concrete BEAM DESIGN.xls
description
Transcript of concrete BEAM DESIGN.xls
THIS PROGRAM WRITED BY:A.R.JAFARI;TEL:09123030170;ALL RIGHTS RESERVED
DESIGN OF RECTANGLE CONCRETE B (ACCORDING TO ACI-99 CODE)
ASSUMPTION:THE BEAM IS RECTINGLE SHAPE&WITHOUT COMPRESSION REINFORCEMENT
INPUT INFORMTION:
180
3000
16.08 (8TOR16)
b= 70 cm
h= 70 cm
d'= 5 cm
### kg-cm
OUTPUT INFORMATION
d=h-d'= 65 cm
0.00467
0.85
0.0217
0.0035 LESS THAN MINIMUM THAT REQUIRED ; NOT GOOD
3E+06 kg-cm >Mu ; OK
f'C= kg/cm2
FY= kg/cm2
AS= cm2
MU=
rmin=14/Fy=
B1=
rmax=0.75*0.85*B1*f"c/Fy*6000/(6000+Fy)=
r=AS/(b.d)=
MMAX=0.9r.Fy.b.d2.(1-0.59r.Fy/f"c)=
THIS PROGRAM WRITED BY:A.R.JAFARI;TEL:09123030170;ALL RIGHTS RESERVED
ASSUMPTION:THE BEAM IS RECTINGLE SHAPE&WITHOUT COMPRESSION REINFORCEMENT
DESIGN OF RECTANGLE CONCRETE B (ACCORDING TO ACI-99 CODE)
ASSUMPTION:THE BEAM IS RECTANGLE SHAPE&WITH COMPRESSION REINFORCEMENT
INPUT INFORMTION:
250
4000
26.95 (TENSION REINFORCEMENT)
4.62 (COMPRESSION.N REINFORCEMENT)
b= 25 cm
h= 50 cm
d'= 6 cm
d''= 6 cm
3E+06 kg-cm
OUTPUT INFORMATION
d=h-d'= 44 cm
0.85
0.00232
4000
0.0245
0.0227
0.0245
0.0042
Mn=A's.Fy(d-d'')+(As-A's).Fy[d-(As-A's)Fy/(1.7*f'c.b)]
4E+06 kg-cm
3E+06 kg-cm >Mu ; OK
f'C= kg/cm2
FY= kg/cm2
AS= cm2
A'S= cm2
MU=
B1=
v'sb=.003-d''/d(.003+vy)=
f'sb=MIN(Fy;ES.vsb)=
rmax=0.75*0.85*B1*f"c/Fy*6000/(6000+Fy)+r'.f'sb/fy=
rmin=r'+0.85*B1*.003/(.003-vy)*d''/d*f'c/fy=
r=AS/(b.d)=
r'=A'S/(b.d)=
Mn=
MUMAX=0.9Mn=
DESIGN OF ((T)) CONCRETE B (ACCORDING TO ACI-99 CODE)
ASSUMPTION:THE BEAM IS ((T)) SHAPE
INPUT INFORMTION:
200
4000
48 (TENSION REINFORCEMENT)
25 cm
70 cm
h= 75 cm
d'= 10 cm
t= 15 cm
3E+06 kg-cm
OUTPUT INFORMATION
d=h-d'= 65 cm
0.85
16.1 >t SECTION ACT AS A ((T)) BEAM
Asf=0.85f'c(bE-bw).t/Fy= 28.69 cm2
sf.Fy(d-t/2)+(As-Asf).Fy.[d-(As-Asf).Fy/(1.7.f'c.bw)= 1E+07 kg-cm
1E+07 >Mumax OK
0.030
0.0295 not good
5.6875 <As OK
f'C= kg/cm2
FY= kg/cm2
AS= cm2
bW=
bE=
MUmax=
B1=
a=AS.Fy/(0.85f'c.bE)=
Mu=
r=AS/(bW.d)=
rmax=0.75*(rb+rf)=0.75*0.85*b1.f'c/Fy*.003/(.003+vy)+0.75rf=
ASMIN=14/Fy*bw.d= cm2
DESIGN OF ((T)) CONCRETE BE (ACCORDING TO ACI-99 CODE)
ASSUMPTION:THE BEAM IS ((T)) SHAPE&WITH COMPRESSION REINFORCEMENT
INPUT INFORMTION:
250
4000
40 cm
20 cm
h= 40 cm
d'= 6 cm
d"= 6 cm
t= 10 cm
3E+06 kg-cm
OUTPUT INFORMATION
d=h-d'= 34 cm
0.85
CALCULATE MAXIMUM MOMENT THAT SECTION WITHOUT COMPRESSION REINFORCING BEARS
20.4 cm
17.3 cm
26.22 19.67
a= 14.25 cm
1821216 kg-cm <Mumax REQUIRE TO COMPRESSION REINFORCING
umax= Mu!+Mu2 Mu2= 1E+06 kg-cm
v 's=.003*(x-d'')/x= 0.00193
f's= 3853 kg/cm2
A's=Mu2/[0.9*f's.(d-d''')]= 12.71 cm2 COMPRESSION REINFORCING
As1=Mu2/[0.9*fy.(d-d''')]= 12.24 cm2
As=Asmax+As1= 31.91 cm2 TENSILE REINFORCING
f'C= kg/cm2
FY= kg/cm2
bW=
bE=
MUmax=
B1=
xb=d*.003/(.003+vy)=
ab=B1.xb=
Asb.Fy=0.85f'c.(AREA OF STRESS BLOCK)
Asb= cm2 Asmax=0.75*Asb= cm2
MU1=
DESIGN OF RECTANGLE CONCRETE BEAMS FOR SHE (ACCORDING TO ACI-99 CODE)
ASSUMPTION:THE BEAM IS RECTANGLE SHAPE&SHEAR BARS IS VERTICAL
INPUT INFORMTION:
200
4000
0.89 TOTAL AREA OF SHEAR REINFORCEMENT
S= 10 cm DISTANCE BETWEEN SHEAR REINFPRCEMENTS
b= 25 cm
h= 40 cm
d'= 4.5 cm
15283 kg
0 kg AXIAL LOAD
OUTPUT INFORMATION
d=h-d'= 35.5 cm
17980 kg
(FOR COMPRESSIVE AXIAL LOAD)
(FOR TENSILE AXIAL LOAD)
6652 kg
11328 kg
0.089
0.080 >Av/S OK
0.022 v/S OK
0.187 >Av/S OK
0.094 >Av/S
S<60cm OK
S<d/2 OK
f'C= kg/cm2
FY= kg/cm2
AV= cm2
VU=
NU=
(NU FOR COMPRESSIVE LOADS ASSIGN POSITIVE)
Vn=Vu/0.85=
Vn=Vs+Vc
VC=0.53(1+NU/(140Ag)f'C0.5.b.d
VC=0
VC=
VS=Vn-VC=
AV/S>VS/(Fy.d)
AV/S= cm2/cm
VS/(Fy.d)= cm2/cm
MIN AV/S=3.5*b/Fy= cm2/cm
MAX AV/S=2.12f'C0.5.b/Fy= cm2/cm
1.06f'c0.5b/Fy= cm2/cm