A wire loop 20 cm high is dipped in soap solution and then held
vertically to produce a film whose thickness increases linearly
from 0 at the top to 1.0 um at the bottom. The film's refractive
index is that of water, n = 1.333. See the figure .
If the film is illuminated with white light, what portion of it
will appear dark?
Choose One Answer:
A)The top 7.5% of the film is dark.
B)The top 15.0% of the film is dark.
C)The top 22.5% of the film is dark.
D)The top 52.5% of the film is dark.
A wire loop 20 cm high is dipped in soap solution and then held vertically to...
A wire loop 20 cm high is dipped in soap solution and then held vertically to produce a film whose thickness increases linearly from 0 at the top to 1.0 um at the bottom. The film's refractive index is that of water, n = 1.333. See the figure . If the film is illuminated with white light, what portion of it will appear dark? Choose One Answer: A)The top 7.5% of the film is dark. B)The top 15.0% of the...
Consider a rectangular soap film placed vertically with thickness increasing linearly from top to bottom as illustrated in Fig. 6. The top portion of soap film has a negligible thickness compared to the wavelength of light. Under the illumination of white light, the top portion appears dark. A total of three sets of horizontal color fringes are observed on the soap film that has a refractive index of n -1.4. Each fringe contains light with wavelengths ranging from violet at...
A soap film (n = 1.33) is formed in a loop of wire that is mounted vertically is not exactly uniform in thickness because of its weight, but wedge-shaped in cross section. When the film is illuminated with green light of wavelength 540 nm, one sees that a distance of 3.40 cm separates two bright fringes that are 5 orders apart. By how much does the film differ in thickness over this distance?
10. A soap film (n 133) is formed in a loop of wire that is mounted vertically is not exactly uniform in thickness because of its weight, but wedge- shaped in cross section. When the film is illuminated with violet light of wavelength 415 nm, one sees that a distance of 2.20 cm separates two bright ringes that are 3 orders apart. By how much does the film differ in thickness over this distance?
A child is playing with a bubble wand, which is a large rectangular wire frame that contains a soap film. The child holds the wand vertically, which causes the film to be thinner at the top and thicker at the bottom, forming a wedge shape. Assume a thickness of essentially zero at the top. White light shines on the film with approximately normal incidence. The child views the reflected light from the film and sees the first violet interference band...