TransformerRobot Posted July 20, 2013 Posted July 20, 2013 Let me give you these figures first: -The loop is 4 lanes wide. -It's diameter is 60 feet. -It's circumference is 188.4 feet. -The rider is riding a 2000 CC motorcycle. How fast would he have to go to get through the loop?
John Cuthber Posted July 20, 2013 Posted July 20, 2013 Through the loop is easy and you can do that at any sensible speed. Round the loop is a bit more of a question. Incidentally, shouldn't it be 188.5 feet?
TransformerRobot Posted July 20, 2013 Author Posted July 20, 2013 No, because I calculated 188.4 feet. What do you mean by any "sensible" speed?
John Cuthber Posted July 20, 2013 Posted July 20, 2013 If you try to ride a motorbike at a very low speed- like walking pace or lower, it is difficult to maintain balance (unless you have a side car). And above about 100 MPH it's quite difficult to control. Anywhere between those speeds would be sensible. 60*3.141592 =188.4955..... Rather nearer to 188.5 than 188.4 Now you need to find out the difference between going through a loop and going round a loop.
tomgwyther Posted July 20, 2013 Posted July 20, 2013 Can you describe the 'loop' better, and what the bike is doing in/on/around it. Is the loop like a circular running track on the ground? is it a wall-of-death type loop? is it a vertical loop? How wide is one lane, how heavy is the bike, why does it have such a huge engine?
tomgwyther Posted July 20, 2013 Posted July 20, 2013 I found this rather useful site which deal with exactly the question you posed. http://physics.info/centripetal/practice.shtml My maths skills are pretty poor, but i reckon the bike will want to approach the loop at about 50Kph and be doing about 20Kph at the top of the loop.
TransformerRobot Posted July 20, 2013 Author Posted July 20, 2013 Then if the bike was going 200 km/h, how long would it take to exit the loop?
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