Convex Mirrors Convex Mirrors Convex Mirror F and
- Slides: 10
Convex Mirrors
Convex Mirrors Convex Mirror F and C are behind mirror 2
Principle Rays – Same as in Concave Mirrors Always remember that when locating an image – ALL RAYS ORIGINATE FROM THE OBJECT!
Convex Mirrors Focal Point For convex mirrors: l Parallel rays hitting a spherical mirror appear to come together (intersect) at the focal point l Focal point, F, is behind mirror l 2 F = C Note: use dotted lines to represent “imaginary” light rays 4
Image Formation using Ray Diagrams for a Convex Mirror Image Properties L behind mirror O upright S smaller than object T virtual Image properties are same regardless of object location See animation 5
Image Formation using Ray Diagrams for a Convex Mirror § For a convex mirror, rays from the object will diverge (i. e. spread out) upon being reflected, thereby appearing to originate behind the mirror. § The image is located where the projections (dashed lines) of the three rays cross (intersect). Use dashed lines to extend rays behind mirror. § The size of the image can be determined if you draw your diagram to scale. 7
Image Properties (LOST) for Concave/Convex Mirrors Concave Mirror L varies O Upright or Inverted S varies T real or virtual Image properties depends on object location Convex Mirror L behind mirror O upright S smaller than object T virtual Image properties are same regardless of object location 8
Complete Ray Diagrams for Different Object Locations Complete the 2 nd page of the ray diagrams worksheet.
TRY ONE! An object 5 cm high is placed 10 cm in front of a convex mirror with a focal length of 20 cm. Using a scale ray diagram indentify the characteristics of the image. 10
- Convex mirror is a diverging mirror
- It is flat smooth mirror
- Hipermetropy
- Concave and convex mirror
- Properties of lights
- Salt mirror physics
- Concave mirror converging or diverging
- Single convex spherical mirrors produce images that
- Convex and non convex polygon examples
- What is the term for a mirror with a flat surface?
- Nonsuperposable