Particle diffraction experiments have been done with various particles. The particle produce a pattern on a screen; the pattern is centered about the direction in which the particles approached the diffraction grating. A beam of carbon-60 molecules (each contains 60 carbon molecules) is sent through a diffraction grating; the spacing between adjacent slits is 100 nm. The mass of each molecule is 1.20× 10−24 kg and the speeds with which they approached the grating is 220 m/s. Determine the angles at which the first order bright spots on the screen appear. The angles are small but can be detected.
Particle diffraction experiments have been done with various particles. The particle produce a pattern on a...
In the physics we have Helium-Neon lasers that produce a wavelength of 632 nm. Suppose that we have a diffraction grating that is unlabeled (so we don’t know its slit spacing) and a violet laser pointer whose wavelength we wish to determine. We then shine the Helium-Neon laser on the grating, project the diffraction pattern onto a screen that is 1.00 m from the grating and measure the positions of the diffraction maxima on the screen. Next we remove the...
Q5M.8 Consider particles of fine soot 100 nm in diameter, each consisting of roughly 10° carbon atoms (the mass of a carbon atom is about 12.01 u, where 1 u 1.67 x 10 Imagine a beam of such particles moving at 1 mm/s. (a) What would the beam's de Broglie wavelength be? (b) Imagine that we manage to send the beam through two slits 150 nm wide and 300 nm apart. To separate "bright spots" of the soot-particle interference pattern...
33.7 One of the most compelling demonstrations of wave- particle ualiy is the wave-like interference pattern displayed by electrons (which otherwise behave like a particle) when passing throu pair of double slits. If a beam of electrons is created by a ating them from rest through a potential difference of just 500v and this beam is trained on a pair of slits 10 um apart with a de tor 1 m behind the slits, what is the separation between adjace...
1. If light with a frequency below the cutoff frequency for a certain metal hits that metal: Question 1 options: electrons will be ejected after the intensity of the light reaches a certain value no electrons will be ejected electrons will be ejected, but will fall back to the metal the light will be re-radiated by the metal I don't know. 2. One electron-volt is equivalent to Question 2 options: 1 J 1 V 1.6 x 10^-19 J 1.6 x...