London Bridge Is Falling Down
CSEF · 2006 Structural Capability & Strength of Materials (Junior Division Only)
Overview
Objectives/Goals To design a truss structure based on equilateral, scalene, and isosceles triangles to determine the strength and the architectural benfits of the different triangles. Methods/Materials To test my hypothesis, I first had to build the nine trusses that consisted of three trusses based on equilateral triangles, another three based on isosceles triangles, and another three on scalene triangles. To build these trusses I had to build the truss sides and then connect it to another truss side with three base popsicle sticks and two popsicle sticks on top. I also made the control group from two overlapping popsicle sticks glued together. When the trusses were finished I then conducted the experiment. To do this I had to take two level supports set the trusses on it one at a time and tie two pieces of nylon line on the middle joint of both truss sides. Then I began gradually adding 250 ml to 1,000 ml of H2O until the truss hit its fullest weight capacity and broke. I did the above for each of the nine trusses and then analyzed the results. Results The trials below consist of 2 trusses so that the structure could stand upright. Altogether I constructed and tested 27 trusses. Below are the results of each set of 2 trusses. ex:scalene trusses trial # 1 held 9,000 ml of water. Control Group Scalene Trusses Equilateral Trusses Isosceles Trusses ml H20 ml H20 ml H20 ml H20 Trial 1 1,000 Trial 1 9,000 Trial 1 16,000 Trial 1 14,000 Trial 2 3,797 Trial 2 11,336 Trial 2 15,625 Trial 2 9,647 Trial 3 5,000 Trial 3 6,000 Trial 3 12,000 Trial 3 13,253 Avg 3265.67 Avg 8778.67 Avg 14541.67 Avg 12300.00 Conclusions/Discussion From the results I concluded that the truss based on equilateral triangles can support the least amount of weight (not including the control group). I can also conclude that the isosceles truss can support the most amount of weight. I could list the reasons but I don't have enough room.
Summary statement
Which type of triangle supports the truss with the most benificial results.
Help received
mom helped me tie the trusses;Dad helped me type
Competition history
- CSEF 2006
Resources
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Source: California Science & Engineering Fair public projects