Barber Pole Effect
Materials: ★★★ Requires materials not commonly found in school laboratories
Difficulty: ★★★ Requires a more experienced teacher
Safety: ★★☆ Some safety precautions required to perform safely
Categories: Organic Chemistry, Light
Alternative titles: Polarization in Sugar Solutions
Summary
A beam of polarized light is passed through a cylinder of corn syrup containing a few grains of silver nitrate. The sugar solution rotates the plane of polarization depending on wavelength and depth, creating a colorful helical pattern that rotates with the polarizer. Viewing through an additional polarizer enhances the effect.
Procedure
- See methods give in the Links section below.
Links
This tests your understanding of light | The barber pole effect - 3Blue1Brown:
The Barber Pole: a sugar-induced rainbow - QuinnPhys:
📄 BARBER POLE DISPLAY - oberlin.edu: https://www2.oberlin.edu/physics/catalog/demonstrations/optics/barberpole.html
Variations
- Replace white light with a monochromatic source (e.g., laser) to study periodic intensity changes.
- Use different concentrations of sugar solution to see how the degree of rotation changes.
- Try alternative optically active solutions such as fructose or tartaric acid.
Safety Precautions
- Use caution with electrical equipment (motor, power supply, projector).
- Avoid looking directly into bright light sources or lasers.
- Ensure glassware (cylinder) is securely mounted to prevent spills or breakage.
Questions to Consider
- Why does the sugar solution rotate the plane of polarization? (Because sugars are optically active molecules that interact asymmetrically with polarized light.)
- How does the depth of the solution affect the observed rotation? (Greater path length produces more rotation.)
- Why does adding silver nitrate improve the display? (It scatters the light, making the helix visible, and also inhibits bacterial growth.)
- What happens when you view the setup through a second polarizer? (Colors become more saturated as scattered light is filtered.)
- Why do maxima and minima appear when a laser is used? (The interference pattern arises from constructive and destructive polarization effects.)