Sketch and explain the pattern that would have been on the screen of a single-slit setup if light behaved ONLY AS PARTICLES.
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Sketch and explain the pattern that would have been on the screen of a single-slit setup if light behaved ONLY AS PARTICLES.
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- 450 nm light from a Helium-Neon laser is incident on two tiny slits that are 6.5 μm apart, forming bright and dark fringes ona. screen 89 cm away. How far from the central bright fringe is the next bright fringe? Simplify your answer so that it doesn't have any trig functions in it. PLEASE PLEASE draw the situation/diagram and define variables Thank you!Consider shining light of a single frequency through two slits. The light makes an interference pattern of light and dark fringes on a screen behind the slits. If we now repeat the experiment under water, with the same frequency light, what will be different? Be as specific as you can be. (The entire apparatus is under water: light, slits, and screen.)Suppose that a thin piece of glass were placed in front of the lower slit in a double-slit apparatus so that the amplitude for a photon of wavelength λ to reach that slit differs in phase by 180 degrees with the amplitude to reach the top slit. What is the minimum thickness of the glass required, assuming the index of refraction for the glass is n?
- Discuss the single slit diffraction pattern.Circle and correct the statements below that are false about diffraction. Justify your corrections. (a) Diffraction of light is evidence that we can treat light as a particle. (b) For single slit diffraction, constructive interference of light will present as dark spots on screen. (c) For single slit diffraction, as the wavelength of the light decreases, the diffraction pattern shrinks with all fringes getting narrower. (d) When λ/w is large in this scenario [λ >> w], there are little to no effects of diffraction observed. (e) All of the above statements are true.What are some differences between brightfield and phase contrast microscopy? Discuss the pros and cons of using each.
- Calculate the wavelength of light in a double slit experiment if the 3rd bright fringe is located 1.6 cm away from the centre of the screen positioned 10 m away from two slits 1 mm apart. Provide your answer in nanometers (nm).What would you observe if you made the slit separation very very large (assuming you still had a coherent source that could still pass through both slits). Comment on how this is different from the single slit experiment.Light of a wavelength of 620nm is incident upon a screen that has two slits cut into it. On the far side of the slits you observe the first order fringes located at an angle of 0.45o from the central fringe when the light hits a screen. What is the separation of the slits? (Give your answer in x10-6m to 1 decimal place.)