Passage 6: Soap
Soap bubbles, despite their delicate and transient nature, have fascinated scientists
and laypeople alike for hundreds of years. When passing a white light source
through a soap bubble, a series of colorful bands can be observed along the surface
which changes with thickness of the soap film.
Scientists studying this phenomenon came up with an experiment to investigate
this behavior of light and physical properties of the soap bubbles themselves.
Materials:
• Soap solution
• White light source
• Camera with infrared, visible, and UV filters
• Spectrometer
• Polarizing filters
Procedure:
First, a soap solution was prepared with water, a small amount of soap, and glycerin.
The presence of glycerin was helpful to counter a primary limiting factor for the
stability of soap bubbles: surface tension. The bubbles were then illuminated with
the white light source, and the infrared, visible, and UV camera filters were used to
capture images of the three spectra.
Interference patterns were recorded as the bubbles expanded. Spectrometry was
utilized to analyze the light that was both reflected and transmitted through the film
at different angles. Results are tabulated below.
By the end of the experiment, the researchers concluded that the interference
patterns had the most observable effect on the vibrance of colors in the visible
spectrum. Infrared radiation was largely absorbed, but UV light experienced
significant scattering. When viewed through the polarizing filters, intensity of light
varied consistently with the orientation of the polarizer.
A beam of monochromatic light with a wavelength of 500 nm is shined into a
soap bubble with a thickness of 250nm and a refractive index of 1.33. Which
of the following represents an adjustment that can increase the energy of the
incident electromagnetic radiation?
A) Shine the light onto a bubble that has expanded less, increasing the
thickness of the film
B) Use a soap solution whose bubbles have a higher refractive index (>1.33)
C) Decrease the wavelength of the light to 400 nm
D) Increase the wavelength of the light to 600nm
Correct answer: C. The energy of a photon is directly proportional
to frequency and inversely proportional to wavelength. Via the relationship E =
hc/λ, we can see that by decreasing wavelength, the energy of the incident light
increases.