- #1
Vitani1
- 51
- 9
- Homework Statement
- In an alternative universe, the Planck’s constant h= 6.625x103 J •s . A resident of the universe, stands in front of a window made of two narrow parallel slits 0.6 m apart and throws tiny golf balls (m = 66.25 g), one at a time, at the slits with a speed of 5 m/s. A wall is 12 m behind the window.
(a)Describe the pattern you expect to see on the wall as the number of golf balls hitting the wall increases.
(b)Calculate the distance between neighboring golf ball fringes on the wall.
- Relevant Equations
- lambda = h/p
It's straightforward to calculate the wavelength of the balls which is 20,000m. I said that because this is the case and then the pattern must not be a an interference pattern as with electrons.
The second question relies on the formula d = n(lambda)/2. Setting n = 1 for two golf balls will give me 10,000m.
I am asking for help because these are large numbers. Obviously I don't want the answer but just some feedback.
Thanks,
John
The second question relies on the formula d = n(lambda)/2. Setting n = 1 for two golf balls will give me 10,000m.
I am asking for help because these are large numbers. Obviously I don't want the answer but just some feedback.
Thanks,
John