Understanding Waves for Solving Problems

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Understanding wave interference is crucial for solving related problems, particularly when dealing with maximum destructive interference at specific angles. The formula dsinθ = (m + 1/2)λ is relevant for calculating these interference patterns, especially when two sources are in phase. It's important to note that the two sources may not share the same wavelength, despite being driven in phase with the same frequency. For a clearer conceptual understanding, watching educational videos on wave interference can be beneficial before diving into the mathematical aspects. Mastering these concepts will aid in tackling wave-related questions effectively.
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Homework Statement
Waves question (year one)
Relevant Equations
Not sure
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Hello folks,

I'm having trouble getting started on this question about waves. I missed the associated lecture and don't know which formulae I need to be thinking about. Any help towards an approach to the questions would be appreciated.
 
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The register of zero at the 44.4° and 64.6° means that there is maximum destructive interference at these points. I don't think that the two sources can be assumed to be of the same wavelength. I imagine the formula dsinθ = (m+1/2)λ is relevant?
 
StillAnotherDave said:
I don't think that the two sources can be assumed to be of the same wavelength.
The problem states that "the two sources are driven in phase", which means they have both the same frequency and phase. :smile:
 
berkeman said:
The problem states that "the two sources are driven in phase", which means they have both the same frequency and phase. :smile:

Ah okay. That's progress already. A hint towards getting started?
 
StillAnotherDave said:
Ah okay. That's progress already. A hint towards getting started?
Go youtube a few videos on wave interference then you'll understand conceptually what is going on. After that you can start thinking about the math.
 
StillAnotherDave said:
A hint towards getting started?
StillAnotherDave said:
I imagine the formula dsinθ = (m+1/2)λ is relevant?
:smile:
 
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