lenses and ray tracing lab

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School

Georgia State University *

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Course

1112

Subject

Physics

Date

Dec 6, 2023

Type

pdf

Pages

6

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/ - ...... Phys1112: Lenses and Ray Tracing ( 1 ln s Name: j -- Materials: Ray box, converging lenses, screen, lighted object, three stands, meter stick. two letter size white pages, and pencil. Objectives: 1. Understanding real image formation from lenses due to refract ion. 2. Practicing ray tracing for converging and diverging lenses 3. Understanding magnification and using a lens combination to 1 111r, ove magnification Part 1: Ray Tracing l. Draw a long straight line down the middle of a sheet of white paper to be our optical axis. Draw a line perpendicular to the optical axis in the middle of the page to be our lens plane. Take th e thinner converging lens out from the box and place it on a white sheet o/ r<1 11 er as shown below. (DO NOT use the thickest one.) Now use the ray box to produce a single,." ,. . co m ing from th e left side of the lens running parallel to the optical axis. Notice that the ray is re , ,I by the lens and changes direction. Trace onto the paper the path of the ray before and :ii . , ;,, in g through the lens and label this as Ray 1. Mark the point where the refracted ray crosses t ,, pt,cal axis with an "F." This point is the right side focal point of the lens. Be careful not to ch :i n gc t he position of the lens on the paper. Left side of the lens Ray 1 Right side of the lens optical axis -----------11111---- -1- --------- Lens plane 2. The shortest distance from the lens plane to th e focal point is called th e focal length. From your ray diagram measure the focal length. f. of the converging lens. Re mov e th e len s to do thi s but put it back in place when done. f= y . '< Remember Units
,:::) 3. Now use a parallel ray coming from the right side of the lens to locate the focal point or th e l cn, on the left side. Also mark this point with an "F." Is the focal length the sa me as you foun d •n Question 2? °' {)~\;- S()~ 4. Send a ray from the left side of the lens through the left side focal p oi nt and i nt o the lens as shown below. Trace the ray onto lhe paper before and after it is refracted by the lens and label it on your paper as Ray 2. 5. After going through the lens, is the refracted Ray 2 parallel to the optical axis? \ \- I) pu'rO.\\<.;\ 6. Send a ray directly through the center of the lens and trace the ray. Label it as Ray 3 on your paper. 7. Summarize ~e behavior of each of these three rays ( called principal rays) after they pass throu gh the converging lens. Ray 1 - a ray parallel to the optical axis 80t\ ~~ijY\\: d \'4 ~1i)(A \\~:\J}VJ,Uj~ ~v ~Cu\ 90,'Yl\= 1 Ray 2 - a ray passing through the front-side focal point ~I ~- ~r-'1. ... 0) ...... _._._I \..., !->-.\._ _____ _ _ ' Ray 3 - a ray passing through the center of the lens gu~, ~\"'± -\v'WiMj"n Q,1~(,_\\u 2
J. Q. ;;;- 11 , 8. Now we will use these three rays to construct a ray diagram In order to locate an Image. On separate sheet of paper draw the optical axis and the lens plane. Use your measured value of thi 1 focal length to mark the left and right side focal points and label them each "F." Now draw an · arrow with Its base at the optical axis which has a height, h, of 1.0 cm and Is located 15.0 cm from 1 the center of the lens (15.0 cm will be the object distance, s). This arrow represents the object L 0 F F 9. We will use the ray tracing method to find the image. We do this by locating the Image point for the tip of the obj eel This tells us where the tip of the image must be. Use the ray box to create Ray 1 which passes through the tip of the arrow and continues parallel to the optical axis until striking the lens. Trace Ray 1 onto your paper both before and after passing through the lens. Ray 1 0 F F J 10. Use the same technique to find Ray 2 (passing through the tip of the arrow and through ' J 1 le ft side focal point before striking the lens) and Ray 3 (passing through the tip of the arrow.: f th en through the center of the lens). Trace Ray 2 and Ray 3 onto your paper both before ; after passing through the lens. · : 'f: . . ~ / . --~ 11. Do the three refracted rays cross at a single point? Yes or No. If not, do they cross nearly at the same point? Yes or No. h o °'"' c \:_\-ti) "' · ~ - .,; .,: " 12. This crossing point is the location of the tip of the image. We know that the base of f object must lie on the optical axis. Draw an arrow with its tip at the crossing point and it! ./ tat the optical axis to represent the image. :' ,/ . ,.. 3
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