Lenses – Application of Refraction AP Physics B. Lenses – An application of refraction There are 2 basic types of lenses A converging lens (Convex) takes.

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Presentation transcript:

Lenses – Application of Refraction AP Physics B

Lenses – An application of refraction There are 2 basic types of lenses A converging lens (Convex) takes light rays and bring them to a point. A diverging lens (concave) takes light rays and spreads them outward.

Converging (Convex) Lens There is a focal point on EACH side of the lens where parallel light will focus.

Applications of Converging Lenses Obviously, converging lenses play an important role in our lives as our eyes are these types of lenses. Often times we need additional corrective lenses to fix our vision. In figure A, we see an eye which converges what we see on the retina. In figure B, we see an eye which converges too LATE. The eye itself is often too short and results in the person being far sighted. In figure C, we see an eye which converges too SOON. The eye itself is often too long and results in the person being near sighted In the later 2 cases, a convex or concave lens is necessary to ensure the image is on the retina.

Applications of Converging Lenses A camera uses a lens to focus an image on photographic film.

Ray Diagrams ff Rule #1: Draw a ray, starting from the top of the object, parallel to the principal axis, then through “f” after refraction. Rule #2: Draw a ray, starting from the top of the object, through “f”, then parallel to the principal axis, after refraction. Rule #3: Draw a ray through the center of the lens.

Ray Diagrams As before, you draw the image down to the intersection as shown. ff Since this image could be projected on to a screen it is a REAL IMAGE and real images ALWAYS are found on the OPPOSITE side of the lens from the object. Likewise, virtual images would appear on the SAME SIDE as the object. You will see this in the next example. The characteristics in this case are inverted and reduced seen by the above diagram.

Diverging Lens ff The image is VIRTUAL, REDUCED, and UPRIGHT. Rule #1: Draw a ray, starting from the top of the object, parallel to the principal axis, then diverges in which it appear to come from “f”. Rule #2: Draw a ray, starting from the top of the object, heading towards “f” on the opposite side, then emerges parallel to the principal axis, after refraction. Rule #3: Draw a ray through the center of the lens.

The “MATH” The first equation relates focal, object and image distance. The second equation gives us the magnification. Object distance is always positive. Focal distance is + for a converging lens (It’s real!) and is - for a diverging lens (It’s virtual!) Image distance is + for real images (opposite side of lens) and – for virtual images (same side of lens, no light really converges)

Focal distance is + for a converging lens (It’s real!). Image distance is + for real images (opposite side of lens as shown above). Object distance is always positive! ff Focal distance Object distance Image distance

Diverging Lens ff The image is VIRTUAL, REDUCED, and UPRIGHT. Focal distance is - for a diverging lens (It’s virtual! No light actually converges at that point) Image distance is– for virtual images (same side of lens, no light really converges as shown above.) Object distance is always positive! Focal distance Object distance Image distance

Lenses – The Mirror/Lens Equation To CALCULATE the image’s position and characteristics you use the same equations you used for mirrors. An object is placed 35 cm in front of a converging lens with focal length of 20 cm. Calculate the image’s position relative to the lens as well as the image’s characteristics cm-1.33x This image is REAL (since the object distance is positive) and on the OTHER side of the lens. The image is INVERTED and ENLARGED.