plane
mirror with holder
illuminated object
Laws
Where hi and ho are the height of the image and the object, respectively
Steps to conduct the experiment
Method I: Plane mirror method
Place a vertical plane mirror just behind the converging lens
Set an illuminated object (a pin or a slit of the shape of an arrow after a lamp) in front of the lens
Keep the mirror, the lens, and the object at the same height above the bench
Look past the illuminated object toward the lens. You should see an inverted image of the object
Move the object toward or away from the lens until its image appears to “float” directly above the object. Then, the object and its image are a focal length away from the lens.
Make three or more independent measurements, take the average of your results, and assign errors
Draw a ray diagram to explain how this method works
Method II: Lens formula method and the length of the image
Keep an illuminated object near one end of the optical bench
Place the lens between the object and the screen and adjust the positions of both the lens and the screen until a sharp magnified image appears on the screen (Fig. 2). Measure the object and image distances
Measure the length of the image and calculate the magnification of the image
Move the screen and readjust the lens to get a magnified image and measure the image length, magnification, and distance
Repeat the previous step for different positions of the screen
Use the data recorded above for image magnification and distance to plot M (y−axis) against si (x−axis).
Determine f from the reciprocal of the intercept of the straight line with the x- axis
The intersection of the x-axis = ----, f = …….cm
Method III: The lens formula and graphical plot
Keep an illuminated object near one end of the optical bench
Place the lens between the object and the screen and adjust the positions of both the lens and the screen until a sharp image appears on the screen (Fig. 2). Measure the object and image distances
Repeat step 2 many times at different object and image distances
Use the data recorded above for object and image distances to plot 1/so (y−axis) against 1/si (x−axis)
Determine f from the reciprocal of the intercept of the straight line with the x- axis or the y-axis
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