Using a Hohmann Transfer, if the parking orbit altitude is 160 km, what is the total ΔV and time required to transfer a spacecraft from a circular low-Earth parking orbit to a circular coplanar orbit whose period is 23 hours 56 minutes?
The transfer is initiated by firing the spacecraft's engine to accelerate it so that it will follow the elliptical orbit. The Hohmann transfer orbit to bring a spacecraft from a lower circular orbit into a higher one. It is one half of an elliptic orbit that touches both the lower circular orbit the spacecraft wishes to leave and the higher circular orbit that it wishes to reach. When the spacecraft has reached its destination orbit, its orbital speed must be increased again to change the elliptic orbit to the larger circular one.
Here, v is the speed of orbiting body.
Using a Hohmann Transfer, if the parking orbit altitude is 160 km, what is the total...
Consider a Hohmann transfer from a circular parking orbit around Earth at 200 km altitude, to the Moon (distance center of mass Earth – center of mass Moon is 384,000 km; you can ignore the size of the Moon and the altitude of the target orbit around the Moon). The Moon orbits Earth in a circular orbit as well. Both orbits (parking,Moon) are coplanar. What is the velocity of the Moon,and what is the velocity of the satellite when reaching...
2. (10 points) The Hohmann transfer orbit, proposed by Walter Hohmann in 1925, is the most energy- efficient means of traveling from a circular orbit of radius r, to another circular orbit of radius r. The maneuver consists of two engine burns. The first burm places the spacecraft into an elliptical orbit with ri and r2 as the distances of closest and farthest approach (not necessarily respectively). Once the distance rz is reached, a second burn takes the spacecraft into...
A low Earth orbit (LEO) is an orbit around Earth with an altitude between 160 kilometers (99 mi) (orbital period of about 88 minutes). If the radius of the earth is around 6400km, what is the speed of a satellite (in Km/s) on this LEO?
A spacecraft with mass 1500 kg is in a circular orbit at an altitude 200 km above the surface of Earth. A) Use the Law of Universal Gravitation and Newton's 2nd law for circular motion to derive and find the speed of the spacecraft in this orbit. B) How much mechanical energy does the spacecraft have in this orbit? C) How much work must the spacecraft engines perform to get it into the above circular orbit from the surface of...
A satellite is being moved from circular orbit at 400.0 km altitude to one at 250.0 km altitude. a. What is the energy of the transfer orbit? b. What is the Delta V1 needed to go from the initial circular orbit into the transfer orbit? c. What is the Delta V2 needed to go from the transfer orbit to the final circular orbit? d. What is the time (TOF) required for the transfer
A satellite is in a circular parking orbit about the Earth (120km altitude). To begin a voyage to the Moon, what velocity does it need to escape from the Earth?
A satellite is in a circular parking orbit about the Earth (120km altitude). To begin a voyage to the Moon, what velocity does it need to escape from the Earth?
Suppose we decide to send a spacecraft to Saturn, using one transfer orbit that connects the earth to Saturn. Craft starts in a circular orbit (centering the Sun) close to Earth (radius 1 AU) and is to end up in another orbit near Saturn (radius 10 AU). Ignore the effects of other planets in the solar system. a) Find the eccentricity of the transfer orbit that gives the shortest time of travel. b) Use Kepler's third law to estimate the...
5. NASA decides to send a spacecraft to Neptune by the simple Hohmann transfer de- scribed in Example 8.6 of the text book. The spacecraft starts in a circular orbit near the Earth and must end up in a circular orbit near Neptune at 30 times greater dis- tance from the Sun. Using Kepler's 3rd law, show that the transfer will take about 31 years to complete. What thrust factor =V/v is required to start the spacecraft on its journey?...
Problem 3) The space shuttle is in a circular orbit of 180 km altitude and inclination 30o. What is the change in east longitude (AX) of the ascending node after 1 orbit of the satellite? (answer in radians) Hint: ёл-(w Earth-A)nT for n orbits Problem 3) The space shuttle is in a circular orbit of 180 km altitude and inclination 30o. What is the change in east longitude (AX) of the ascending node after 1 orbit of the satellite? (answer...