Here and Now
Posted: Wed Jul 29, 2020 7:56 am
If I could add one sentence to Richard Feynman's famous one in which, in one sentence he transmits as much information to a future generation that has lost all knowledge of the nature of the universe in which we live as is possible (that stuff is made up of individual particles, being his chosen one), it would be that "Now is only now, here."
This is the central core of Einstein's Special Theory of Relativity - that the instant of now that we all experience (with the past stretching out behind us and the future extending out before) is entirely relative to our own particular position. The duration of the 'now instant' extends with distance away from the observer, such that on say the surface of Mars it is (from our position) about fifteen minutes in length. This means that to talk of 'now' on the surface of Mars, from here on Earth, you are actually refering to a period of about fifteen minutes.
As the duration of now increases relative to our position on Earth, it encroaches into the past and future, such that (presumably) at some distance the entirety of time is encapsulated in the now (again, from our own perspective, it must be stressed). Going back to Mars, the 'now' for the individual on the surface of that planet seems as instantaneous as ours does for us, but looking Earthward our now would seem to him (or her) to be same fifteen minutes that his appears to us.
Assuming I have this correct, and given that we can calculate this increase in the duration of 'now' with respect to increasing distance, what I want to know is this. What is the distance at which the entire existence of the universe, past and present, is caught up in our 'now'? Is it at the furthest limit of the observable universe, or the universe proper? Or does it occur before that point, say somewhere in the depths of space? Is this distance always the same - or does it increase as the universe expands?
Come on you lot; step up to the plate and nail your colours to the mast! Let's be having it!
You know you can do it!
(Vraith - where are you when we need you?
)
This is the central core of Einstein's Special Theory of Relativity - that the instant of now that we all experience (with the past stretching out behind us and the future extending out before) is entirely relative to our own particular position. The duration of the 'now instant' extends with distance away from the observer, such that on say the surface of Mars it is (from our position) about fifteen minutes in length. This means that to talk of 'now' on the surface of Mars, from here on Earth, you are actually refering to a period of about fifteen minutes.
As the duration of now increases relative to our position on Earth, it encroaches into the past and future, such that (presumably) at some distance the entirety of time is encapsulated in the now (again, from our own perspective, it must be stressed). Going back to Mars, the 'now' for the individual on the surface of that planet seems as instantaneous as ours does for us, but looking Earthward our now would seem to him (or her) to be same fifteen minutes that his appears to us.
Assuming I have this correct, and given that we can calculate this increase in the duration of 'now' with respect to increasing distance, what I want to know is this. What is the distance at which the entire existence of the universe, past and present, is caught up in our 'now'? Is it at the furthest limit of the observable universe, or the universe proper? Or does it occur before that point, say somewhere in the depths of space? Is this distance always the same - or does it increase as the universe expands?
Come on you lot; step up to the plate and nail your colours to the mast! Let's be having it!
You know you can do it!

(Vraith - where are you when we need you?
