Question

In: Physics

Name the Galilean moons.

Name the Galilean moons.

Solutions

Expert Solution

As, Jupiter shares its name with the king of the gods.In addition to being the largest planet in our Solar System – with two and a half times the mass of all the other planets combined – it is also home to some of the largest moons of any Solar planet. Jupiter’s largest moons are known as the Galileans, all of which were discovered by Galileo Galilei and named in his honor.

They include : lo, Europa, Ganymede, and Callisto

​​​​​(and also are the Solar System’s fourth, sixth, first and third largest satellites, respectively.)

  1. Io :- The innermost is Io, which is named after a priestess of Hera who became Zeus’ lover. With a diameter of 3,642 kilometers, it is the fourth-largest moon in the Solar System.

  2. Europa:

    The second innermost Galilean moon is Europa, which takes its name from the mythical Phoenician noblewoman .At 3121.6 kilometers in diameter, it is the smallest of the Galileans, and slightly smaller than the Moon.

  3. Ganymede:

    Next up is Ganymede. At 5262.4 kilometers in diameter, Ganymede is the largest moon in the Solar System. While it is larger than the planet Mercury, the fact that it is an icy world means that it has only half of Mercury’s mass. It is also the only satellite in the Solar System known to possess a magnetosphere, likely created through convection within the liquid iron core.

  4. Callisto:

    Callisto is the fourth and farthest Galilean moon. At 4820.6 kilometers in diameter, it is also the second largest of the Galileans and third largest moon in the Solar System.


Related Solutions

Astronomy Briefly describe each of the four Galilean Moons of Jupiter: Io, Europa, Ganymede, and Callisto.
Astronomy Briefly describe each of the four Galilean Moons of Jupiter: Io, Europa, Ganymede, and Callisto.
1.) So we know that the planet Jupiter and its big Galilean moons are sometimes termed...
1.) So we know that the planet Jupiter and its big Galilean moons are sometimes termed as a ‘mini-solar system’ because Jupiter is composed of mainly hydrogen and helium like stars and the Galilean moons seem like planets revolving around it. The total angular momentum of a system is contributed by the sum of orbital and rotational angular momenta of the central body and the bodies orbiting around it. Note: For parts a and also b you can go ahead...
Q. Jupiter and its four large Galilean moons are sometimes termed as a ‘mini-solar system’ because...
Q. Jupiter and its four large Galilean moons are sometimes termed as a ‘mini-solar system’ because Jupiter is composed of mainly hydrogen and helium like stars and the Galilean moons seem like planets revolving around it. The total angular momentum of a system is contributed by the sum of orbital and rotational angular momenta of the central body and the bodies orbiting around it. Derive an equation for rotational angular momentum and calculate the same for the Solar System and...
Demonstrate and derivate how the energy and angular momentum are conserved in Galilean Transformations.
Demonstrate and derivate how the energy and angular momentum are conserved in Galilean Transformations.
The planet Mars has two moons: Phobos and Deimos. Phobos is in asmaller orbit (i.e....
The planet Mars has two moons: Phobos and Deimos. Phobos is in a smaller orbit (i.e. closer to Mars) than Deimos is. What does this tell us about the relative speeds and orbital periods of the two moons?THE OPTIONS ARE:1) Phobos is moving faster and has a larger orbital period2.) Phobos is moving faster, Deimos has a larger orbital period3.) Deimos is faster and has a larger orbital period4.) Deimos is faster, Phobos has a larger orbital period
Suppose the Earth had two Moons instead of one, with the second moon (let’s call it...
Suppose the Earth had two Moons instead of one, with the second moon (let’s call it Althea) orbiting in a 2:1 resonance inside of the Moon’s orbit. This means Althea orbits twice for each lunar sidereal period of 27.3 days. The mass and radius of Althea are Ma=5.34*10 ˆ 21 kg and Ra= 869 km. (a) (1 pt) Draw and label a diagram showing ‘from above’, the possible configuration(s) of Earth and its two moons when tides on Earth would...
Compare and contrast the Newtonian and Galilean telescope designs. Explain the operation of each using your...
Compare and contrast the Newtonian and Galilean telescope designs. Explain the operation of each using your knowledge of optics. Illustrate the operation of each device using ray diagrams. Describe the advantages and disadvantages of each type. Make sure to include: - A description of Newtonian and Galilean telescope designs in detail. - Compares and contrasts the design, functions, advantages, and disadvantages of each telescope. - Applies knowledge of lenses and or mirrors to explain how the telescope works. Explanation includes...
please answer this question in as much detail as possible Jupiter and its four large Galilean...
please answer this question in as much detail as possible Jupiter and its four large Galilean moons are sometimes termed as a ‘mini-solar system’ because Jupiter is composed of mainly hydrogen and helium like stars and the Galilean moons seem like planets revolving around it. The total angular momentum of a system is contributed by the sum of orbital and rotational angular momenta of the central body and the bodies orbiting around it. i) Derive an equation for rotational angular...
Kinetic energy is conserved in an elastic collision by definition. Show, using the Galilean transformation equations,...
Kinetic energy is conserved in an elastic collision by definition. Show, using the Galilean transformation equations, that if a collision is elastic in one inertial frame it should be elastic in all inertial frames
1. How could the moons gravitational acceleration be measured and using which equation ? 2. Say...
1. How could the moons gravitational acceleration be measured and using which equation ? 2. Say the mass of a pendulum is 2.2 kg and the length is 0.50m. Jack conducts an experiment and measures a period of 1.50s what would be the value of g for the moon 3. Jacks teacher is unsure of his results so he makes jack repeat the experiment a few more times with differing oscillation amplitudes each time ? Would this be correct ?
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT