PROBLEM: A public school is to be built in Baguio city. Due to lack of budget, there wasn't any soil test done on site. The building should consist of a basement for carpark. The following weight and height per floor is listed below:
kN | |
---|---|
Ground Flr | 1500 |
Second Flr to 4th Flr (typical) | 1800 |
Roof deck | 1000 |
FLOOR HEIGHT | meters |
---|---|
Fndtn to Basement | 2.50 |
Basement to Grnd Flr. | 4.00 |
Ground Flr to Roof Deck | 3.50 |
Determine the base shear.
SOLUTION:
Assuming the structure is a regular structure, the analysis to be used is static procedure with the following equations:
1. I = 1.50. For essential occupancy structures.
2. R = 8.50. For Special Reinforced Concrete Moment Frames.
3. For W: The building not being used as a warehouse, the total seismic load is the summation of the dead load above the Ground Floor.
W= 3 (1800) + 1000 [For 3 levels of 1800 from 2Flr to 4Flr + Roof deck weight]
= 6,400 kN
4. For T: The elastic fundamental period of the building uses the formula:
for reinforced concrete moment-resisting frames
hn is taken from the base (gradeline) to the top [disregard stories under the gradeline].
5. For Cv:
- Baguio city is located at Zone 4.
- Lack of soil analysis, Sd
where:
Seismic source type = A
Distance to known seismic source <=2km [since location is not found on map, and many faults surround the city, it can be assumed that source is very near.]
Thus:
Therefore:
CHECK WITH Vmax AND Vmin:
1.
where:
with Zone 4 and Soil Profile Type Sd
for <2km and Seismic source type A
Thus:
[Design V is ok]
2.
[Design V is ok]
3.
[Design V is ok]
RELATED ARTICLES:
Design Base Shear
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