I‘m kind of confused as to what to do on this problem. I know that ωo (k/m)^1/2 which is the natural frequency, but I‘m not sure what to do with it. Could someone give me a hand?A car’s front suspension has a natural frequency of 0.45 Hz. The car’s front shock absorbers are worn out, so they no longer adequately perform their function of damping out oscillations of the front of the car (i.e., assume thedamping constant b 0). (a) At what frequency do you expect that the frontsuspension will experience resonant vibration (i.e., at what frequency will the amplitude of the front of the car oscillate with maximum amplitude)? (b) Now, assume that the car is driving on a bumpy road with bumps spaced roughly 40m apart. At a certain speed, the driver notices that the car begins to shake violently. What is the car’s speed?
volcanic rock as far as i know. its a naturally occurring element in the earth
What Hillary needs to do is heavily tax those companies that are moving to India and China and leaving our workers without jobs. Do you blame them? Why do you think they are outsourcing? It's not just about cheap labor. It's also, getting sued, over regulation in the U.S., and raw materials. And taxing them more is not going to create more jobs. That theory does not work, it will in fact create less. As far as taxing the oil companies, sure. But it always ends up trickling down to the consumer in the end. So what progress does that make? Hillary doesn't ever make sense, nothing new.
For an underdamped system, such as a car with worn shocks, the max amplitude of the oscillation is at the natural frequency. This frequency is where external forces at the natural frequebcy will add energy to the system in phase and cause the amplitude to increase. a) 0.45 Hz b) The natural frequency would require that the car travel 40 m every 1/0.45 seconds dv*t at constant speed, so 40v/0.45 v40*0.45 m/s ___________________-
