brochure layout
wave-particle duality theory + summary | works cited | title and introduction |
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single slit | thin film/single slit | thin film interference |
paraphrase and cite everything
In the past 400 years alone, from Thomas Young to Albert Einstein, there have been a range of theories regarding the nature of light. While some experiments prove that light acts like a wave, and others prove that light, we’ll be taking a closer look at thin film interference and single slit diffraction to prove that light behaves as a wave.
<aside> 💧 Occurs when light waves reflecting off the top and bottom surfaces of a thin film interfere with one another
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In thin films such as oil or soap bubbles, there are colourful rainbow-like patterns due to changes in wavelength
Light waves become inverted when they reflect from the boundary of a medium that has a higher index of refraction than the original medium
Light waves that reflect from two surfaces of a thin film produce interference fringes that depend on:
If only one of the waves undergoes a phase change by $\pi$:
$2t = \frac{(m+\frac{1}{2}) \lambda}{n_{film}}$ for $m = 0, 1, 2, 3$ in constructive interference
$2t = \frac{n \lambda}{n_{film}}$ for $n = 1, 2, 3$ in destructive interference
If both waves have a phase shift, the equations for constructive and destructive interference are swapped
If particles were to interfere with one another, they would bounce off each other in random directions
<aside> 〰️ Monochromatic light passing through a single slit produces a diffraction pattern that is a central bright region surrounded by light bands as a result of constructive interference, and dark bands from destructive interference
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Produces a diffraction pattern rather than an interference one