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Published byJoy Greene Modified over 9 years ago
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1 Brilliant Pattern Problem Problem Suspend a water drop at the lower end of a vertical pipe. Illuminate the drop using a laser pointer and observe the pattern created on a screen. Study and explain the structure of the pattern Suspend a water drop at the lower end of a vertical pipe. Illuminate the drop using a laser pointer and observe the pattern created on a screen. Study and explain the structure of the pattern
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2 Overview Hypothesis Hypothesis Assumption of Experiment Experimental Setup Experimental Setup Devices and Process Investigations Investigations Experimental Results Theory Theory The Physics Behind Brilliant Pattern Conclusion Conclusion
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3 Hypothesis Effects of reflection and refraction Diffraction Geometrical Optics + Physical Optics d/2 a
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4 Experimental Setup Laser Pointer 10 mw, 532 nm, Radius: 1.45 mm 1 mm 35 cm
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5 Observation
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6 42 o 51 o Observation
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7 Theory Passing through water drop (0 o )
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9 Snell’s Law
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10 Traveling backwards (180 o ) Theory
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12 0o0o 42 o 51 o Experimental Results
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13 Experimental Video
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14 Distance between water drop and screen 4 m Water Droplet Radius: 0.9~2 mm Laser Pointer Diameter: 2.2 mm Wavelength: 532 nm Experiment 2: Physical Optics
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15 Experiment 2: Physical Optics Diffraction
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16 Theory Huygens’s Principle Every point on a propagating wavefront serves as the source of spherical secondary wavelets, wavelets, such that the wavefront at some later time is the envelope of these wavelets
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17 Theory Huygens’s Principle Every point on a propagating wavefront serves as the source of spherical secondary wavelets, wavelets, such that the wavefront at some later time is the envelope of these wavelets
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18 a Bessel Function
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20 Theoretical Analysis 0.9 mm 1.2 mm 1.5 mm 2.0 mm Diameter of water drop:
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21 0.9 mm1.2 mm1.5 mm2 mm Theoretical Analysis Diameter of water drop:
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22 0.9 mm 1.2 mm 1.5 mm 2 mm Experimental Results 0.9 mm 1.2 mm Experimental Results 1.5 mm 2 mm
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23 Experimental Results 0.9 mm 2 mm
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Geometrical Optics: – – At 0 o the light passes through the water droplet and is magnified – The light is reflected and refracted by the water droplet; thus, interference is demonstrated – At other degrees because the light beam has attenuated its energy so patterns are unable to be observed Wave Optics: – – Due to Huygens’s principle, light is diffracted, so diffraction bands are observable – As water droplets are enlarged the distance between each band decreases Conclusion
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25 Thanks for your attention
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26 Conclusion Geometrical Optics: – – At 0 o the light passes through the water droplet and is magnified – – At 180 o the light is reflected and refracted by the water droplet; thus, interference is demonstrated – – At other degrees because the light beam has attenuated its energy so patterns are unable to be observed Wave Optics: – – Due to Huygens’s law, light is diffracted, so diffraction bands are observable – – As water droplets are enlarged the distance between each band decreases
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