Relativity and simple algebra II

Discussion in 'Physics & Math' started by ralfcis, Feb 6, 2021.

  1. ralfcis Registered Senior Member

    ZZZZZZZZ bed time.
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  3. ralfcis Registered Senior Member

    in order for SR's explanation to be correct. This is a purely circular argument. The results bear out the hypothesis, therefore the hypothesis must have been correct all along and let's make sure of that by using the hypothesis for 116 years as if it's a genuine conclusion that now becomes fact. I can solve every example of relativity without once invoking length contraction. There is no physical experiment that has been performed to verify its existence. It even vanishes like a phantom effect once the velocity that creates it disappears. Yet age difference from the twin paradox persists as a measurable result even after the velocity is gone. How come one is persistently real and measurable and the other is not and yet you still insist it is. Length contraction is the result of conflicting perspectives of simultaneity. Perspectives are illusions just like mirages yet you say there must be water there because you can see it and there is no other possible explanation and if there is you don't want to accept it.
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  5. James R Just this guy, you know? Staff Member

    This is a response to post #155.

    Okay. We're going to keep playing a guessing game, are we, rather than you telling me what you believe?

    Here's my next guess: do you believe that neither length contraction nor time dilation are real effects? Is that correct?

    If not, there are two more possibilities that we will have to explore in order to find out what you believe, presumably. It would be quicker if you just told me, but we can play the guessing game if you want.

    Okay. Let's get to the bottom of it this way:

    If Bob observes coordinates (x,t) for a particular spacetime event, and Alice observes coordinates (x',t') for the same event, please tell me how I can calculate x' and t' from x and t, in general.

    Remember, here x and x' are not "lengths" - they are position coordinates. A length requires two position coordinates, and is defined as the difference between those two coordinates. Similarly, t and t' are time coordinates, not time intervals.

    Previously, I suggest that the appropriate transformation for the position coordinates in ralfcis relativity would be:
    $x' = x-vt$

    which would be the same as the Newtonian/Galilean transformation. This has the effect of preserving "absolute" notions of distance between the primed and unprimed frames. (Note: the $v$ here is the velocity of Alice's frame, calculated using Bob's coordinates, assuming Alice's frame is moving in the positive x direction.)

    Do you agree with this transformation? To compare, the Lorentz transformation has:
    but the $\gamma$ factor there means that lengths are not preserved between frames. Length contraction follows directly from this equation in SR. If you don't want length contraction in your theory, you need a different transformation equation.

    In relativity these days, we normally keep the symbol "m"for the rest mass of an object, which is a relativistic invariant quantity (same in all frames). The notion of "relativistic mass", $\gamma m$, often comes up in pop-science discussions of relativity, but it is generally avoided in the peer-reviewed literature these days.

    You have to be careful when talking about energy, because not all types of energy are included in $E=mc^2$ etc. Pushing a car up a hill increases the gravitational potential energy of the car-Earth system, but that has no effect on the kinetic or mass energy of the car at the start and end of its trip up the hill, assuming it starts and ends at rest.

    I suggest we postpone discussions of relativistic energy and momentum until later - at least until we've sorted out your problems with length contraction and the like.
    Imagine a bunch of metre rulers strapped to the top of Alice's spaceship and extending out into space for light years in her direction of travel and moving with the spaceship. That's conceptually what he reference frame is. No "odometer" is required. Distances can be read off the markings on the rulers. Simple. The Earth frame is no different. It's just that the Earth's rulers are strapped to the Earth instead of to the spaceship.

    When you say "proper distance" you mean the "rest length" between the start and finish lines, which is the length that Bob would measure, because the start and finish lines are stationary relative to him. Assuming all the stars and planets on Bob's chart are stationary in Bob's frame, then his chart will indeed record the "rest distances" or "proper distances" between them. The "proper time" on any one of those stars or planets, however, is the time measured by a clock at rest on one of those planets. That time can be synchronised with Bob's clocks on Earth, because the planets are at rest with respect to Bob.

    Alice's "proper time" - the proper time for Alice's trip in her spaceship - is the time recorded by a clock on her spaceship, because that clock is at rest in Alice's frame. Alice's "proper time" is not in any way the same as Bob's "proper time", because their two frames are moving relative to one another. It makes zero sense to claim that, when Alice's clock reads "2 hours" that is in any way comparable to when Bob's clock reads "2 hours". The reason we can't compare is the word "when". Bob and Alice do not share the same notion of simultaneity. Moreover, Bob and Alice both see each other's clocks as running slower than their own clocks, so neither of them ever sees both clocks reading "2 hours" simultaneously, in their own frame.

    Not because Einstein said so. Because length contraction is a logical, derived, consequence of a theory which has been directly tested in many other ways and found to be accurate. You can't just throw out one derived consequence of a self-consistent theory and keep all of the rest.

    If you don't think length contraction is real, you need to start from scratch with a new theory to replace SR. Specify your postulates. (You won't be able to use the one that keeps the speed of light the same in all inertial frames.) Derive your transformations. Make quantitative predictions that you can test in real-world experiments. Compare the results of those experiments to the predictions of your theory. If everything is consistent, then you may be onto a winner.

    You'll need to cite where Einstein said there is "no such physical thing" as length contraction. It has been accepted by scientists for 116 year now to be a real "physical thing", understood as a effect related to reference frames.

    That's geometry. Algebra doesn't use graphs; it is the manipulation of symbols.

    We don't need calculus here.

    Note that the Lorentz transformations are quite different to a normal coordinate "rotation". They are sometimes described as a kind of "rotation", but that's not a very accurate description of what's going on. The Lorentz transformations clearly rescale the coordinate axes and skew them. They do not preserve time intervals or lengths in the two frames. What they preserve is the speed of light.

    What I want to do, eventually, is to show you that your theory - your maths - is inconsistent. Either inconsistent with your own postulates (which, by the way, you haven't listed yet), or else inconsistent with real-world experimental results, or both.

    To get there, I have to first understand what the fundamentals of your theory are, and how they differ from those of SR. That's why I keep asking you annoying questions about your definitions, your assumptions, and the like.

    One way to shortcut the process would be for you to state the postulates of your theory. Another way would be for you to post your coordinate transformations, because I could then work backwards from those to the postulates.
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  7. James R Just this guy, you know? Staff Member


    I have asked a number of questions over and over, because you did not answer them the first time I asked.

    I'm getting a clearly picture of where you're coming from now, though, gradually.

    I'm actually trying to save you some time and effort, by trying to root out where we disagree. If you feel like you have to teach me about relativity or spacetime diagrams from scratch, then you're wasting your time and mine. I only need to know about how your diagrams differ from the usual Minkowski diagrams. I think at this point, I understand well enough. The answer is that they don't really differ, except that you seem to think that "proper times" in different frames are somehow comparable by your method of "Loedel simultaneity", even though no measurable variable depends on that.

    Yes you do. You calculate "proper time" in Alice's frame, for example, by using the Lorentz factor $\gamma$, or Y, if you prefer. In doing so, you implicitly recognise that Alice's clocks tick at a different "proper" rate to Bob's clocks, which means that you recognise that Alice's and Bob's "perspectives" on time are different.

    You seem to want to borrow most of your equations from SR, but without acknowledging what those equations are actually about.

    It's interesting that you call this an "illusion of perspective". I'd say its a real effect of perspective. If you hold up a ruler in front of your eyes and measure the height of the person 100 yds away - or hold your thumb up next to him - then the person you see really is a tall as your thumb. Or, rather, the image of the person you see next to your thumb is really as tall as your thumb. But we recognise that distances on the image are not the same as distances 100 yds away, where the person is actually standing.

    One way to find the "real" height of the person would be to carry your ruler 100 yds, then to measure his height with it. But that's not the only way. You could take into account how light rays propagate from the person to your eye, then do some trigonometry to "transform" the thumb-sized height measurement near your eye to a "100 yd distant" measurement of the person's "actual" height. The "transformation equations" would take into account the 100 yd distance and the angle between light rays from, say, the person's feet and the top of his head, at your eye.

    Relativity using the Lorentz transformations is no different, in principle. It's just a little more counter-intuitive, since you're used to judging the heights of people at a distance "automatically" - with your two eyes measuring the 100 yds using parallax and your brain doing some internal trigonometry. In comparison, you're not used to measuring the lengths of objects moving at close to light speed. The brain doesn't do those calculations "automatically". You have no direct experience of such things, unlike your real-world experience of geometrical perspective.

    Yes. But those effects are the results of a history of accelerations, which all observers can agree on. In the twin paradox, both Alice and Bob agree that Alice felt all the effects of acceleration, while Bob felt none of them, for instance. Their respective reference frames are not symmetrical in that regard - unlike situations where Alice and Bob are travelling at a constant relative velocity at all times.

    Time dilation similarly disappears when there's no relative velocity. All clocks at relative rest tick at the same rate.

    Similarly, the thumb height of your man at a distance disappears when you go to where he's standing.

    Both things are true. There are relativity of simultaneity effects as well as time dilation effects.
  8. James R Just this guy, you know? Staff Member

    Special relativity is called "special" because it is a special case of the more general theory of General Relativity.

    Specifically, special relativity falls out of general relativity when the spacetime metric is "flat". To put it another way, SR is just GR without any gravity.

    GR has all the same effects as SR: length contraction, time dilation, relativity of simultaneity, constant speed of light, etc. It "just" adds in a relativistic theory of gravity. The price GR has to pay for incorporating gravity, whilst retaining the equivalence principle, is that it has to introduce curved spacetime.
  9. James R Just this guy, you know? Staff Member

    This is a reply to post #160:

    You're saying that Alice can't carry a regular ruler on her spaceship?

    No. If it becomes important to our discussion, then I might.

    You should explain what's wrong, and why its wrong.

    Clocks that are stationary relative to one another tick at the same rate. If they display different times, then at least one of them must have accelerated since they were last synchronised.

    I'm not sure what you're referring to. Are you claiming you have access to secret facts that only the experts know, but aren't telling?

    There are countless textbooks on relativity, as well as a lot of freely available peer-reviewed articles, as well as various pop-science accounts (which tend to leave out a lot of the maths).

    Which information or "facts" do you believe the "experts" are hiding from you (or me, or the general public)?

    If Sr agrees with all the experimental results, then there must be something right about its "philosophy". Or are you claiming that its predictive power is just coincidence or something?

    I found a couple of errors you made earlier in the thread. At one point, you were calculating speeds of light signals that were not equal to c in one or more of the reference frames, for instance.

    Let's clear this up, though:
    Is the speed of light the same in all inertial frames, or not, according to you? Yes or no?

    If your answer is "no", then you've thrown away one of the two postulates of special relativity, and we're dealing with an entirely different theory. So, it's important I know.
  10. James R Just this guy, you know? Staff Member

    This is a response to post #161.

    That's a lot of axioms, assumptions. Is it the case that you're just assuming all these things? None of them is derived from any of the others? Remember, all of SR is derived from only TWO assumptions/axioms. (Arguably, we only need one of those two, if Maxwell's equations are assumed to be correct. Then, the other one follows automatically.)

    Let's look at them one by one.
    So everybody in all frames agrees on measured lengths of objects?
    Is the transformation equation $x'=x-vt$ correct, then, for your theory?

    I don't understand. Are you saying time dilation doesn't occur at all? Everybody's clocks remain synchronised, in all frames? From what you have written previously, that doesn't seem to be what you are saying.

    Maybe you just mean that no observer sees clocks slow when they are a rest in the observer's frame, which would be consistent with SR.
    What's the transformation equation between t' and t?

    That's an axiom? What does it mean?

    What is the "principle of relativity"?
    What do you mean by a "universal proper time"? In what way is this "universal" between different frames?

    "Proper time", remember, is the time measured by a clock that is stationary in an observer's frame. Are you saying that all clocks in all frames tick at the same rate, so there is no time dilation? All clocks in every frame keep the same time?

    If so, then why do you label Alice's "proper times" differently on your Loedel diagrams, compared to Bob's "proper times"?
    Is the speed of light the same in all inertial frames, or not?
    Tell me how you sync clocks in just one frame - Bob's frame, say. Please post your method for syncing two clocks separated by 1 light year, say. Since Einstein's sync method is "obsolete", tell me what you're replacing it with.
    That's an axiom? An assumption?
    Again, an axiom? In SR, a "permanent age difference" is a derived result, not an assumption.

    What do you mean by an "imbalance in relative velocity"? A "relative velocity" is just the velocity of some object, measured in a frame which sees that objective moving at a particular time in that frame, isn't it?

    What are you "balancing" it against?
    Why are you referring to SR in stating the assumptions of your alternative theory? If SR is wrong, it's wrong. That doesn't affect your theory, does it?
    I don't know what that means. What does it mean to "re-format" time?

    What is the "re-formatting" procedure, and when do we need to apply it?

    And, again, this is an axiom?
    That doesn't sound like an axiom. Are the graphs in your theory derived, or just assumed? What comes first? The graphs? The equations? This long list of assumptions/axioms? What?
  11. James R Just this guy, you know? Staff Member


    Relativity is "about" taking measurements in one frame of reference and deducing how they would be perceived in some other frame.

    You seem to want to pretend that you're using just one set of coordinates, but in all your graphs of Bob and Alice, Bob has two coordinates (x and t, plotted horizontally and vertically on your Loedel diagrams), and Alice has a separate t' coordinate (indicated by writing that coordinate value at various points on Alice's worldline). You ignore Alice's x' coordinates, insisting instead that Alice has to use Bob's x coordinates. In fact, you deny that Alice is allowed to carry a ruler on her spaceship, for some bizarre reason.

    Nobody is saying you have to keep the Lorentz transformations. But you do need to specify what alternative transformations you want to use to predict Alice's coordinates from Bob's, or vice versa.

    In fact, you use things "borrowed" from SR, like the Lorentz factor, $\gamma$, to calculate Alice's $t'$ coordinates, without ever showing how this is derived from any assumption of your theory.

    I think you're tying yourself in knots with the Epstein diagrams. In an Epstein diagram, if Bob's world line is represented by one ray, then Alice's ray will be at an angle $\theta$ to Bob's ray, where $\sin \theta = v/c$, where $v$ is Alice's speed relative to Bob. In Epstein diagrams, light rays are always at 90 degrees to the the "ray" of the person emitting the light.

    There's nothing "wrong" with Epstein diagrams, if you understand what the lengths of line segments show on those diagrams, and you understand what the angles between rays are telling you, and so on. But they are a very different picture from a Minkowski diagram, or your Loedel diagrams (which are essentially Minkowski diagrams, in reality).

    If I were you, I'd forget Epstein, at least until you have a good handle on special relativity. Epstein's approach is very idiosyncratic.

    Did you originally learn relativity from Epstein's book, or from a web source that used Epstein diagrams? If so, that might explain why you're so hung up on ideas of proper time and the like. Earlier in the thread, I linked a good textbook that is free online, which explains relativity in a more traditional way, using Minkowski graphs and the like.

    Your hyperbolic lines are just lines of constant invariant parameter, $s$, for the case where $x'=0$, as I have shown. You're borrowing from SR again, maybe without even realising it.

    Actually, what I'm seeing is that, to a large extent, your maths borrows from the mathematics of SR. That means that a lot of your numerical results are correct. The main problem seems to be in how you interpret the results.

    It is strange that, although you calculate time dilations and effects of the relativity of simultaneity, and so on, at the same time you want to deny that those effects actually exist. You use relativity, but you also seem to want a bet each way about whether there are "absolute" or "preferred" reference frames. You don't seem to want to commit to a variable speed of light, even though your problems with measuring distances in your theory force that conclusion upon you.

    It is also very clear that you don't have a good idea about the actual axioms of your own theory. I guess it's because a lot of your results aren't really derived from a consistent set of axioms of your own making at all. They are just borrowed from SR, but in a somewhat piecemeal fashion. That you can't do better than list about 12 or 15 dubious assumptions as your axioms is telling, especially when SR manages to get by with only two.

    Then there is the fact that you claim to be talking about different reference frames, with different clocks etc., but you want to keep pretending you're actually only describing one reference frame. In other words, it's like you're trying to throw out the "relative" part of relativity, which would mean you're not actually engaging with the whole point of relativity.
  12. James R Just this guy, you know? Staff Member

    This is a response to post #172.

    Your Yv is the "proper velocity" that we discussed previously. It uses Bob's rulers and Alice's clocks.

    Your refer to the x=100000 ly as an "invariant distance", but it isn't. It's just the distance Bob measures in his frame. No mystery. As I showed, Alice measures a different distance, using her own rulers.

    That you have chosen to use the Alice's "proper velocity" in Bob's frame to do the calculation doesn't mean that length contraction isn't real, or isn't happening. There are lots of different ways to calculate the same answer. Another way would be to calculate the trip time in Bob's frame, then to use time dilation to get Alice's proper time. The length contraction that Alice observes doesn't disappear just because you choose not to make use of it to calculate Alice's elapsed time.

    Suppose that Bob sends out a light signal to the planet 100000 ly away, at exactly the same time Alice starts out from Earth at v=0.99c.

    The light signal will obviously take 100000 years to reach the destination in Bob's frame, while Alice will take 101010 years. So, the light signal will "beat" Alice to the destination by 1010 years, according to Bob.

    In Alice's frame, the light only has to travel 14107 ly, so it will take 14107 years. Alice takes 14249 years. So, according to Alice's clocks, the light will "beat" Alice to the destination by 142 years.

    And Alice's perspective of c is unchanged, too. From Alice's perspective, light travels at c relative to her. Bob sees light travel at c relative to him.

    You're using Einstein's philosophical assumptions, without even realising it.

    Where did your Y factor come from? How did you derive it? From what assumptions? Show me your derivation. If you can't, then I'll assume you borrowed it from SR.

    We could equally look at it the other way round, and say that the "time function" is "solely the result" of length contraction. You can see this in how I calculated the elapsed time on Alice's clock, above, for instance.

    What you don't seem to realise is that length contraction and time dilation are two sides of the same coin. If you want to have a constant speed of light in all frames, you're stuck with both effects, I'm afraid. It doesn't matter that you don't like the "philosophy" of length contraction.

    You'll need to make a significant and original contribution to knowledge to get a Nobel prize, I'm afraid.

    People who have won Nobel prizes for relativity, by the way, could all do calculus. Just so you know.
  13. ralfcis Registered Senior Member

    I've told you over and over in plain language and you just refuse to let it enter. So you need to tell me what you're reading in your own words because it isn't what I'm writing. Time dilation is not due to the slowing of time, length contraction is a similar time illusion of the relativity of perspective simultaneity and is physically unmeasurable by rulers. The twin paradox is the only experimental result of persistent age difference where there is no example of persistent length contraction. Now, when you read these words over and over do you see a blank page every time? What have you just read in your own words?

    In fact, look up Raskar trillion fps photography that can photograph light in slow motion. Relativists say a photon crosses the length contracted universe in 0 time from its perspective (due to faulty math). So the shutter that sets the pulse width of the light being photographed should never open from the light's perspective and from our perspective, the light pulse should always be 0 wide. Yet when we open it for 1ms our time, the pulse is 1 ms wide even though it is travelling at c from our perspective so its pulse width should be zero from ours. We also see its velocity through space at c so its velocity through time should be zero yet we can see its frequency which is how fast its clock is moving.
  14. ralfcis Registered Senior Member

    Well if that's true and I proved you don't need length contraction to calculate Alice's time to cross 100000 ly in 14294 yrs, what is your rebuttal that it was done without any length contraction.
  15. ralfcis Registered Senior Member

    It looks like you can't read even my non-technical text. I said I took calculus in university and it never came up once in my career as an electrical engineer. Where's your rebuttal to my 1 question I asked? Let's concentrate on the subject rather than baseless personal attacks. You don't know me and I don't know you beyond what we see in this thread. Stop making your irrelevant assumptions.
    Last edited: Feb 23, 2021
  16. ralfcis Registered Senior Member

    Why would I care? Lorentz transforms only apply to the philosophy of SR. There is no x' in my math. Show me one physical experimental result where I would need x' in order to arrive at the correct result. As I feared your endless repetition of your questions without any rebuttal to my answers is swelling this thread to infinity. Your questions are good the first time around but what's the point of answering them if you refuse to show any indication you've even read the answers except for repeating the same questions. Where's your rebuttal to the most important question I asked you.
    Last edited: Feb 23, 2021
  17. ralfcis Registered Senior Member

    Oh god, I'm still only halfway through page 5 in this backlog.

    I'm sure all of science would just love to get a hold of this magic thought experiment ruler you possess that spews out real experimental results.

    real clocks are those beside you or are light signals that contain clock messages or are calculated from a DSR which is delayed light signal info so they're not really real in your present time. I use proper time and don't need a perspective on Bob's clock to tell Alice what time it really is in her frame.
    You still refuse to read about the clock handoff scenario and you don't understand that Alice and Bob can fly past or Alice can stop where Bob is and the determination of age difference is the same. Alice coming to a stop where Bob is does not cause any age difference but a stop or a clock handoff at a distance would. It's because age difference results from an imbalance in relative velocity when a frame jump occurs at separation. This isn't an opinion, do the math or you can wait until I show you the math.
    Completely false from an SR standpoint that's why my math is a total reversal of SR philosophy. You need to find an expert so you get this misconception out of your head. Even a stop at a distance (3 ly in my example) in the same frame (they're both relatively stopped), with all the light messages in the world does not establish permanent age difference between the two because other perspectives do not agree on that age difference. The clocks must be co-located for all to agree on the permanent age diff. This is what the prophet decreed but my math completely shows it's false, light signals are enough to establish permanent age difference.
    I have asked you. I've asked you if you know about the clock handoff example in the twin paradox and I take your refusal to answer as a refusal to believe it's a fact.
    As I said, you need to educate yourself on this.
    permanent age difference has one definition in SR, not two. I'm not even sure what SR calls permanent age difference but when I ask this question on real physics forums, they are only familiar with the term "age difference" and have no term for the results in age difference when the two participants co-locate at the end of the twin paradox. No term at all because SR only sees proper time at co-location and does not recognize a permanent scar on proper time outside of co-location. But you'd need to consult with an expert to find this out for yourself. Good luck on that but Janus58 sounds solid to me so try asking him. Just show him what I wrote and don't try to paraphrase it in your understanding.
    I get around this problem by using the Loedel perspective for a peek at proper time which is a universal god's-eye instantaneous present that SR doesn't recognize at the decree of the prophet.
    You mean introducing a 5th frame to the other 4. Yes.
    half velocity as drawn on the spacetime diagrams using the relativistic combo equation.
    All the disagreement stems from which subject are we going to discuss. You want to discuss SR and I want to discuss the topic of this thread which is relativity and algebra. You seem to treat them as the same topic and they are quite different.
    AA Maybe you can repeat back in your own words what you think my definition is separately from SR's.

    Yay! Now on to questions from page 4.
  18. ralfcis Registered Senior Member

    Looks like I've already answered page 4 so I'll move on to page 3.
  19. origin Heading towards oblivion Valued Senior Member

    The problem is you don't answer questions in any meaningful way. I can't figure out what your basic ideas are. You seem to be avoiding direct answers for some reason. Here is a case in point:
    You say, "Time dilation is not due to the slowing of time" but in the next sentence you say, "The twin paradox is the only experimental result of persistent age difference". So you say time dilation is and is not real. How are we supposed to understand what you're trying to say when you give obtuse answers like this??
  20. ralfcis Registered Senior Member

    Time dilation does not cause permanent age difference in the twin paradox. This is your, and most other people's, wrong assumption because it looks like the numbers are the same therefore they must be related. When Alice continues without velocity change, the numbers at Bob=10 and Alice=8 in time dilation match the same numbers as when Alice returns to Bob which are permanent age difference numbers. They are not related at all and this can't be accepted by close minded people who only see the same numbers.

    I explain velocity change at a distance is the cause of permanent age difference and go through the math of how that works. Until a velocity change or a frame jump happens, there is only the paradox or perspective illusion of reciprocal time dilation that is not due to time itself slowing but due to the relativity of simultaneity of when events are timed by the participants. There is a pandemic of not being able to read what I write and replacing that with the text of preconceived assumptions. They ignore what they don't understand instead of asking if they have the correct interpretation because they don't believe another valid interpretation is possible. James R does ask that question relatively often but then ignores the answer if it doesn't agree with what his preconceived notion of what the answer should be.

    Most people have been fed comic book pop sci versions of relativity which are dead wrong. I've been fortunate to run into 3 truly and certifiably knowledgeable people on relativity in 10 yrs on forums which is why my views differ so wildly from those of pop sci and wikipedia. When they spoke, I listened because they made sense not BS. Unfortunately people who actually know something have a rule of not engaging with questions that look outside of relativity. Do you know how many nuts gravitate to physics forums and how difficult it is to separate the nuts from people who actually know math to back up their arguments? The difficulty lies with how many people actually know enough math to do the sifting. You'll never see a troll with anything but word and math salad.
    Last edited: Feb 23, 2021
  21. origin Heading towards oblivion Valued Senior Member

    This is another in your continuing obtuse answers!
    Your answer:
    "Time dilation does not cause permanent age difference" then you say "I explain velocity change at a distance is the cause of permanent age difference". So a velocity change (AKA acceleration) causes differences the ages, which of course means time was passing more slowly for one person than the other. How is that not time dilation?
  22. ralfcis Registered Senior Member

    I'd like to get permission to start a parallel thread to this one without the forest of questions obscuring the trees of knowledge. I'll continue here answering questions but post my complete math without interruption on the other thread so people don't have to sift through tons of posts to get the whole picture of what I'm talking about.
  23. ralfcis Registered Senior Member

    I just explained time dilation is not due to time slowing and then I explain time dilation is due to time not being counted from the observer's perspective due to relativity of simultaneity. It's all in the explanation of the spacetime diagrams I posted which no one can read because they involve basic algebra and slopes of lines is an impossible concept to understand.
    A clock handoff does not involve acceleration. An instantaneous acceleration at the start or end causes no age difference at all. Maybe if you'd read you could understand why (hint, there's no distance separation involved).
    Yes in the twin paradox PROPER time does slow during the period of relative velocity imbalance. You won't see that explanation in any SR book but if you're lucky you'll find out SR explains this using the Rindler metric which no one on a forum has ever heard of. In SR, time dilation is due to PERSPECTIVE time slowing which is not the same as PROPER time slowing. However, SR is wrong, reciprocal time dilation is not time slowing at all as I've said over and over.

    The answer is obtuse to you because you have never got enough information to form a correct opinion and you will never be given that information by the high priests of this religion.

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