Let’s just make this simple: To achieve a size of 0.5 g, you need a height of 450 meters and a spacecraft-to-counterweight double-mile (900 meter).
Just for fun, The Wikipedia page specifies a height of 450 meters. This can provide a circumference of 225 meters. By using the same speed, astronauts can have a gravitational force of only 0.25 g.
I mean, it’s not dangerous. Instead, the force of gravity on Mars is 0.38 g’s, which is why this may be enough for astronomers to prepare to work on Mars. But when I stick with my digging power of 0.5 g’s it is 900 meters high.
How Can It Be Reduced Tether?
Without further ado, let us consider what would happen if a lunar pilot wanted to climb one rope from a ship to another’s weight for some other reason. Maybe life is better on the other side – who knows?
After the astronaut untied the rope (and called it “up” a path that is opposite to gravity), science says that they also feel the same weight as other astronauts write. However, as they climb to the top of the rope, their rotation (their distance from the center of rotation) decreases, causing gravity to decrease. They feel light until they reach the middle of the tether, when they feel they don’t have it. As they continue their journey to the other side, their seemingly initial weight begins to gain momentum – but on the other hand, it draws them in to fight the oppressors on the other side.
But it’s not a fun movie. So here’s something amazing instead. Suppose the ship starts near the center of the rotation with a slight pull. Instead of slowly climbing the “bottom” of the tether, what if they just let the gravitational force go Drag him down? How fast will he be when he reaches the end of the line? (This would be like a fall on Earth, except that when he “falls,” the force of gravity will increase as his distance from the center. In other words, the continuation of his fall will be much greater.)
Since the strength of a ship changes as it descends, this becomes a very serious problem. But don’t worry, there is an easy way out. It may seem tricky, but it works. The important thing is to cut the movement short and temporary.
If we consider its motion for only a period of only 0.01 seconds, then it does not go very far. This means that the gravitational force is usually static, since its surroundings are also constant. However, if we have long-term power, we can use mixed equations to find the position and speed of the ship after 0.01 seconds. Then we use his new role to gain new strength and repeat all of that. This method is called numerical calculations.
If you want to replicate this move after one minute, you will need 100 times this 0.01. You can read this on paper, but it is easy to create a computer program. I will take the easy way out using Python. You can see my number here, but that is what it might look like. (Note: I have enlarged the size of the sailor to see it, and the video footage is running at a speed of 10x.)
To achieve this, it takes a walker around 44 seconds to travel with a final speed (rope access) of 44 meters per second, or 98 miles per hour. So, this is it no the safest thing to do.
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