What is the key requirement for producing interference patterns with light?

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To produce interference patterns with light, it is essential to use monochromatic light, which consists of a single color and constant frequency. This type of light ensures that the two sources vibrate in unison, allowing for the formation of a fringe pattern on a screen after passing through two slits. Ordinary light from conventional sources does not suffice for this purpose, as it lacks the necessary coherence. The discussion references Thomas Young's 1801 experiment, which first demonstrated light interference. Understanding the requirement for monochromatic light is crucial for observing interference patterns effectively.
wakejosh
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Homework Statement


What characteristic of light is needed to produce interference patterns? ( like the grainly pattern of light demonstrated in lab)

The Attempt at a Solution


ok,, so i missed lab and did a makeup so I never saw what is being described. I am guessing that the grainy pattern of light means that it was destructive interference, but I am not sure. my guess would be that the only requirment is for the light to be Coherent Light, but I really don't know, can anyone point me in the right direction? thanks in advance.
 
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I found this in my book / on the web as well:

In 1801, Thomas Young successfully showed that light does produce a two-point source interference pattern. In order to produce such a pattern, monochromatic light must be used. Monochromatic light is light of a single color; by use of such light, the two sources will vibrate with the same frequency.

is this what I am looking for? would this mean the light needs to be Monochromatic?
 
Yes. You need monochromatic light (of constant frequency) to create what they call a 'fringe pattern' on a screen, after the light passes through two slits. Ordinary light (like that which comes from conventional light bulbs) would not work.

Thomas Young first did this in 1801, as you say, and first demonstrated interference of light. Google 'Thomas young double slit experiment' and you'll find a lot of things.
 
The book claims the answer is that all the magnitudes are the same because "the gravitational force on the penguin is the same". I'm having trouble understanding this. I thought the buoyant force was equal to the weight of the fluid displaced. Weight depends on mass which depends on density. Therefore, due to the differing densities the buoyant force will be different in each case? Is this incorrect?

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