Title of investigation: To investigate the factors which affect the refraction.
Research question: To investigate how the different mediums affect the refractive index.
Background: The refraction of light is the wave bending while it travels to the medium with
different speed. The refractive index is a ratio between the speed of light in the medium and the
speed of light in vacuum or in the air. The Snell`s law states that going into the denser medium,
light slows down and bends toward the normal line, and going into the less denser material, light
seeds up and bends away from the normal line. The formula for calculating the refractive index is:
n=sin i/sin r, where the relationship is between sinus of angle of incidence and sinus of
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There are some factors that affect the refractive index of medium as different mediums
(it can be different liquids and gases), the angle of incidence, the atmospheric pressure. In this
experiment I will investigate how the different mediums affect the reflective index.
Hypothesis: If I add the three different mediums into the double semicircular prism by order, place
it on the optical disk and direct the light from ray box to the double semicircular prism with these
liquids by order, then the biggest angle of refraction the glycerol and the lowest the ethanol will
have, because the glycerol has the highest density than the oil and ethanol, so according to the
Snell`s law as the light travels from less dense medium, in this case the air, to more dense medium
in this case the three different mediums, the refractive index is increases.
Variables:
-Dependent variable: the refractive index. I will measure the refractive index by using the formula
according to the Snell`s law, where sinus of angle of incidence is divided to the sinus of angle of
refraction. I will measure the angles by directing the light from the ray box to the optical disk,
where the exact angles of incidence and refraction will be
Measure the capacitance of the coaxial cable(*10 probe) 2. Determine Ra and Rb to meet the amplitude and Tau. 3. Connect the circuit as shown in Fig. 2 4. Switch the oscilloscope to 50 kHz square wave, 11 peak-to-peak voltage.
A line of best fit was drawn from the results which gave the power of the unknown lenses. The equation of the line of best fit was[Y = 100x]
Career Episode One Introduction C.E 1.1 I completed this collective project in the optoelectronic information laboratory of University of Shanghai for Science and Technology from July to October 2011 when learning the photoelectric detection technology. As the team leader, I completed the project design, team organization, actual operation and other core work. Background C.E 1.2 Upon completion of the basic course research in the freshman and sophomore year, my teacher Ling Chen believed that he should enhanced our practical ability, so he provided us with the topic of the research on lubricating oil film thickness precision detection technology of the sliding bearing based on the principle of the optical fiber displacement sensor. Our research object was water film thickness detection.
The laws of reflection and refraction can be shown using Huygens’ principle as well. The concept of diffraction occurs when a wave bends in a way other than reflection or refraction. Diffraction occurs to some degree in every shadow. The amount of diffraction depends on the wavelength and the size of the obstruction that casts
Unit D Summary: Light and Geometric Optics 10.1 : Light and The Electromagnetic Spectrum Chapter 10.1 covers light and the electromagnetic spectrum. This chapter starts off by describing how light is a form of energy that travels in waves. The properties of said waves include a crest (the highest point of the wave), the trough (the lowest point of the wave), and the rest position (the level of a wave without energy).
FOV Dia.(mm) FOV Area (mm^2) 10 10 10 100 2mm 4mm^2 20 20 10 200 1mm 1mm^2 40 40 10 400 .5 mm
B. Hold the diffraction grating up to your eye and
Empty the blank and use the solution from test tube one to rinse the cuvette twice. Fill it ¾ with solution one, wipe the outside, and place it in the spectrometer. 8. Start data collection and display a full spectrum graph. Stop the data and the wavelength of maximum absorbance will be identified.
Record the amount of absorbance by converting transmittance every 5 minutes for a total of 20 minutes. Repeat all of these steps for the cantaloupe, banana, replacing the blank each time to recalibrate the spectrophotometer. After recording all the percent transmittance value, the data was then converted into absorbance value by using the absorbance conversion table. The information was placed on a plotted graph
Focus the eyepieces to adjust your view. 3. Adjust the illumination to an appropriate level by adjusting the iris diaphragm and the condenser. The light should appear on the side directly below the objective lens, and give an even amount of illumination. 4.
Many people like to use tanning beds to sustain a nice summer tan all year round. Tanning beds are beds that use ultraviolet rays (UV) to give the user a cosmetic tan. Each suntanning bed contains a set of Fluorescent lights to shine on the user giving them the sun kissed look.
Question Do sports drinks have more electrolytes than orange juice? Variables Independent Variable: Type of Liquid Dependent Variable: The conductance of the liquid Controlled Variables: the amount of liquid, multimeter and supplies, temperature of the liquid, room, and supplies Hypothesis If I measure the conductance of each liquid, then the sports drink will have the greatest current, and the greatest amount of electrolytes. Materials Digital Multimeter
Background Information: The spectrophotometer is an
Research Question: How does the presence of light impact the rate of transpiration in plants? Aim: The aim of this experiment was to investigate how the presence of light affects the rate of transpiration in plants. Hypothesis: As light intensity increases, the rate of transpiration (water uptake) in a plant increases.
The plano-convex lens is replaced with another glass plate and a section of optical fibre was placed between them at one end. Light falling normally on the plates will be reflected back out with a phase difference. Figure 3: Apparatus set up for finding the thickness of an optical fibre, showing the optical fibre between the two glass plates This is due to the fact that some of the coherent light waves were reflected from the top plate and others from the bottom, this path difference resulted in the interference of these waves with one another. This caused an interference pattern similar to the below image: Figure 4: Image similar to the observed interference pattern.