Background
The
goal of this assignment was to design and construct the best possible bridge that
was both strong and cost efficient. At
the end of the 10 weeks a competition would be held to determine which bridge
had the best weight to cost ratio (efficiency). A key factor in the design process
was strength, basically, how to manipulate the Knex to be as strong as possible.
This was determined individually by each
team. Since the cost of each Knex piece was set at the beginning it was important
to decide on a way to approach the task. As a team we decided that best way to
go about the design process was to make the strongest bridge, and then make
changes to lower the cost. Overall, the main goal was to build the lowest cost
bridge that held the most weight.
Design
process
During
the project, and in the early stages of designing, the main goals of the
project remained relatively the same. Since it was more difficult to monitor
cost we decided to focus mainly on this aspect because it was the ratio that
would win the competition not the amount of weight held by the bridge.
During
this term, we used different tools to help us make better decisions and learn
about the bridge design and construction process. The West Point Bridge
Designer Program (WPBD) mainly helped with the understanding how different
bridges reacts to loads. It also displayed where the bridge would potentially
fail when we tested it by showing the tension and compression forces. Truss
Analysis was a good tool to use to show how different angles create different
forces and showed that the larger the angle the greater the force. Lastly
making individual bridges allowed for each team member to experiment individually
and come up with new ideas.
Our
final design was motivated by being different in both technical and aesthetic
aspects. The bridge featured a bottom cross-section for reason of adding
strength. The elevation view included that of an incomplete cross section,
where an additional member runs correspondingly in a primary Howe truss. Unlike
the Howe design, both sides mirrored the other. The incomplete cross-section
was incorporated for the sole reason of cutting costs while still providing
weight displacement along the bridge. Nevertheless, complete cross-sections
were added to the bridge ends to prevent compressed failure. Middle horizontal
beams were also added for strength purposes.
The
only way that our final design was modified was during construction. We
realized that the ‘x’ shaped connection that we had in the middle bottom
connection was going to conflict with the testing apparatus so that needed to
be removed. Before the competition, we predicted our load at failure to be
around 20 pounds. In the end, our bridge failed at 9.8 pounds.
Testing
Results
The 36” bridge failed at only 9.8 lbs., under less weight than predicted. This early failure can be attributed to many mistakes. These mistakes are made clear in the video of our bridge being tested (which can be found either on the Drexel Bridge Design Blog dashboard or on the Bridge testing page). After watching this video, it is clear that the X cross-sections should not have been removed. These beams were removed to lower cost which ultimately caused its early failure. The bridge, as seen in the video, failed more toward the center. This shows that the bridge was not able to disperse the weight of the sand outward. Basically the bridge was structurally weak at the center most likely due to exclusion of the X cross-section. Another error that attributed to the failure of the bridge was the fashion in which the sand was placed into the bucket. The sand should have been placed slowly and evenly into the bucket so that it did not sway and wobble. I believed this put uneven pressure on the bridge which also could have attributed to its early failure.
Conclusion
The 36” bridge failed at only 9.8 lbs., under less weight than predicted. This early failure can be attributed to many mistakes. These mistakes are made clear in the video of our bridge being tested (which can be found either on the Drexel Bridge Design Blog dashboard or on the Bridge testing page). After watching this video, it is clear that the X cross-sections should not have been removed. These beams were removed to lower cost which ultimately caused its early failure. The bridge, as seen in the video, failed more toward the center. This shows that the bridge was not able to disperse the weight of the sand outward. Basically the bridge was structurally weak at the center most likely due to exclusion of the X cross-section. Another error that attributed to the failure of the bridge was the fashion in which the sand was placed into the bucket. The sand should have been placed slowly and evenly into the bucket so that it did not sway and wobble. I believed this put uneven pressure on the bridge which also could have attributed to its early failure.
Conclusion
The
final bridge design did not function as predicted. Not only did it not hold as
much as predicted but it also broke in an unexpected spot. The 36” bridge
failed under less weight than predicted. The prediction weight was 10lbs while,
during the experiment the bridge failed under just 9.8 lbs. This is less weight
than our initial bridge held. The final bridge design should have
been our initial and vise a versa because our first design held more weight
than our final. The ratio of actual cost to pound held for our final
bridge was higher than our initial bridge, since the final bridge cost was the
same as the initial but the initial bridge was a foot shorter.
Future work
Our final bridge design had some good ideas. If these ideas were morphed with our first bridge design the bridge would have been able to support more weight. The aspects included would be an under truss, as well as X cross-sections, which were both utilized in the first bridge design. The middle support beams in the second bridge would also be utilized. The under truss distributed the weight of the sand outward allowing the bridge to hold more weight. The X cross-sections on the sides of the bridge would make the center more structurally sound and would keep the bridge from twisting. The middle support beams would also help disperse the weight and make the center stronger. While combining these aspects would increase the overall price, the bridge able to hold more weight.
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