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In the early 1800s the Newtonian concept of light as a particle was widely accepted without regards

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In the early 1800s the Newtonian concept of light as a particle was widely accepted without regards to further investigation or proof. Even though anomalies like the rainbow reflection pattern in bubble or Newton rings disproved this concept, most scientist did not have sufficient proof to disprove the decades of Newton’s work. But, using only two frames a piece of paper and some sunlight, Thomas Young discovered the true nature of light and how it reacts to other rays of light.
In the emerging Scientific Era, which partook in the late 1700s to early 1800s, scientific discovery and investigation of the natural sciences were a “social normality” for the emerging science population. Conducted in 1801, Young’s experiment and modulus …show more content…

This discovery proved that the light waves themselves work like waves, equally branching out of both slits and intersecting, creating both light fringes and dark fringes from the same right light source; this discovery proved that light also refracts and spreads like a puddle, thus the refracted fringes rather than edges. This puddle-like behavior also helped Young to postulate that since light act like a puddle, when two or more are intersected they cancel each other out or enhance the brightness based on the lights respective angle. These dark fringes were coined interference fringes, which were a result of the situation previously stated, when light waves “cancel” each other out. This interference pattern not only applies to slit experiments, but rather, any experiment that splits light into two equal waves that can cancel and enhance each other. The experiment also applies to wave-like particles like electrons and protons; protons bounce around like a beam of light and cancel and emphasize each other, while electrons, while classified as waves, act like particles and hit the paper. Young’s experiment helped him to develop a double slit formula, which is the wavelength of light equals the distance from the central fringe multiplied by the distance between the slits, divided by the order of the fringe multiplied by the length of the slit screen from the viewing screen. This formula can be used to measure the respective

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