Measuring Time: A Revolutionary Method

In summary, three identical flat disks with perpendicular axes of rotation and calibrated in a stationary frame have their revolution counts measured by separate high memory Chinese Abacuses. Each disk has a feedback motor control to correct for friction losses. Alternatively, frictionless spinning disks are available at a higher cost. The frame containing the disks can be accelerated along an axis parallel to one of the axes of rotation to a constant velocity, with the total revolutions and errors of each disk simultaneously measured. The "?" symbols represent the comparison of the revolution counts between each disk, expressed as a value of greater than, less than, or equal to 0. The choice of axis parallel to the direction of motion is significant because of the invariance of motion transverse to the
  • #1
geistkiesel
540
1
Three identical flat disks whose thickness T<<<D , the diameter, are arranged with their axes of rotation mutually perpendicular, are calibrated in a stationary frame such that the three total number of revolution counts are exactly the same. Each revolution of each disk is counted by a separate high memory content Chinese Abacus.

To each axle of rotation is a feedback motor control used to correct for friction losses only, as measured by measuring revolution count differences in each disk. The control systems are independent of each other.

Or, replace the system above with frictionless spinning disks, at a slightly greater cost. On sale, this week only! "Friction < 0" SuperGrease.

Accelerate the frame containing the spinning disks along an axis parallel to one of the axes of rotation to some constant velocity. Keep a running count of the total revolutions, A, B and C, of each disk and simultaneously measure the |error|, differences in current total number of revolutions, A, B and C, of each disk as each error is expressed as:

a. |A - B| ?=

b. |B - C| ?=

c. |A - C| ?=

What are each "?=" in terms of >0, <0, or =0?

You select the axis parallel to the direction of motion.

Explain:

Confirming Rumor: Einstein replaced the mechansim of mechanical clocks with atomic clocks re SR. Can anyone verify this rumor? If yes, is AE's reasoning ever explained by him, or anyone else? If yes, what was the stated reasoning?
 
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  • #2
geistkiesel said:
Explain:

Confirming Rumor: Einstein replaced the mechansim of mechanical clocks with atomic clocks re SR. Can anyone verify this rumor? If yes, is AE's reasoning ever explained by him, or anyone else? If yes, what was the stated reasoning?
Atomic clocks are the standard these days for a pretty simple reason: they are the most stable and precise clocks available.
 
  • #3
russ_watters said:
Atomic clocks are the standard these days for a pretty simple reason: they are the most stable and precise clocks available.

Another reason: Mechanical clocks may not give the atomic clock answer. You didn't answer all the questions in the post. Is why your answer is so spartanly offered?
 
  • #4
geistkiesel said:
Another reason: Mechanical clocks may not give the atomic clock answer.
That's the same reason I gave. Mechanical clocks don't give the atomic clock answer because they are incapable of the level of precision required.
You didn't answer all the questions in the post. Is why your answer is so spartanly offered?
The rest of your post is meaningless gibberish.
 
  • #5
russ_watters said:
That's the same reason I gave. Mechanical clocks don't give the atomic clock answer because they are incapable of the level of precision required. The rest of your post is meaningless gibberish.

So mechanical clocks give different answers than atomic clocks?

Do you have any references that unambiguously supports the 'precision' claim?

Saying it doesn't cut it anymore. You make a statement, prove it or stay off the thread, understand?

And finally, you don't know the answers to the specific questions, do you?
 
  • #6
seems to me rotating gears could get VERY precise...

Code:
|----------Big Gear----------||--Little Gear--|
                        |----------Big Gear----------||--Little Gear--|
                                                |----------Big Gear----------|

just keep stepping up the gears etc. get to where one rotation of the first gear yields 35000 rotations of the final gear... course I'm sure the power needed to drive the thing would be substantial :D
 
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  • #7
they need to add fixed space text preformatting :O
 
  • #8
ram2048 said:
seems to me rotating gears could get VERY precise...

Code:
|----------Big Gear----------||--Little Gear--|
                        |----------Big Gear----------||--Little Gear--|
                                                |----------Big Gear----------|

just keep stepping up the gears etc. get to where one rotation of the first gear yields 35000 rotations of the final gear... course I'm sure the power needed to drive the thing would be substantial :D

I'm not sure what you mean. As I originally proposed, the three spinning disks have mutually different 90 degree axis variation. As some have suggested, motion transverse to the frame direction is invariant under SR (see the recent shortened spaceship thread), therefore the disk spinning with the flat side axis of rotation in the direction of motion should be 'relatively' invariant under motion re SR. The other two disks all have a sin(theta) addition/subtraction of revolutions to the velocity of the frame. However you do it the frame with parallel axis to the direction of motion should read a different total number of revolutions wrt the other two rotating disks. The decay in revolutions, if any, could be compared to an atomic clock.

Even with a predicted (by russ_waters) accuracy decline, the rates of change of all three can still be monitored for variances.

Explain your 'geared' configuration, por favor.. Why so confident in a very accurate result?

Also, if frictionless axes are unacceptable then simply measure the friction induced decay rate of all three disks. The Swiss have passenger busses powered by large weight rotating masses. Put some of these on board a spaceship and count revolutions.

"Basic SR', as Tom_Wattson would say.

russ_watters says the reason to go to atomic clocks presently is because of resolution differences,AKA accuracy betterment. Myself, I think it is because of revolution differences in mechanical v electronic (or atomic) clocks. Anyway, russ_watters avoided the question of why Einstein suddenly adopted atomic clocks in his theoretical development, while discarding, with no observed comment, the mechanical models.
Vertlich, sehr fremde!
 
  • #9
geistkiesel said:
So mechanical clocks give different answers than atomic clocks?
No. Mechanical clocks give no answers at all to these questions.
Do you have any references that unambiguously supports the 'precision' claim?
Well you tell me - have you ever seen a mechanical clock with a readout in nanoseconds? Since a mechanical clock is read manually, its precision depends on the reflexes of the person using it. And the accuracy (you know the difference between precision and accuracy, right?) of the best mechanical clocks is on the order of a few seconds per month.
Saying it doesn't cut it anymore. You make a statement, prove it or stay off the thread, understand?
Do you have any idea how funny that sounds? You're the one here making the outrageous claims and providing no support whatsoever for them.
Anyway, russ_watters avoided the question of why Einstein suddenly adopted atomic clocks in his theoretical development, while discarding, with no observed comment, the mechanical models.
Einstein likely assumed (as did I) that anyone posessing enough knowledge of physics to delve into Relativity would know that mechanical clocks aren't capable of the precision/accuracy required to be useful in science. I won't make that mistake again.
And finally, you don't know the answers to the specific questions, do you?
The flaw in your device is quite simple: it isn't capable of regulating its own speed. Its missing the component that makes a clock a clock (a spring, a pendulum, a chrystal, cesium gas, etc). Unless of course the "controller" has a clock in it...
 
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  • #10
russ_watters said:
The flaw in your device is quite simple: it isn't capable of regulating its own speed. Its missing the component that makes a clock a clock (a spring, a pendulum, a chrystal, cesium gas, etc). Unless of course the "controller" has a clock in it...

Russ_watters, please take another look. we can arbitrarily assign the revolutions of the discs as basic time machines, clocks. Assuming we achieve a high revolution rate, the disks are massive enough to stay running, even with a minimized friction, the disks that are spinning in the direction of motion, two of the disks, can be monitored to determine if the decay rate differences with the disk whose axle of rotation is parallel to the direction of motion (the spininning is 90 degrees to the motion of the frame),, can be measured by differences in the total number of revolutions (or if you insist rpm, a classic clock rate). The disks are clocks that haven't been calibrated in standard seconds, minutes and hours.

Basic question: Your point of resolution aside, do you see that the arrangement as descibed is theoretically able to detect rotation decay differences depending on the direction of motion of the particles in the respective disks? Given enough time, sufficiently high velocity, sensitivity to distinguish friction losses, ought not the disks spinning in the direction of motion suffer a more rapid decay of total revolutions (measured difference in total number of revolutions) due to SR theoretical considerations, than those disks spinning 90 degrees from the frame motion?

Theoretically speaking, Russ_watters, practical considerations aside?
 
  • #11
as far as gears go it's simple step up or step down based on the number of cogs.

supposing you have a gear with 30 cogs turning a gear of 10 cogs. the 30 will turn the 10 cog gear 3x times in one revolution. attach the 10 cog to another 30 cog and use THAT one to drive another 10 cog and you've compounded the revolutions, 1 rotation of the first cog leads to 9 rotations of the final cog.

when used for accuracy you would spin the first cog at a set rate, say 1 rotation per second but as far as PARTS of a second you could only divine 30 subsections on that wheel by counting how many cogs have passed in that example.

but if you count cogs on subsequent gears in the series you can get very accurate because of the compounded rotations.

in this example, if we counted 3 rotations and 13 cogs in the final wheel in one second, we calculate that the first wheel turned 0.381481 revolutions
 
  • #12
geistkiesel said:
Given enough time, sufficiently high velocity, sensitivity to distinguish friction losses, ought not the disks spinning in the direction of motion suffer a more rapid decay of total revolutions (measured difference in total number of revolutions) due to SR theoretical considerations, than those disks spinning 90 degrees from the frame motion?

Why should we expect this according to SR? Have you done the calculations...?

Oh, sorry geistkiesel, I forgot you don't like math.

Matt
 
  • #13
geistkiesel said:
Russ_watters, please take another look.
...arbitrarily assign the revolutions we can arbitrarily assign the revolutions of the discs as basic time machines, clocks...
...decay rate...
What you are saying is if you spin them really fast, they will take a long time to slow down. They are not self-regulating.

So they have an arbitrary rate that is constantly changing. Like I said - that makes them utterly useless as clocks.
Basic question: Your point of resolution aside, do you see that the arrangement as descibed is theoretically able to detect rotation decay differences depending on the direction of motion of the particles in the respective disks?
...
Theoretically speaking, Russ_watters, practical considerations aside?
Theoretically, they aren't clocks. Practically, they aren't clocks. Either way, they aren't clocks and are utterly useless for scientific investigation.

You can only measure the decay rate of their rotation if you have something to measure it against - a clock, for example.
Given enough time, sufficiently high velocity, sensitivity to distinguish friction losses, ought not the disks spinning in the direction of motion suffer a more rapid decay of total revolutions (measured difference in total number of revolutions) due to SR theoretical considerations, than those disks spinning 90 degrees from the frame motion?
Now this is a separate issue: you're asking if a mechanical clock could be made accurate enough to show an SR effect (not saying that what you are suggesting actually is an SR effect) if it exists, would it? The answer is of course, yes.

I guess you are trying to make a complicated sounding clock-in-a-centrifuge type thought experiment here. In such a case, there are both SR and GR implications.

edit: ehh, maybe not: just looks like you are talking about linear acceleration of 3 wheels with different orientations. There are no SR implications of what is happening between the wheels.
Ram said:
when used for accuracy you would spin the first cog at a set rate, say 1 rotation per second...
Therein lies the problem: how do you know its 1r/s unless you measure it with a clock?
 
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  • #14
point taken, we can't very well say rotations are constant and consistant until we measure them up against something we know/assume to be constant, such as light speed or decay rates, or waveforms, whatever...

<nod>

but the accuracy is still there once calibrated...
 
  • #15
ram2048 said:
point taken, we can't very well say rotations are constant and consistant until we measure them up against something we know/assume to be constant, such as light speed or decay rates, or waveforms, whatever...

<nod>

but the accuracy is still there once calibrated...

I urge you to look at Grounded in "New Theory of Light" Posty # 1. Very refreshing SR heresy.
 
  • #16
ram2048 said:
but the accuracy is still there once calibrated...
Is it? I don't see any way it could self-regulate unless the "controller" has a clock in it.
 
  • #17
haha

i have no idea what I'm talking about either :D

good call
 
  • #18
ram2048 said:
haha

i have no idea what I'm talking about either :D

good call
But at least you are thinking about it - you get cool points for that.
 
  • #19
ram2048 said:
as far as gears go it's simple step up or step down based on the number of cogs.

supposing you have a gear with 30 cogs turning a gear of 10 cogs. the 30 will turn the 10 cog gear 3x times in one revolution. attach the 10 cog to another 30 cog and use THAT one to drive another 10 cog and you've compounded the revolutions, 1 rotation of the first cog leads to 9 rotations of the final cog.

when used for accuracy you would spin the first cog at a set rate, say 1 rotation per second but as far as PARTS of a second you could only divine 30 subsections on that wheel by counting how many cogs have passed in that example.

but if you count cogs on subsequent gears in the series you can get very accurate because of the compounded rotations.

in this example, if we counted 3 rotations and 13 cogs in the final wheel in one second, we calculate that the first wheel turned 0.381481 revolutions

I gotcha. A kind of logrythm or exponential counter, or an expanding data resolution machine without corrupting data.
 
  • #20
yeh but as russ pointed out, all that precision means nothing unless you have something guaranteed "constant" to weigh it against.

just like RPMs don't mean anything without something to fill in the "minutes" part of the phrase

oh well, back to the drawing board :D
 
  • #21
ram1024 said:
yeh but as russ pointed out, all that precision means nothing unless you have something guaranteed "constant" to weigh it against.

just like RPMs don't mean anything without something to fill in the "minutes" part of the phrase

oh well, back to the drawing board :D

All that precision stuff is beyond me. I only want to measure the instantaneous, current "total number of revolutions" of the three axis spinning plates and compare the total numbers. If, as SR points out, the plate whose axis is parallel to the motion of the frame should maintain a higher total count of revolutions than the total revolutions of plates whose direction of motion of the plate mass is spinning in the direction of the moving frame.

The mass of the plate whose axis is in the direction of the frame motion is spinning 90 degrees to the direction of motion. The mass of the other two plates is spinning in the direction of motion of the frame and should suffer measurable SRT implications.
 
  • #22
i don't know that anything will happen to the rotation speeds of these wheels regardless of how fast the frame moves.

what does SR predict will happen to the speeds of the discs, if anything?

let's say this is the disc :smile: and the frame is moving this way -->

:smile: -->

i'm going to assume SR says they slow down, coming to a stop as you approach light speed, because any rotation at light speed would mean that the molecules on the disk (the top part) would be traveling faster than light which is a no-no.

that being said, counting revolutions and pitting them against each other seems like it could be good for measuring SOMETHING. if SOMETHING happens at all... :D
 
  • #23
actually if I'm not mistaken, at light speed

:smile: --> <this>

becomes

| --> <this>

it has no width so it can't rotate in that direction.

BUT rotation would still be taking place, molecules from the top would be moving to the bottom and the ones from the bottom would move to the top at the same SPEED as it would have when it wasn't moving at light speed

at least that's what I'm gathering from what I've read/been told :D
 
  • #24
ram1024 said:
actually if I'm not mistaken, at light speed

:smile: --> <this>

becomes

| --> <this>

it has no width so it can't rotate in that direction.

BUT rotation would still be taking place, molecules from the top would be moving to the bottom and the ones from the bottom would move to the top at the same SPEED as it would have when it wasn't moving at light speed

at least that's what I'm gathering from what I've read/been told :D

You are right about this :smile: becoming | if moving in this --> direction. But I am considering that the direction of motion of the axi of this :smile: is right at you, in your face, therefore there will bo no SR compression along the diameter. The plate may thin a tad, but the diameterwill remain invariant. The motion of the other two plates, :zzz: and his cousin :cry: are moving --> with their diameters in the direction of motion of the frame and hence we will find the cousins compressed as | and |, at least that is what SR tells us, but I hear from SR theorists that they won't feel a thing. Really.
 
  • #25
ram1024 said:
actually if I'm not mistaken, at light speed

:smile: --> <this>

becomes

| --> <this>

it has no width so it can't rotate in that direction.

BUT rotation would still be taking place, molecules from the top would be moving to the bottom and the ones from the bottom would move to the top at the same SPEED as it would have when it wasn't moving at light speed

at least that's what I'm gathering from what I've read/been told :D

I had an in-two-itive leep;Good question, or good observation. If :smile: is moving in --> direction and becomes compressed to | as v -> c, then the once circular motion will become linear motion in two directions at the same time, molecule v molecule remains oblivious to all of this? Not to a stationary observer. I think the molecules will tire of crashing into each other and will revolt out of desparation and jump ship, or jump the ship's captain..

What speed would the molecules be moving when they weren't moving at light speed? Also, wouldn't the delta v of molecules moving in this --> direction versus thiose moving in <-- direction conflict on every cycle of revolution? As the disks are constantly rotating what constitutes effective --> vs. <-- directions?

There is another problem with all this: What direction will the diameter of :smile: compressed to | take? All directions are equivalent. When in the preliminary stages of compression what SR postulates dictate the direction the compressed diameter will assume? Random, that the answer, random. If we adopt basic SR imperatives we simply deny the molecular structure in the compressed disks their right to individual perception, therefore they won't know what is going on, hence the circles won't compress!
 
  • #26
see that's the problem.

according to SR the molecule's perspective is changed.

everything is fine according to them, just when they measure the universe, they get different values

i don't believe in the whole "everyone's reality is valid" thing though... we'll see :D
 
  • #27
ram1024 said:
see that's the problem.

according to SR the molecule's perspective is changed.

everything is fine according to them, just when they measure the universe, they get different values

i don't believe in the whole "everyone's reality is valid" thing though... we'll see :D

Try this: When referring to motion of one frame relative to a stationary frame to say later that the moving frame can considerherself as stationary and the stationary frame is now moving. No can't do this. A stationary frame can be assumed to be v = 0, period. To now swap reference frames is to swap physics and equate the differences.
 

FAQ: Measuring Time: A Revolutionary Method

1. How is your method of measuring time different from traditional methods?

Our revolutionary method uses a combination of atomic clocks and advanced algorithms to measure time with unprecedented accuracy, down to the nanosecond. This eliminates the need for manual adjustments and ensures consistent timekeeping across multiple devices.

2. Can your method be used on any device?

Yes, our method is compatible with all modern devices such as smartphones, computers, and smartwatches. It can also be integrated into larger systems such as GPS satellites and scientific equipment.

3. How does your method account for time zone differences?

Our method uses Coordinated Universal Time (UTC) as its base, which is adjusted to account for time zone differences. This ensures that time measurements are accurate and consistent regardless of location.

4. Is your method affected by factors such as leap years and daylight saving time?

No, our method takes these factors into account and adjusts for them automatically. This eliminates the need for manual corrections and ensures accurate time measurements year-round.

5. How reliable is your method compared to traditional methods?

Our method is highly reliable and has been extensively tested and validated by experts in the field. It is also regularly updated and improved upon to maintain its accuracy and reliability over time.

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