Young's Double Slit Experiment w/ White Light & Water

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Homework Help Overview

The discussion revolves around Young's double slit experiment, specifically focusing on the implications of using white light as a source and conducting the experiment in water. Participants explore the effects on fringe patterns and distances associated with the nth fringe.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • The original poster questions the outcome of using white light, considering whether it would produce a spectrum of colors due to the different wavelengths. They also inquire about the effect of water on the distance of the nth fringe from the center fringe.
  • Some participants confirm the original poster's reasoning regarding the overlapping patterns produced by different wavelengths and the decrease in fringe distance when the experiment is conducted in water.
  • There is a focus on clarifying terminology related to the distance of the nth fringe, with participants discussing the appropriate naming conventions.

Discussion Status

The discussion includes confirmations of the original poster's thoughts on the effects of white light and water. Participants are engaged in clarifying terminology and exploring the relationships between fringe distances and their definitions. There is no explicit consensus, but productive dialogue is occurring around the concepts presented.

Contextual Notes

Participants are navigating terminology related to fringe distances and are considering the implications of changing mediums on wavelength and fringe patterns. The original poster expresses concern about clarity in their questions due to language barriers.

songoku
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Homework Statement


1. What will happen if we use white light as the source of young's double slit experiment?
2. If the experiment is done in water, what will the effect to the yn? yn is the distance of nth fringe from center fringe.


Homework Equations


d sin θ = nλ
d y/D = nλ

The Attempt at a Solution


1.
I'm not really sure. Will we get some colors of light on the screen like dispersion by prism? If yes, why? Is it because white light consists of several color so each of the color will make different interference pattern because of the difference of wavelength?

2.
The value of yn will decrease because the wavelength will decrease. Am I right?

Thanks

NB : Is there a term for yn? We call the separation of adjacent fringes is fringe separation, so what is the term for the distance of nth fringe from center bright?
 
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Your answer to number one is correct,each wavelength will produce its own pattern and all the patterns will overlap.
Your answer to number two is correct.
If you know the equation for fringe separation you can easily answer the question you set in your footnote.
 
Hi Dadface

Equation for fringe separation :

w = λD/d, but what is the relation to the term of yn?

Thanks
 
Hello songoku, distance from centre of the first order fringes =1*w,distance from centre of second order fringes=2*w and so on.For the nth order fringes distance =nw.
 
Hi Dadface

hm...maybe I don't state the question clearly because of my poor English. I'm not looking for the formula, but I want to know what the "name" for yn is. Like what I wrote before :
the separation of adjacent fringes = fringe separation

yn = distance from center bright to nth fringe = ...? maybe it is called nth fringe?

Thanks
 
The formula for yn is given by
yn = n*d*lamda/D, where d is the slit width and D is the distance between slit and the screen.
Now what happens to the wavelength when the light travels from air to water?
 
songoku said:
Hi Dadface

hm...maybe I don't state the question clearly because of my poor English. I'm not looking for the formula, but I want to know what the "name" for yn is. Like what I wrote before :
the separation of adjacent fringes = fringe separation

yn = distance from center bright to nth fringe = ...? maybe it is called nth fringe?

Thanks

You can call it the nth bright fringe.To be more precise the central fringe is called the "zero order fringe".The two bright fringes either side of that are called the "first order bright fringes"and so on.Your question was referring to one of the "nth order bright fringes"
 
Hi rl.bhat and Dadface

Thanks a lot !
 

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