The strength of tides depends on the mass of the object causing the tidal force. Even though Jupiter is more massive than the Moon, it is much farther away from Earth than the Moon, resulting in a weaker tidal effect. The inverse square law states that gravitational force decreases with the square of the distance, making the Moon's tidal force on Earth stronger than Jupiter's.
The gravitational strength on Jupiter is approximately 2.5 times stronger than on Earth. This means that objects on Jupiter would weigh more than they do on Earth due to the stronger gravitational pull.
Dear Wiki Questioner, Since the planets are relatively nice spheres, we can use the equation for the volume of a sphere to calculate the volume of a planet given its radius: V=(4/3) x pi x R^3 Where V is the volume of our planet pi is approximately 3.14159 and R is the radius of our planet For earth, Ve=(4/3) x pi x Re^3 For Jupiter, Vj=(4/3) x pi x (11Re)^3=(4/3) x pi x 1331 xRe^3=1331*Ve So the Volume of Jupiter is 1331 time the volume of Earth. The ratio of their volumes can be expressed as 1331/1 or 1331:1
The gravitational force of Jupiter on Io is much stronger than the force of Io on Jupiter due to Jupiter's much larger mass. This gravitational force causes tidal heating on Io, leading to its intense volcanic activity.
Yes, there is a direct relationship between a planet's size and its gravity. Larger planets tend to have stronger gravitational forces due to their greater mass. This is why smaller planets or moons generally have weaker gravitational pulls compared to larger bodies like Earth or Jupiter.
Jupiter has a radius of 71492 KM. The volume of a sphere (Jupiter isn't perfectly spherical, but neither is Earth) is (1.3333*pi*r^3) which is (to an appropriate level of precision) 1,530,367,760,220,138 cubic KM. Earth is 6378 KM in radius, so the volume is 1,086,618,294,482 cubic KM. (pant, pant, pant...) (I'm glad I have computers to do this part!) So 1,530,367,760,220,138 divided by 1,086,618,294,482 = 1,408.3 Earths would fit inside the volume of Jupiter. HOWEVER..... Earth is a rocky planet, with a density of 5.52, while Jupiter is a gas giant with a density of 1.33. That means that while Jupiter has 1,400 times the volume of Earth, it has "only!" 318.25 times the mass.
The strength of tides depends on the mass of the object causing the tidal force. Even though Jupiter is more massive than the Moon, it is much farther away from Earth than the Moon, resulting in a weaker tidal effect. The inverse square law states that gravitational force decreases with the square of the distance, making the Moon's tidal force on Earth stronger than Jupiter's.
because r tard, the sail is much much bigger. HOT DOGS
Wayne R. LeJeune has written: 'Characteristics of earth's magnetospheric substorms, Jupiter's magnetosphere, and satellite system effects' -- subject(s): Bibliography, Magnetospheric substorms, Space vehicles
Toys R Us or Jupiter
Robert R. Dowty has written: 'Rebirth of the Jupiter and the 119' -- subject(s): Jupiter (Locomotive), Locomotives, 119 (Locomotive)
The gravitational strength on Jupiter is approximately 2.5 times stronger than on Earth. This means that objects on Jupiter would weigh more than they do on Earth due to the stronger gravitational pull.
Dear Wiki Questioner, Since the planets are relatively nice spheres, we can use the equation for the volume of a sphere to calculate the volume of a planet given its radius: V=(4/3) x pi x R^3 Where V is the volume of our planet pi is approximately 3.14159 and R is the radius of our planet For earth, Ve=(4/3) x pi x Re^3 For Jupiter, Vj=(4/3) x pi x (11Re)^3=(4/3) x pi x 1331 xRe^3=1331*Ve So the Volume of Jupiter is 1331 time the volume of Earth. The ratio of their volumes can be expressed as 1331/1 or 1331:1
rapid rotation
Until now,there has been discovered 8 (mercury,Venus, Earth Mars, Jupiter,Saturn Uranus ,Neptune) planets,they were 9 including Pluto,but then it was removed because it hadn't the outer planets' same properties.
Yes, recent observations by the Juno spacecraft have provided insights into Jupiter's deep atmosphere and magnetic field. These observations indicate that Jupiter's weather systems are much more complex than previously thought, and have revealed unexpected structures within the planet's magnetic field.
We r sorry cause we dont know yet