Chapter 8: Light and Optics Flashcards
electromagnetic spectrum
Radio waves on one end, (long wavelength, low frequency, low energy) and gamma rays on the other (short wavelength, high frequency, high energy) Between the two extremes we find, in order from lowest energy to highest energy, microwaves, infrared, visible light, ultraviolet, and X-rays.
What is the range of Wavelengths corresponding to the visible spectrum of light?
400 nanometers to 700 nanometers.
What are the common units for wavelengths?
Millimeters 10 to the -3 meters.
Micrometers 10 to the -6 meters.
Nanometers 10 to the -9 meters.
Angstrom, 10 to the –10 meters
What is the speed of light in vacuum?
3 * 10^ 8 m/s
Speed of light from frequency and wavelength.
C = f λ
C = speed of light in vacuum.
f = Frequency
Λ = Wavelength
rectilinear propagation.
When light travels through a homogeneous medium, it travels in a straight line.
Blackbody.
Refers to an I do absorber of all wavelengths of light which would appear completely back if it were at lower temperature than it’s surrounding.
What is white?
Light that contains all the colors in equal intensity.
Reflection.
Rebounding of incident light waves at the boundary of a medium. According to the law of reflection: θ1 = θ2
Normal.
Line dropper, particularly to the boundary of a medium. All angles and objects are measured from the normal, not the surface of the medium.
Plain mirrors.
They always create virtual images. They have parallel incident. Light rays remain parallel after reflection from a plain mirror. It causes neither convergence nor divergence of reflected light rays.
Spherical mirrors.
It can be concave or convex. They have associated centre of curvature ( C ) and a radius of curvature ( r ). The center of curvature is a point on the optical axis located at distance equal to the radius of the curvature from the vertex of the mirror.
Concave mirrors.
It’s like looking into a cave. Concave mirrors are converging mirrors.
Focal length (f)
Distance between the focal point and the mirrored. Note that for all spherical mirrors f = r/2
Convex mirrors.
They are diverging mirrors.
Image distance.
If the image has a positive distance ( i > 0), it is a real image, which implies that the image is in front of the mirror. If the image has a negative distance ( i <0 ), it is virtual and thus located behind the mirror.
Optics equation.
1/f = 1/o + 1/i = 2/r
Magnification.
m = - i / o
A negative magnification signifies the inverted image, while a positive value signifies the upright image. If m < 1 The image is smaller than the object (reduced). If m >1 The image is larger than the object. (enlarged)
What happens if an object is at the focal point of a converging mirror?
The reflected rays will be parallel and therefore the image will be at Infinity. The further away the object, the smaller the image will be.
How to draw the rays for a mirror?
1) Ray parallel to the axis, reflects back through the focal point.
2) Ray through focal point, reflects back parallel to the axis.
3) Ray to center of mirror reflects back at the same angle relative to normal.
Draw the following race and find a point where any two intersect. This point of intersection marks the tip of the image. If the rays you draw do not appear to intersect, extend them to the other side of the mirror, creating a virtual image.