Programming Orbit Expansion: Change Radius w/ Centripetal Force

In summary, to change the radius of an orbit in a 3D space game, you will need to use two impulses to make the orbit elliptical and then circular again at a different radius. Additionally, increasing the velocity will also increase the orbit radius, and reducing the centrifugal force will result in a larger orbit.
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rrfoote
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I am programming a game that involves objects orbiting in 3d space circularly around an axis. I have the orbits working for a fixed radius using centripetal forces, however, I want to be able to change the radius while the program is running. I have tried to just make the magnitude of the centripetal force = (mass*(velocity^2))/radius, however this fails if i change the radius during the program. What forces should I use to change the radius of the orbit?
 
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rrfoote said:
I am programming a game that involves objects orbiting in 3d space circularly around an axis. I have the orbits working for a fixed radius using centripetal forces, however, I want to be able to change the radius while the program is running. I have tried to just make the magnitude of the centripetal force = (mass*(velocity^2))/radius, however this fails if i change the radius during the program. What forces should I use to change the radius of the orbit?

In reality, increasing the velocity increases the orbit radius. The orbital velocity equals the square root of the Universal Gravitational Constant x mass of attracting body (like the sun) divided by the radius of the orbit.

If the program is set up so that you need to change a force to change orbital radius, a lower centrifugal force will give a greater radius.
 

FAQ: Programming Orbit Expansion: Change Radius w/ Centripetal Force

What is Programming Orbit Expansion?

Programming Orbit Expansion refers to the process of using computer programming to adjust the radius of an object's orbit by manipulating the centripetal force acting on it.

What is Centripetal Force?

Centripetal Force is the force that acts on an object in circular motion, pulling it towards the center of the circle. It is calculated using the formula F = mv^2/r, where m is the mass of the object, v is its velocity, and r is the radius of the circle.

Why is it important to change the radius of an orbit?

Changing the radius of an orbit can be important in various situations, such as space exploration or satellite communication. It allows for more efficient use of resources, better positioning, and can also help avoid collisions with other objects in space.

How can programming be used to change the radius of an orbit?

Computer programming can be used to manipulate the centripetal force acting on an object, thereby changing its orbit. This can be achieved by adjusting the object's velocity or mass, or by applying external forces, such as thrusters.

What are some challenges of programming orbit expansion?

Some challenges of programming orbit expansion include accurately calculating and predicting the effects of changing the radius on the object's orbit, accounting for external factors such as gravitational pull from other objects, and ensuring proper communication and coordination between multiple objects in the same orbit.

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