Originally posted by: Jeff7
For the lever question, I was also taught to model distributed masses as points for the sake of the FBD moment calculations. For that problem, it would be a 1:5 distance ratio, not 1:3.Originally posted by: DrPizza
And, (correct me if I'm mistaken), the two masses balanced on a lever resting on a fulcrum. The one on the left is 300kg. The "correct" answer is 100kg. I disagree. It's been 20 years since I've done such problems, but I thought center of mass was used, in which case the one on the right was 5 times as far away, not 3 times as far away. (Darn those profs who spent too much time on "point masses" and not enough on real world masses!"
- The naturally aspirated engine - don't know a thing about how engines work. I thought it'd be suction from the piston going down. Technically I guess you could say that suction doesn't really exist, and that it's always just outward pressure pushing in.
Originally posted by: jagec
Originally posted by: Jeff7
For the lever question, I was also taught to model distributed masses as points for the sake of the FBD moment calculations. For that problem, it would be a 1:5 distance ratio, not 1:3.Originally posted by: DrPizza
And, (correct me if I'm mistaken), the two masses balanced on a lever resting on a fulcrum. The one on the left is 300kg. The "correct" answer is 100kg. I disagree. It's been 20 years since I've done such problems, but I thought center of mass was used, in which case the one on the right was 5 times as far away, not 3 times as far away. (Darn those profs who spent too much time on "point masses" and not enough on real world masses!"
- The naturally aspirated engine - don't know a thing about how engines work. I thought it'd be suction from the piston going down. Technically I guess you could say that suction doesn't really exist, and that it's always just outward pressure pushing in.
Another thing that bugged me about the balance was that when weights (especially tall weights) are put on a beam like that, the "balance point" will change depending on the initial tilt. I'd rather see one of these, which compensates for that problem. And I agree, it should be 1:5. I think I got that one wrong, because I picked the closest answer to 1:5.
The "suction" thing was a trick question. I got it right, but it's still a trick question.
Originally posted by: DrPizza
Anyone have an answer yet regarding the incorrect question? (balancing masses)