At its closest to Earth, Pluto is 28.6 AU from Earth. Can the Hubble space telescope distinguish any features on pluto? Justify your answer with calculations.
Hubble has objective mirror 2.4m and can see wavelengths 115nm to 1mm
At its closest to Earth, Pluto is 28.6 AU from Earth. Can the Hubble space telescope...
6. The Hubble Space Telescope (HST) has a 2.4m diameter primary mirror, which you may assume to be diffraction limited. The HST is used to image an object located at a distance of 4000km away from the HST. Estimate the minimum feature size that may be resolved using yellow light (wavelength=580nm) on the distant object? [10 marks]
the hubble space telescope has an objective diameter of 2.4 m. suppose it is viewing the mars from a distance of 80 million km away. estimate the minimum size of an object on mars (in km) that can be distinguished by the hubble when using a wavelength of 490 nm
Question 1: [20 Points] a) The primary mirror of the orbiting Hubble Space Telescope has a diameter of 2.50 m. Being in orbit, this telescope avoids the degrading effects of atmospheric distortion on its resolution. The Hubble Space Telescope is observing light source coming from a very far away galaxy as shown in the figure above. The scientists are debating whether the light being observed is coming from a single light source or two different light sources. You as a...
From the surface of the Earth under very good conditions, we can resolve an angular size of about 1.0 arc second. When Mars is 0.49 AU away, calculate the linear size (in kilometers) of a feature on the surface that would appear to be 2 arc seconds across. The Hubble Space Telescope can resolve about 0.04 arc-, what size on Mars does this correspond to? The linear size of the feature would bekm The linear size of an object that...
The Hubble Space Telescope has a diameter of 2.4 m. 1) What is the angular limit of resolution due to diffraction when a wavelength of 640 nm is viewed? (Express your answer to two significant figures.) x10-6 degrees Submit You currently have 3 submissions for this question. Only 10 submission are allowed. You can make 7 more submissions for this question. Your submissions: 18.64 Computed value: 18.64 Feedback: x Submitted: Wednesday, November 20 at 7:19 PM
Constants Part A The resolution of a telescope is ultimately limited by the diameter of its objective lens or mirror. A typical amateur astronomer's telescope may have a 7.0 in. -diameter mirror What is the minimum angular separation (in arc seconds) of two stars that can be resolved with a 7.0 in. scope? (Take ? to be at the center of the visible spectrum, about 550 nm, and note that 1 arc sec 1/3600 ) Express your answer using two...
On Jan. 2 this year, Earth was 1.471x10^13 cm from the Sun, its closest point to the Sun. The semi-major axis of Earth's orbit around the Sun is 1AU (1.496x10^13 cm. Use this information to determine: A. The eccentricity of Earth's orbit around the Sun. B. The difference between the maximum distance between the Earth and Sun, and the minimum distance between the Earth and the Sun. Convert your answer to AU
The telescope at a small observatory has objective and eyepiece focal lengths respectively of 19.8 m and 12 cm. If this telescope is used to view a 1480 m diameter lunar crater on the surface of the moon 3.77 108 m from the surface of the Earth, determine the following. (a) angular magnification of the telescope -165 Your answer is correct. (b) size of the first image -7.8e-5m Your answer is correct. (c) length of the barrel of the telescope...
The International Space Station, ISS hereafter, has an orbital period of approxi- mately 93 minutes. Determine the following: 12. How fast is the ISS moving? 13. How far above the surface of the Earth is the ISS? 14. Using only your answer to question 12 and the given orbital perdiod of the ISS, determine how high the Hubble Space Telescope orbits above the surface of the Earth, if its orbital period is 95.42 minutes 15. If NASA launched portable rocket-boosters...
Problem 7 (20 points): Each graph below shows the relative intensity versus 0 for a double slit experiment. The horizontal scale is the same for all graphs. The only possible differences among the cases are the values of the slit width (a) and distance between the centers of the slits (d). Case For each of the three cases, calculate the ratio- a) 0.5 b) Rank the cases according to distance between the centers Case 2 of the slits (d), from...