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Capacitor experiments?


Capiert

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16 hours ago, swansont said:
On 17 December 2017 at 2:33 AM, Capiert said:

 For my crude measuring instruments it does

 (help accuracy to deal with large approximate voltages).

I can't measure small values very accurately.

Measuring a volt or more should be trivial even with inexpensive equipment.

Measuring less than a volt,

 e.g. to 3 decimal places

 is a problem.

16 hours ago, swansont said:
On 17 December 2017 at 5:43 AM, Capiert said:

Charge might be spin direction

No, it's not.

I guess you mean,

 charge must_be (=is) unique

 (if it has nothing to do with spin).?

Does a neutron have (any) charge?

E.g. Can we accelerate or deflect neutrons

 with (electro) magnetism (at all)?

 

(..

Is a (neutral) neutron (dielectrically) polarizable? e.g. to some degree (chargeable).

Can a neutron have (or get (some kind of, or amount of)) spin? e.g. rotation.

E.g. like a spinning [base]ball.

)

If yes I would expect a (~bell shaped) statistical distribution curve.

Edited by Capiert
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Variation(s) (away) from (given, ideal) exact (whole number) integers.

E.g.  (+/-%) (mechanical measurement) tolerances, you might (also?) call uncertainties?

E.g. Is it possible the (Heisenberg) uncertainty principle

 is (just a fancy wording, for) dealing with something like (the metal) industry's

 "+/- Tolerances" (of measurement,

 e.g. in length)?

Since your instruments

 are not precise enough,

 you loose a decimal place of accuracy,

 thus defining the ruff approximation

 as quantized (into (number) groups),

 integerized into integers, ruff approximations.

 .. (for the lack of precision).

 

Quantum

 isn't that (really, a (fancy) word)

 (for meaning)

 ruff approximation(s)?

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6 hours ago, Capiert said:

Measuring less than a volt,

 e.g. to 3 decimal places

 is a problem.

The experiment you describe should not be giving such small values. You could do a DC experiment with a couple of 9V batteries, and get 18 V difference between the plates. Mains voltage should be much higher. 

6 hours ago, Capiert said:

I guess you mean,

 charge must_be (=is) unique

electrons are charged, as are protons, and a whole host of other subatomic particles

6 hours ago, Capiert said:

 (if it has nothing to do with spin).?

Nothing to do with spin

6 hours ago, Capiert said:

Does a neutron have (any) charge?

No.

6 hours ago, Capiert said:

E.g. Can we accelerate or deflect neutrons

 with (electro) magnetism (at all)?

Yes. Neutrons do have a charge distribution despite being neutral, so they have a magnetic moment, and can be deflected in a magnetic field.

6 hours ago, Capiert said:

(..

Is a (neutral) neutron (dielectrically) polarizable? e.g. to some degree (chargeable).

Can a neutron have (or get (some kind of, or amount of)) spin? e.g. rotation.

Neutrons are spin 1/2

6 hours ago, Capiert said:

E.g. like a spinning [base]ball.

quantum spin is not physical rotation. It is intrinsic angular momentum.

6 hours ago, Capiert said:

If yes I would expect a (~bell shaped) statistical distribution curve.

You and a lot of classical physicists ~100 years ago. They were shocked to find that these particles are either spin up or spin down, rather than having a distribution. (Stern-Gerlach experiment)

5 hours ago, Capiert said:

Variation(s) (away) from (given, ideal) exact (whole number) integers.

E.g.  (+/-%) (mechanical measurement) tolerances, you might (also?) call uncertainties?

E.g. Is it possible the (Heisenberg) uncertainty principle

 is (just a fancy wording, for) dealing with something like (the metal) industry's

 "+/- Tolerances" (of measurement,

 e.g. in length)?

Industry tolerances are not driven by quantum mechanical uncertainty. 

5 hours ago, Capiert said:

 Quantum

 isn't that (really, a (fancy) word)

 (for meaning)

 ruff approximation(s)?

The opposite of quantum is continuum.

It means there are discrete values, rather than continuous distributions (as one might classically expect)

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