Mission To Pluto Uses Jupiter To Speed Up?

In summary: I'm not sure what the angle is, but I'm pretty sure that as a rocket scientist I'm supposed to be able to figure it out. And I have done it before. But I'm not sure I remember how to do it.In summary, the slingshot effect, also known as the gravity assist maneuver, is a technique used to increase the speed or change the direction of a spacecraft by using the gravitational pull of a planet. This is achieved by approaching the planet at a specific trajectory, which allows for a transfer of kinetic energy from the planet to the spacecraft. While the speed of the spacecraft remains the same relative to the planet, it gains speed or changes direction relative to other objects in the solar system. This technique has
  • #1
uknova
12
0
I read a recently launched spacecraft is going to pluto and is swinging around Jupiter to help it speed up.

I don't understand much about physics but surely the planets gravity will give as much kinetic energy as it takes away, once the craft is moving away from the planet.

How can it actually gain speed from swinging round a planet, i would of guessed it would speed up as it approached, then slow down to its original speed as it goes away from the planet? :confused:

Can anyone explain in simple terms?
 
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  • #2
Remember that Jupiter is itself moving. A small amount of kinetic energy is transferred from Jupiter to the spacecraft . Since the mass of Jupiter is so large, this does not have a noticeable on the motion of Jupiter. The mass of the spacecraft is tiny, and the transfer of kinetic energy does have a noticeable effect on its speed.

For answers with more detail, try googling "slingshot effect".

For example, see http://www.dur.ac.uk/bob.johnson/SL/1.html" .

Regards,
George
 
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  • #3
uknova said:
I read a recently launched spacecraft is going to pluto and is swinging around Jupiter to help it speed up.
I don't understand much about physics but surely the planets gravity will give as much kinetic energy as it takes away, once the craft is moving away from the planet.
How can it actually gain speed from swinging round a planet, i would of guessed it would speed up as it approached, then slow down to its original speed as it goes away from the planet? :confused:
Can anyone explain in simple terms?

Relative to the Planet, yes, its speed would be the same before and after. Its direction will change however. Much the same as a ball bounced off a wall will be moving at the same speed after the bounce as it was before, but in a different direction.

Now imagine what would happen if you tossed the ball in front of a car driving down the road? Let's say you toss the ball at 20mph in the same direction as the car is moving at 70 mph. the car hits the ball with a relative speed fo 50 mph, and the ball rebounds with a relative velocity to the car at 50 mph. The new speed of the ball will now be 100 mph relative to you. you udsed the car to increase the speed of the ball relative to you, but its speed did not change relative to the car.

With probes we do the same thing. Except we use the planet's gravity to whip it around rather than bounce it off.
 
  • #4
Here's a diagram showing how Jupiter bends the trajectory of New Horizons. Relative to Jupiter, the inward and outward velocities are the same, but relative to the Sun, they are not.

Color code:
Sun: yellow dot
Mercury: gray
Venus: white
Earth/Moon : blue/gray
Mars: red
Ceres, Pallas, Vesta: white
Jupiter: purple
Saturn: yellow
Uranus: green
Neptune: blue
Pluto/Charon: purple/white
New Horizons: orange
 

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  • #5
And this is (*) why the old Star Trekkian "slingshot around the Sun" trick doesn't work. You can only slingshot around the planets to gain speed.


(*...one of the many reasons...)



(*gasp* Star Trek uses dodgy physics?)
 
  • #6
i thought i heard on a scientific documentary that in the future the sun could be used to accelerate a probe to 1/3 of the speed of light or something ridiculous, not possible ?
 
  • #7
DaveC426913 said:
And this is (*) why the old Star Trekkian "slingshot around the Sun" trick doesn't work. You can only slingshot around the planets to gain speed.
(*...one of the many reasons...)
(*gasp* Star Trek uses dodgy physics?)


It works just as well as slingshotting around a planet. Relative to the sun there is no speed increase, relative to that nearby star the sun is moving towards already, there is.
 
  • #8
franznietzsche said:
It works just as well as slingshotting around a planet. Relative to the sun there is no speed increase, relative to that nearby star the sun is moving towards already, there is.
It accomplishes nothing within the solar system - which is what I was sayin'.
 
  • #9
DaveC426913 said:
It accomplishes nothing within the solar system - which is what I was sayin'.


Actually, depending on the orbital position of a particular planet, it could increase your speed toward that planet, as the planets are not stationary with respect to the sun.
 
  • #10
franznietzsche said:
Actually, depending on the orbital position of a particular planet, it could increase your speed toward that planet, as the planets are not stationary with respect to the sun.
I wouldn't call that a slingshot, though. I'd want to see some energy added to or subtracted from the orbit.

I agree with Dave. I don't see how anything (internal to the solar system) could be gained by a solar slingshot, unless we're splitting hairs and treating the Sun and the solar system barycenter as seperate, in which case there may be a negligable boost to be had.
 
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  • #11
It's a math thing. A massive body can impart huge velocity to a less massive body if it has the proper trajectory. It's a simple geometry problem. Apply the approach velocity and mass, and skim just outside the Roche lobe of Jupiter and see what happens.
 
  • #12
tony873004 said:
I wouldn't call that a slingshot, though. I'd want to see some energy added to or subtracted from the orbit.
I agree with Dave. I don't see how anything (internal to the solar system) could be gained by a solar slingshot, unless we're splitting hairs and treating the Sun and the solar system barycenter as seperate, in which case there may be a negligable boost to be had.
If the orbital bypass was right, an object could gain some from the Sun's rotational angular momentum. Also, another "gain" in the solar system might not be velocity (read "speed") but could easily be a change in the direction (vector?) of the orbit. Head toward Saturn vs head for Neptune, etc.
As per definition though, a change in the vector is also a change in velocity. Velocity = speed + directional coordinates.
 
  • #13
Chronos said:
It's a math thing. A massive body can impart huge velocity to a less massive body if it has the proper trajectory. It's a simple geometry problem. Apply the approach velocity and mass, and skim just outside the Roche lobe of Jupiter and see what happens.
It's not just the change in velocity that makes it a slingshot. Earth's velocity is constantly changing due to its changing direction, and changing speed from its elliptical orbit. But we don't refer to this as a slingshot. It's just an elliptical orbit. The kinetic energy + potential energy is constant the whole time relative to the Sun.
Labguy said:
If the orbital bypass was right, an object could gain some from the Sun's rotational angular momentum. Also, another "gain" in the solar system might not be velocity (read "speed") but could easily be a change in the direction (vector?) of the orbit. Head toward Saturn vs head for Neptune, etc.
As per definition though, a change in the vector is also a change in velocity. Velocity = speed + directional coordinates.
But the planets are all changing their directions, hence velocities, constantly. But we don't refer to these as slingshots. We just call them orbits. After "slingshoting" the Sun, the size, shape, orientation and energy of your orbit remains unchanged. If you happen to be heading towards Saturn rather than Neptune after perihelion, its because Saturn and Neptune have moved. A spacecraft "slingshoting" the Sun will still be tracing the same ellipse it was tracing prior to the "slingshot". I know some spacecraft that head to Venus for a slingshot gravity boost sometimes circle the Sun an extra time to get their intercept timing correct, but this is not considered a slingshot. It's just an extra orbit.

I'm not sure how the Sun's rotational angular momentum would come into play. At least not in any significant manner. I guess the spacecraft would pull a tide on the Sun, and since it outraces its tide, its tide would pull back on the craft and cause it to lose energy. I'm not sure if this is what you are referring to as it is extremely insignificant. Or perhaps frame dragging, but again, extremely insignificant.
 
  • #14
tony873004 said:
I'm not sure how the Sun's rotational angular momentum would come into play. At least not in any significant manner. I guess the spacecraft would pull a tide on the Sun, and since it outraces its tide, its tide would pull back on the craft and cause it to lose energy. I'm not sure if this is what you are referring to as it is extremely insignificant. Or perhaps frame dragging, but again, extremely insignificant.
I don't recall ever posting anything that was extremely insignificant, except this perhaps...:biggrin:
 
  • #15
Then is there something I missed? Is there any significant energy that a spacecraft could draw from the Sun's angular momentum?
 
  • #16
tony873004 said:
Then is there something I missed? Is there any significant energy that a spacecraft could draw from the Sun's angular momentum?
There is energy to be gained, but I wouldn't know what you consider significant..?
Are the "shepherding satellites" around Saturn that keep rings in place (F-Ring, I think) significant? Those satellites each trade speeding up then slowing down with respect to each other and with Saturn. Thier significance is the way they weave the F-ring into a spiral, takes energy to do that.
If an object approached the Sun ~parallel to the equatorial plane and approached from a direction toward the surface rotation, it would get a kick, and this could be used for a vector change. To me, that's significant.
 
  • #17
Labguy said:
There is energy to be gained, but I wouldn't know what you consider significant..?
Let's just say anything above 10-6 meters/second (1/1000 of a mm/second). I doubt the tide raised by a spacecraft making a close pass of the Sun would alter the craft's velocity by more than this amount. The effect would probably be many magnitudes less than this.

Labguy said:
Are the "shepherding satellites" around Saturn that keep rings in place (F-Ring, I think) significant? Those satellites each trade speeding up then slowing down with respect to each other and with Saturn. Thier significance is the way they weave the F-ring into a spiral, takes energy to do that.
But the Saturn satellites are slingshoting each other. They're not getting a slingshot boost from Saturn. If one of them disappeared, the orbit of the other one would stabalize. A Saturn satellite getting a boost from another Saturn satellite would be comprable to a spacecraft getting a boost from a planet, not from the Sun.

Labguy said:
If an object approached the Sun ~parallel to the equatorial plane and approached from a direction toward the surface rotation, it would get a kick, and this could be used for a vector change. To me, that's significant.
This is what I don't understand. I don't see why it would gain anything from such a passage. Sure, it's going to change direction, but that's just part of being in orbit, not part of being slingshot.
 
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  • #18
tony873004 said:
This is what I don't understand. I don't see why it would gain anything from such a passage. Sure, it's going to change direction, but that's just part of being in orbit, not part of being slingshot.
I should have said that "kick" meant a boost in speed/velocity in addition to the agreed-on vector change. It should get a small amount of added velocity from the Sun's angular momentum of rotation if it approached the way I described. This would be above and beyond the simple change in vector from the Sun's gravity. But, I have no idea at all how to calculate how much of a "kick" there would be, but there would have to be some.
BTW, many stray objects (comets, spare rocks, small spacecraft , etc.) passing like this (around the sun) or even around Jupiter for a slingshot, don't end up in an "orbit" but are a one-time pass to oblivion and are put into hyperbolic or parabolic paths never to return. Such as non-periodic comets and the old Voyager spacecraft . They're gone forever.
 
  • #19
isnt the sun orbiting the center of the galaxy? wouldn't the slingshot effect if used with the sun be able to boost a small craft to insane amounts of speed?
 
  • #20
OSalcido said:
isnt the sun orbiting the center of the galaxy? wouldn't the slingshot effect if used with the sun be able to boost a small craft to insane amounts of speed?
No, because we (the Earth) and anything we would launch are also orbiting the center of the galaxy at the same speed as the Sun, +- small variations.
 
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  • #21
suns and slingshots

DaveC426913 said:
And this is (*) why the old Star Trekkian "slingshot around the Sun" trick doesn't work. You can only slingshot around the planets to gain speed.


(*...one of the many reasons...)



(*gasp* Star Trek uses dodgy physics?)

ah, but the sun IS moving...:approve:
there should be some slingshot effect... just maybe not enough to create the effects that they needed for the plot to work out...
:cool:
 
  • #22
No.

Within the Solar System's frame of reference, the Sun is not moving. A spaceship will NOT acquire any speed difference relative to anything IN the solar system (such as the Earth, their destination), thus no slingshot (let alone time dilation).

Yes, relative to the GALAXY, the Sun is moving, and if the Enterprise were landing on a planet OUTSIDE the Solar system, they could use their speed gained from slingshotting around the Sun to increase their speed RELATIVE to THAT frame of reference.
 

1. What is the purpose of using Jupiter to speed up the mission to Pluto?

The main purpose of using Jupiter to speed up the mission to Pluto is to take advantage of the planet's strong gravitational pull. By using Jupiter's gravity, the spacecraft can gain speed without using extra fuel, allowing it to reach Pluto faster and more efficiently.

2. How does using Jupiter's gravity affect the mission to Pluto?

Using Jupiter's gravity can significantly reduce the time and resources needed to reach Pluto. By slingshotting around Jupiter, the spacecraft can gain an enormous amount of speed, cutting the journey time by several years.

3. What is the significance of the mission to Pluto?

The mission to Pluto is significant because it is the first time a spacecraft has been sent to explore the distant dwarf planet. This mission will provide valuable insights into the formation and evolution of our solar system and help us better understand the icy worlds at the edge of our solar system.

4. How long will the mission to Pluto take?

The mission to Pluto will take approximately 9 years. However, by using Jupiter's gravity to speed up the spacecraft, the journey time is reduced to about 6 years, saving time and resources.

5. What other benefits does using Jupiter's gravity provide for the mission to Pluto?

Aside from speeding up the spacecraft's journey, using Jupiter's gravity also allows for a closer flyby of Pluto. This will provide better data and images of the dwarf planet, allowing scientists to study it in more detail and potentially make new discoveries.

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