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Analyze and design a steel building to 10T CRANE as per IS standard code in TEKLA STRUCTURAL DESIGNER. Refer the attached plan and elevation. Provide bracings and moment connection for lateral stability. Consider dead, live, equipment and wind loading. Consider the brick wall loading for 150mm thick and 1.5 KN per…
Punitharanganathan M
updated on 17 Jun 2022
Analyze and design a steel building to 10T CRANE as per IS standard code in TEKLA STRUCTURAL DESIGNER. Refer the attached plan and elevation. Provide bracings and moment connection for lateral stability.
Consider dead, live, equipment and wind loading. Consider the brick wall loading for 150mm thick and 1.5 KN per sq m for wall and roof cladding.
Assume wind loading basic speed as 39m/s
Report of each member to be generated and extract drawings of structural plans from the software.
AIM :
To Analyze and design a steel building to 10T CRANE as per IS standard code in TEKLA STRUCTURAL DESIGNER. Refer the attached plan and elevation. Provide bracings and moment connection for lateral stability.
INTRODUCTION :
Tekla Structures is used in the construction industry for steel and concrete detailing, precast and cast in-situ. The software enables users to create and manage 3D structural models in concrete or steel, and guides them through the process from concept to fabrication.
Tekla Structures is a building information modeling software able to model structures that incorporate different kinds of building materials, including steel, concrete, timber and glass.
Tekla Structures is used in the construction industry for steel and concrete detailing, precast and cast in-situ. The software enables users to create and manage 3D structural models in concrete or steel, and guides them through the process from concept to fabrication.[7] The process of shop drawing creation is automated. It is available in different configurations and localized environments
PROCEDURE :
STEP :1
STEP :2
STEP :3
CALCULATION OF DEAD LOADS :
Floor height
---------------------------------------------- X --------------------------------------------------------------------------- X -----------------------------------------------------------
Calculation of Imposed load :
---------------------------------------------- X --------------------------------------------------------------------------- X -----------------------------------------------------------
Calculation of crane load :
GIVEN :
SOLUTION:
1.) Maximum wheel Ioad
Taking Moment about B
(RA X 20) - (135 X 19) - (8 X 20 X 10) = 0
RA = 208.25 KN
Taking Moment about A
RB = 295 - 208.25 = 86.75
RB = 86.75 KN
RA + RB = 295 KN |
The reaction of the crane gider is distributed equally on two wheel at the end of the crane girder.
Maximum wheel load on each wheel of crane (RA/2) = 208.25/2 = 104.12 KN
2.) Maximum Bending Moment:
Assume self-weight of gantry girder as 1.5 KN/m
Assume self-weight of rail as 0.3 KN/m
Total dead load = 0.3 + 1.5 = 1.8 KN/m
At D :
(RC X 6) = 104.12 X (2.25+3) + 104.12 X 2.25
RC = 130.15 KN
At C :
RD = 78.09 KN
RC + RD = 208.24 KN |
Bending Moment under a wheel load due to live load
RD X 2 = 78.09 X 2 = 156.18 KNm
Bending moment due to impact = 0.10 X 156.182 ( 10 % due to M.o.T)
= 15.61 KN m
Total bending moment due to live load and impact load = 171.79 + 8.1 = 179.89 KNm
Bending moment due to dead load WI^2/8 = 1.8 X (6 x 6) /8 = 8.1 KNm
Maximum bending moment = 179.89 + 8.1 = 187.99 KN m
3.) Maximum shear force:
At D :
(RC X 6) - (104.125 x 6) - (104.125 x 3) = 0
RC = 156.18 KN
Hence the Maximum shear force due to wheel load is = 156.18 KN
Lateral Forces :
Lateral force transverse to rails = 5% of the weight of crab and weight lifted
= 0.05 x (35+10)
= 2.25 KN
Lateral forces each wheel F1 = 2.25/2 = 1.125 KN
Maximum horizontal reaction due to lateralforce by proportion at C
= Lateral force x reaction at c due to vertical load / Maximum wheel load due to vertical load
= 1.125 x 156.18 / 104.12
= 1.68 KN
Horizontal reaction due to lateral force by proportion at D
2.25 - 1.68 = 0.57 KN
Bending moment due to lateral load = (1.125 / 104.12) X 130.15
= 1.406 KNm
---------------------------------------------- X --------------------------------------------------------------------------- X -----------------------------------------------------------
Calculation of WIND load :
Given Data :
STEP :1
EXTERNAL PRESSURE CO-EFFICIENT (Cpe)
As per the IS 875 Part 3, Table 5
Building height ratio
Building height ratio = 1/2<h/w<3/2
= 0.5<0.43<1.5
Therefore, the building plan ratio = 1<l/w<3/2
= 1<2.36<1.5
Hence the plan we choose is given below
STEP :2
Finding the Factors (k1, k2, k3, k4)
k1:
From Table 1 for the basic wind speed for 39 m/s,
Risk Coeffiecent, K1 = 1.0
K2 :
From Table 2,
10m height = 1 for terrain category 2
15m height = 1.05
by using the interpolation method,
k2 = 1.02
K3:
Topography factor, k3 = 1 (from clause 6.3.3)
K4:
Importance factor K4 = 1.15 (from Clause 6.3.4)
STEP :3
Vz=Vb x k1 x k2 x k3 x k4
= 39x1x1.02x1x1.15
= 45.747 m/s
STEP :4
Pz = 0.6 Vz^2
= 0.6 x 45.747^2
= 1255.6728 n/sq.m
= 1.2556 kn/sq.m
STEP :5
Wind direction (up to roof level)
1.) Wind direction along y- direction (Face C & D):
Cpe + | Cpi - | |
Height of the building | 16.5m | 16.5m |
External pressure co-efficient Cpe | -0.6 | -0.6 |
Internal pressure co-efficient Cpe | 0.7 | -0.7 |
Net pressure co-efficient Cp = Cpe - Cpi | 1.3 | 0.1 |
Design wind pressure, Pz | 1.2 | 1.2 |
Wind load on Wall (Cp x Cz) Kn/m^2 | -1.625 | 0.125 |
2.) Wind direction along X- direction (Face A):
Cpe + | Cpi - | |
Height of the building | 16.5m | 16.5m |
External pressure co-efficient Cpe | 0.7 | 0.7 |
Internal pressure co-efficient Cpe | 0.7 | -0.7 |
Net pressure co-efficient Cp = Cpe - Cpi | 0 | 1.4 |
Design wind pressure, Pz | 1.2 | 1.2 |
Wind load on Wall (Cp x Cz) Kn/m^2 | 0 | 1.75 |
3.) Wind direction along X- direction (Face B):
Cpe + | Cpi - | |
Height of the building | 16.5m | 16.5m |
External pressure co-efficient Cpe | -0.25 | -0.25 |
Internal pressure co-efficient Cpe | 0.7 | -0.7 |
Net pressure co-efficient Cp = Cpe - Cpi | -0.95 | 0.45 |
Design wind pressure, Pz | 1.2 | 1.2 |
Wind load on Wall (Cp x Cz) Kn/m^2 | -1.187 | 0.562 |
STEP :6
Roof Calculation:
W.k.t
h/w = 0.6
In order external coefficient from the table 6
Slope = Sin theta = opp/hyp
= 2.813/8.939
theta = 18.34
by using interpolation method
(18.34-10)/ (20-10) = (x+1.2)/(-1.4+1.2)
therefore, x =-1.36
Similarly
(18.34-10)/(20-10) = (x+0.4)/(-0.4+1.4)
X = -1.24
Hence, EF = -1.36
FG = -1.24
STEP :7
1.) Wind direction along Y- direction (Face EF):
Cpe + | Cpi - | |
Height of the building | 16.5m | 16.5m |
External pressure co-efficient Cpe | -0.4 | -0.4 |
Internal pressure co-efficient Cpe | 0.7 | -0.7 |
Net pressure co-efficient Cp = Cpe - Cpi | -1.1 | 0.3 |
Design wind pressure, Pz | 1.2 | 1.2 |
Wind load on Wall (Cp x Cz) Kn/m^2 | -1.375 | 0.375 |
2.) Wind direction along y- direction (Face GH):
Cpe + | Cpi - | |
Height of the building | 16.5m | 16.5m |
External pressure co-efficient Cpe | -0.4 | -0.4 |
Internal pressure co-efficient Cpe | 0.7 | 0.7 |
Net pressure co-efficient Cp = Cpe - Cpi | -1.1 | -0.3 |
Design wind pressure, Pz | 1.2 | 1.2 |
Wind load on Wall (Cp x Cz) Kn/m^2 | -1.375 | 0.325 |
APPLY THE LOAD ON TSD :
Step :2
Step :3
Step :4
Step :5
RESULT :
Analyze and design a steel building to 10T CRANE as per IS standard code in TEKLA STRUCTURAL DESIGNER. Refer the attached plan and elevation. Provide bracings and moment connection for lateral stability.
As per the question, the model and calculation as been doned sucessfully
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