When you play billiards you will notice that when a ball bounces from a surface, the angle of rebound is equal to the angle of incidence. This observation is also true with light. When an incident light ray strikes a smooth surface (like a plane mirror) at an angle. The angle formed by the incident ray measured from the normal is equal to the angle formed by the reflected ray.
Law of Reflection - The angle of incidence is equal to the angle of reflection. The reflected and incident rays lie in a plane that is normal to the reflecting surface.
Note: The red line represents the normal line. The normal line is always perpendicular to the reflecting surface.
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Friday, June 14, 2013
Thursday, June 13, 2013
Types of Reflection (Light)
Parallel light rays (blue arrows) reflecting on a smooth surface (mirror) illustrates SPECULAR or REGULAR reflection while DIFFUSE or IRREGULAR reflection occurs when the same parallel light rays reflect on rough surface (The roughness of a surface is a matter of degree; what appears smooth to the unaided eye can be quite rough on the atomic scale) like a piece of cloth.
For regular reflection: Parallel incident light rays are reflected in one direction only and the normal are parallel with each other.
For irregular refelction: Parallel incident light rays are reflected in different directions and the normal are not parallel with each other.
However, the LAW OF REFLECTION holds true in both SPECULAR reflection and DIFFUSE reflection
For regular reflection: Parallel incident light rays are reflected in one direction only and the normal are parallel with each other.
For irregular refelction: Parallel incident light rays are reflected in different directions and the normal are not parallel with each other.
However, the LAW OF REFLECTION holds true in both SPECULAR reflection and DIFFUSE reflection
Wednesday, June 12, 2013
Nature of Light
Theories about the Nature of Light
1. According to Isaac Newton
On his Corpuscular Theory of light - light is made up of particles that travel through space on a straight line.
2. According to Christian Huygens
Light is made up of waves similar to that of water waves. This is called the wave theory of light.
3. According to James Clerk Maxwell Light is that small part of the electromagnetic spectrum which affects our vision. Light is propagated in space as electromagnetic waves. This is known as electromagnetic wave theory of light.
4. The Quantum Theory was proposed by Max Planck in 1900 and advanced by Albert Einstein in 1905. This theory assumes that light is radiated in discrete packets or bundles of energy called photons, which also exhibit wave characteristics.
These youtube videos will also help you review our discussion on the nature of light. Enjoy and learn! (videos courtesy of derek owens)
Tuesday, June 11, 2013
THINK BEFORE YOU CLICK
My Dear Students
I would like to remind you that the primary purpose of this blogsite is to extend our physics discussions beyond the four corners of our classroom. I would also like to reach out to students who failed to attend our class. And to exchange ideas and related topics in physics and science in general.
I hope that the comments that you will post on this site will help your fellow students to better understand our classroom discussions. Please refrain from posting offensive and irresponsible comments
Remember THINK BEFORE YOU CLICK Let us all use this innovative medium of learning to LEARN, CONNECT/REACH-OUT and INSPIRE.
Best to All!
Monday, June 10, 2013
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Thursday, July 28, 2011
Thursday, July 21, 2011
The Spherical Mirror Equation
The position and size of the image formed by curved mirrors may be determined graphically using Ray Diagrams. However, these can be determine more quickly by analytical methods by using the Spherical Mirror Equation
Since the image distance is often the quantity to be found, a convenient alternative form of this equation is
Magnification Equation for a Spherical Mirror
Since the image distance is often the quantity to be found, a convenient alternative form of this equation is
Magnification Equation for a Spherical Mirror
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