0$ 07=1∗
9
4=1.(8∗ 07)∗1/2
M4
=
9=4/(∗,2∗3)
71#/"$$
%&
B
=
=∗((1−1.25)/(.>?−1.>!))
=(:∗∗∗3)/%
D:am-t3o ;´´
As ;cm"
4- .a33as
4- .a33as
0.75
2.850
5.7
*
;=(−2)/(< $$)
-?a3ac:on
cm
A
%&'cm"
")"$
%&'cm"
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