Lenses Types of Lenses Principal Focus Ray Diagrams Slides: 31 Download presentation Lenses Types of Lenses Principal Focus Ray Diagrams Magnification Power of a lens What is a lens? • An optical device • Which transmits and refracts light Types of Lenses • Converging lens – a. k. a convex lens – thickest in the center and bends light inwards • Parallel rays entering a converging lens leave and converge at one point Types of Lenses • Diverging lens – a. k. a concave lens – thinnest at the center and spreads light out • Parallel rays entering a diverging lens leave and spread out Our main focus • Converging lens • Specifically, the double converging lens Optical center • Center of a lens C Principal Axis Principal focus • Point • where parallel rays converge Focal Length Distance from center to focus Power of a lens = 1/f f C f Ray Diagram • Uses arrows to represent light rays • Predicts the image formed by any optical device Special Terms • Object –The source of light rays • Image –The result formed by converging light rays Constructing a Ray Diagram • Ray 1: Parallel to the principal axis • Refracted through the principal focus f C f Constructing a Ray Diagram • Ray 2: Passes through the optical center • Undeviated (for a thin lens) f C f Constructing a Ray Diagram • Ray 3: Passes through the principal focus • Refracted parallel to the principal axis f C f Again, again! f C f Description of images formed • Real Image • Virtual Image Real Image • Image formed by rays that actually pass through it • Can be produced on a screen Real Image f C f Virtual Image • Image formed by rays which seem to come from it but do not pass through it • Cannot be produced on a screen Virtual Image f C f Description of images formed • Upright • Inverted Upright Image f C f Inverted Image f C f Description of images formed • Diminished • Magnified • Same size Diminished Image f C f Magnified Image f C f Magnified Image f C f Magnification, m • height of image ÷ height of object • Distance of image ÷ distance of object Same Size Image 2 f f C f 2 f