Waiting Equation
Can we ever go beyond our solar system and reach any other star system? After the sun, our nearest star is about four and a half light years away from us. That means, if we go to the speed of light then we will need to take the time to reach the nearest star system for four and a half years. Again, Einstein's relativity does not allow a material mass to move at the speed of light, then its strength must be infinite (for now Wormhole is a purely theoretical thing - ignoring Skipper). The speed of our fastest airplane is just 0.02% of the speed of the velocity. Meanwhile, the nearest constellation is still far away. So if the road is far away, then it is better to go ahead, what does that say?
But not We might now be moving forward at a speed. After thousands of years, our successors will be able to reach us in a very nice space and will be able to move forward in front of us and look back at our navigator and laugh at us, in that case our journey is in Los Angeles. Likewise, after five thousand years, the successors of five thousand years will be more technically advanced and they can wait for us all to sit in any star before going beyond two thousand years! Does this mean that we can go to any star as soon as we wait for the journey? So will we just wait and walk, will we keep going?
Andrew Kennedy answered the question. He established an equation through which it can be calculated that how much time can be reached to reach the destination, we can reach the earliest. This time is a fair or optimum standard available from Kennedy equations. This equation is called wait equation. Generate the equation:
T (now) / T (t) = (1 + r) ^ T / 2
In this equation we can eliminate the distance of the destination and we can choose how long it is to wait before going to the destination. For example: If we leave for 6 light years to the Bernard Star, then according to this equation we have to wait 1103 years of time.
I am following and upvoted you . you follow and up voted me.
done. but its not right.
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