Suppose one of the 10-m-diameter Keck Telescopes in Hawaii is trained in San Francisco, 3400 km away. Assuming 550-nm light, and ignoring atmospheric distortion, would it be possible to read newspaper headlines?
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- Optical imaging is affected by the diffraction of light. When imaging small or distant objects there is a fundamental restriction on capturing the details of the object. This is known as the diffraction limit.
- Thus using the diffraction limit we can write the maximum resolution for an optical instrument as,
Here λ is the wavelength and D is the diameter of the aperture.
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- Astronauts observing from a space station need a telescope with a resolving power of 0.5 arc second at a wavelength of 570 nm and a magnifying power of 280. Design a telescope to meet their needs. (State the necessary primary diameter of the telescope, in m, and the ratio of the focal lengths below.)Suppose a 5.00-m-diameter telescope were constructed on the Moon, where the absence of atmospheric distortion would permit excellent viewing. If observations were made using 500-nm light, what minimum separation between two objects could just be resolved on Mars at closest approach (when Mars is 8.0 × 107 km from the Moon)?Suppose a 5.00 m diameter telescope were constructed on the Moon, where the absence of atmospheric distortion would permit excellent viewing. If observations were made using 500 nm light, what minimum separation between two objects could just be resolved on Mars at closest approach (when Mars is 8.0 × 107 km from the Moon)?
- A camera has a lens diameter of 0.0444 m. What wavelength of light IN NANOMETERS must it use to resolve two objects 550 m away that are 0.00718 m apart? [?] nm Hints: Solve for A! The answer should be between 400 and 700. Remember, nano means 10-9.What is the angular resolution limit (degrees) set by diffraction for the 224-cmcm mirror diameter telescope (λλ=560 nmnm)?What is bandwidth in an optical instrument? How does it relate to resolution and noise in an optical instrument?
- Two stars are separated by 1 x 10" m and are 4 light years away. Calculate the resolving power of the Hubble Space Telescope, with a diameter of 2.4m, at this distance. Can the Hubble Space Telescope resolve the two stars? Assume the wavelength of light is 650nm. (Hint: Look up the conversion of light years to meters.)If Superwoman had 0.12-nm wavelength x-ray vision and a 5.0-mm pupil diameter, at what maximum altitude could she distinguish villains from heroes assuming the minimum detail required is 4.8 cm?Suppose you want a telescope that would allow you to see distinguishing features as small as 6.5 km on the Moon some 384,000 km away. Assume an average wavelength of 550 nm for the light received. What is the minimum diameter of the mirror (in centimeters) that you could use in the telescope?
- These images show one of the large `VLT’ telescopes at the European Southern Observatory’s facility at Cerro Paranal, Chile. The place where the laser beam comes out (seen in the inset photo) is just out of sight off of the top edge of the large photo. Also note that if you look down the telescope tube (in the main photo), you can see the tube’s front-end structure. Imagine that this telescope had a flaw similar to the Hubble Space Telescope’s - its light-gathering element was shaped wrong. What problem would this cause for the telescope? Group of answer choices It would not be able to bring rays of light from a distant object to a focus. The imperfect shape would mean that it could focus rays of visible light, but not rays of light of any other wavelength. It wouldn’t be able to gather much light compared to the pupil of a human eye. It would mean that the telescope could only work if placed above the Earth’s atmosphere, like the Hubble telescope.Spy planes fly at extremely high altitudes (25 km) to avoidinterception. If their cameras are to discern features assmall as 5 cm, what is the minimum aperture of the cameralens to afford this resolution? (Use λ=580nm )