Once the can sheet is flattened stick the Fibonacci spiral paper on the metal can sheet using paper glue. Flatten the can using a mallet or hammer. Using a metal scissor cut the can along the seam of the can. Remove the mixing components in the can such as marbles and let the can dry. Use a hacksaw blade to cut the top of the can. The top of the can can not be opened using a can opener since the can opener cannot fit properly. Cut open the bottom of the can using a normal can opener. Make sure the can is empty by pressing the nozzle cap. I am using a standard 400ml spraying can and there is plenty of free space after wrapping the paper on the can. First, wrap the Fibonacci curve drawn on paper on the empty spraying can to check if it fits properly. I came across an empty spraying can and experimented on it and was pretty much successful, so let's get started. The solution that came to be was to use a 1mm plexiglass sheet but cutting the sheet into a spiral was a big hurdle. This is the step that took a lot of time since I had to search for different materials. The spiral needle needs to be lightweight as well as stiff. Can you solve this riddle? Fibonacci spiral is extensively used in art and photography. How many rabbits will there be in one year? The answer to this riddle gave birth to the Fibonacci sequence. The send one was an answer to a popular number riddle: If a pair of rabbits, male and female, can mate and every month their offspring produce a pair of male and female rabbits. Fibonacci popularized the Hindu–Arabic numeral system in the Western world primarily through his book Liber Abaci (Book of Calculation). So far we have talked about the Fibonacci sequence and Fibonacci spiral but what/who is Fibonacci? Leonardo of Pisa, called Fibonacci, was a medieval mathematician (1170 – c. 1240).įibonacci is famous for two major contributions to the mathematical world. A Fibonacci spiral gets wider or gets further away from the center for every quarter turn it makes. The Fibonacci spiral is a spiral that is built by constructing arcs that connect the points of these squares based on the Fibonacci sequence that is assembled in a spiral pattern. Fibonacci numbers form a sequence such that each number is the sum of the two preceding ones, starting from 0 and 1. Before understanding the Fibonacci spiral we need to understand the Fibonacci number and Fibonacci sequence.
0 Comments
Leave a Reply. |
AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |