Recent content by tauristar

  1. T

    Calculate the recoil momentum and kinetic energy of the atom

    so the velocity is (3.42e-24 kg m /s)(1/9.27e-27)= 36.7 m/s I know i close but not sure how to finish it off oh i just need to convert!
  2. T

    Calculate the recoil momentum and kinetic energy of the atom

    I can't seem to find that information out
  3. T

    Calculate the recoil momentum and kinetic energy of the atom

    (6400 eV/c)(c/1eV)(5.34e-28 kg m/s)= 3.42e-24 kg m /s
  4. T

    Calculate the recoil momentum and kinetic energy of the atom

    I thought it was p=E/c and E (energy of the photon) is 6.4 keV which would give me p=6.4 keV/c
  5. T

    Calculate the recoil momentum and kinetic energy of the atom

    6.4 keV = 9.3E-26 kg v v= (6.4 keV)/(9.3E-26 kg) = 6.88E28 ev/kg
  6. T

    Calculate the recoil momentum and kinetic energy of the atom

    p=mv if I plug in what i found for p then I get v= 6.88e28 eV/kg
  7. T

    Calculate the recoil momentum and kinetic energy of the atom

    classical mechanics Ki+Ui=Kf-Uf so (1/2) m vi^2 + mgyi = (1/2) m vf^2 + mgyf initial Ki=0 the Ui and Uf are zero so that doesn't leave me with anything useful
  8. T

    Calculate the recoil momentum and kinetic energy of the atom

    Not sure what to use. pc/E=v/c --> v=pc^2/E so then v= (6.4 kev/c)c^2/(6.4 kev) --> v=c I feel like I'm going around in circles I have no clue what to do and I've been working on this for two days I just don't get this stuff. I feel like I'm missing a big piece of the puzzle and I just don't...
  9. T

    Calculate the recoil momentum and kinetic energy of the atom

    I tried going that route using P=E/c so P=6.4 kev/c now what...?
  10. T

    Calculate the recoil momentum and kinetic energy of the atom

    Homework Statement Suppose an atom of iron at rest emits an X-ray photon of energy 6.4 keV. Calculate the “recoil” momentum and kinetic energy of the atom. (Hint: Do you expect to need classical or relativistic kinetic energy for the atom? Is the kinetic energy likely to be much smaller than...
  11. T

    Constant speed vs. repeated acceleration

    I believe it is important since fuel efficiency tends to decline at the higher speeds, so if the average of one method is 60mph and the other is 30mph then the lower average speed will save more fuel. Is this correct?
  12. T

    Constant speed vs. repeated acceleration

    No it is not homework. My guess is if the vehicle is switched off, those friction losses will eventually bring the vehicle to a stop, however, during the stopping process NO fuel is used. During acceleration back to the same speed, you are again battling friction losses, but at the same time you...
  13. T

    Constant speed vs. repeated acceleration

    Assuming only air friction, do you think it is equally as energy efficient to reach a destination in a vehicle traveling a constant 60 MPH as it is to reach that destination through repeated accelerating to 60 MPH and allowing the vehicle to coast to a stop? That is, you accelerate to 60, then...
Back
Top