Fresnel Biprism Equation Derviation-

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The discussion centers on deriving the Fresnel Biprism equation d = (d1 * d2)^1/2, which relates to the actual separation of virtual slits in the Fresnel Biprism Experiment. The user seeks guidance on how to derive this formula, noting its connection to the simple lens formula. Key points include the relationship between image and object distances in two lens positions, expressed through ratios involving separation. The user expresses gratitude for any assistance and indicates that the provided information helps them understand where to begin their derivation. Overall, the thread highlights the need for clarity in optical physics concepts related to the Fresnel Biprism.
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Fresnel Biprism Equation Derviation- please help!

I recently did the Fresnel Biprism Experiment in order to calculate the wavelength of sodium light. As part of my write up I am to show the derviation of the formula d = (d1 * d2)^1/2 where d = actual separation of the virtual slits. Basically I don't have any idea how to derive this, all I know that it is supposed to come from the simple lens formula...does anyone have any idea how to derive this?? Any help would be greatly appreciated!
 
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I am looking at http://www.uow.edu.au/eng/phys/200labs/phys215/fresnel.pdf

The separation of the images at a given lens position is related to the separation of the virtual sources like the ration of image to object distances.

Let u = image distance
let v = object distance

In the first lens position you have

\frac c {c_1} = \frac u v

At the second lens position you have
\frac c {c_2} = \frac v u

Can you work it out from there?
 
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Thanks, I just didnt really know where to start, but looking at that it helps a lot, as I know where to work from. Thanks again!
 
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