Relativity & Computer Calculations: Speed Up 300x?

In summary: Whereas, if the computer and Earth were both in an inertial frame of reference (where time was moving at a fixed rate), sending the answer forward in time would be instantaneous.
  • #1
danielhaish
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TL;DR Summary
In higher speed the time is slower so the computer can make the calculation that depends on time count faster
there is many analog dividing machine that base on time counting . so does this machines work faster on height speed system such as
Particle Accelerator it may help in decryption of public encryption and other coculation .
It looked at relative calculator and in the speed that close to the speed of light you can get that it will be 300 time faster
 
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  • #2
On the contrary, the machines would be slower the faster they go relative to you and I here on Earth's surface. At 0.866c a computer would experience about 1 second of time for every 2 seconds here on Earth, roughly half of 'normal'. The clockrate of a modern processor of, say, 4 ghz, would only be 2 ghz from our point of view.

Remember that while the computer itself would also see our own clocks here on Earth ticking at a slower speed, the information has to be sent to us in our own reference frame. We aren't the ones who would go to the computer's reference frame.
 
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  • #3
Yesh bu the information may be send after the all cuclation
 
  • #4
Doesn't matter. What you are proposing is a variant on the "twin paradox" scenario with the computer (and possibly its communication links) being the traveling twin. The computer has less time to perform its calculations than one at rest on Earth would have.
 
  • #5
Lats say you have really hard question in math and solving it takes 20hours but the answer of the question is only 1 digit number so you can sned it faster thrn the time it take to solve it it not about information it about actions for one direction function
 
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  • #6
danielhaish said:
Lats say you have really hard question in math and solving it takes 20hours but the answer of the question is only 1 digit number so you can sned it faster thrn thr time it take to solve it it not aboyt information it about actions
You apparently are not understanding the answer Drakkith gave you. Sending the answer to the math problem would not occur until LONG after the computation was finished on Earth. You have time dilation backwards. Please study it before posting on this again.
 
  • #7
danielhaish said:
Lats say you have really hard question in math and solving it takes 20hours but the answer of the question is only 1 digit number so you can sned it faster thrn the time it take to solve it it not about information it about actions for one direction function
It doesn't matter. As viewed from Earth, the moving computer runs slowly. It would take (for example) two hours by Earth clocks to do a computation the computer (by its own clock) needs one hour to do, plus the transmission time. You could just use a computer on Earth and get the answer in an hour.
 
  • #8
How do I know that the transmission time is the same time as solving the problem
 
  • #9
danielhaish said:
How do I know that the transmission time is the same time as solving the problem
It isn't. Why would it be? The problem with your idea is that it takes longer for the traveling computer to do the calculation than one on Earth. The transmission time just adds more time to that.
 
  • #10
So I need the other computer to move slower then Earth and then the time will work faster on it?
 
  • #11
danielhaish said:
So I need the other computer to move slower then Earth and then the time will work faster on it?
No. This isn't about who is moving faster - there is no such thing in any absolute sense. It's about who is not moving inertially (at least in a simplistic scenario like this one). To get the Earth to experience less elapsed time you need the Earth to follow a non-inertial path. That means you need to accelerate the Earth to near light speed, stop it, turn it around, and come back to the computer. That isn't practical.
 
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  • #12
Now i got it
 
  • #13
Possibly if the computer is in outer space, and you're at the center of a large, dense planet, you could obtain the answer more quickly.
 
  • #14
Just build a slower computer and voila! your computer is now faster relative to that slower computer.
 
  • #15
This would work if you kept the computer in an inertial frame and then sent the Earth off on an out-and-back relativistic journey. Do not recommend.
 
  • #16
klotza said:
This would work if you kept the computer in an inertial frame and then sent the Earth off on an out-and-back relativistic journey. Do not recommend.
Do you really need the out-and-back leg of the journey, you don't need physical access to the computer? You could send the answer back at near light speed.

Now let me answer my own question. No you can't send the answer "back" you can only send the answer forward in time. Thus you need to wait for the end of the computation to transmit the answer. Whereas, if you send the Earth on a relativistic journey you could time your journey such that you return to the stationary computer in time the read the answer. So out-and-back is required.

I put together a space time diagram to demonstrate.
https://www.spacetimeglobe.com/a/GULxNZhd
 

1. What is the theory of relativity?

The theory of relativity is a scientific theory developed by Albert Einstein in the early 20th century. It explains the relationship between space and time and how they are affected by gravity. It also describes how objects with mass can bend the fabric of space-time.

2. How does the theory of relativity relate to computer calculations?

The theory of relativity has a significant impact on computer calculations, particularly when it comes to calculating speeds. According to the theory, as an object approaches the speed of light, its mass increases, and time slows down. This means that calculations involving high speeds must take into account the effects of relativity to ensure accuracy.

3. What is the significance of speeding up computer calculations 300 times?

Speeding up computer calculations 300 times can greatly improve the efficiency and accuracy of various processes that rely on these calculations. This could include scientific simulations, financial modeling, and data analysis. It can also lead to advancements in fields such as artificial intelligence and machine learning.

4. How can relativity be incorporated into computer calculations?

Relativity can be incorporated into computer calculations through the use of special algorithms and equations that take into account the effects of relativity. These calculations can then be used to improve the accuracy of various processes, especially those involving high speeds.

5. Are there any limitations to using relativity in computer calculations?

While relativity can greatly improve the accuracy of computer calculations, there are some limitations to its use. For example, it may not be necessary to incorporate relativity into calculations that involve low speeds or small objects. Additionally, the complexity of incorporating relativity into calculations may make it impractical for certain applications.

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