In Newton's Rings experiment, **monochromatic light** is typically used. Monochromatic light refers to light that consists of a single wavelength or color. This is important because the experiment relies on interference patterns, which are most clearly seen when the light used is of a single wavelength.
### Why Monochromatic Light is Used:
The interference pattern in Newton's Rings arises due to the constructive and destructive interference between light waves reflected from the two surfaces in the setup: the convex lens and the flat glass surface. For the interference effects to be clearly observed, the light waves need to have consistent characteristics, particularly wavelength. If light of multiple wavelengths (like white light) were used, the different colors would create overlapping interference patterns, which would blur the rings and make them difficult to distinguish.
### Types of Light Sources Used:
1. **Sodium Lamp**: A common source of monochromatic light in the experiment is the sodium lamp, which emits light primarily at a wavelength of 589 nm (yellow light). This is often used because it is a readily available and convenient source of monochromatic light.
2. **Lasers**: In some variations of the experiment, a laser light source may be used. Since lasers emit light of a very specific wavelength and are coherent (meaning the light waves are in phase), they can provide even clearer and more distinct interference patterns. However, lasers are not as commonly used in basic setups due to their cost and complexity compared to a simple sodium lamp.
3. **Other Monochromatic Sources**: In more advanced setups, other monochromatic sources like light-emitting diodes (LEDs) or filters may also be used to achieve a specific wavelength suitable for observing the interference patterns.
### Summary:
In Newton's Rings experiment, **monochromatic light**, typically from a sodium lamp or a laser, is used to produce clear and distinct interference rings, which are essential for studying the wave nature of light and determining the radius of curvature of the lens.