Creating static charge with a voltage source

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The discussion revolves around the creation of static charge using a voltage source, specifically a 12V source. The user initially experiments with connecting a negative electrode to glass and themselves, hoping to achieve a positive charge, but finds no success. They then try using aluminum foil connected to the positive side, but again, no noticeable charge movement occurs, leading to the conclusion that the voltage or capacitance is insufficient. The user seeks advice on increasing the capacitance of the foil and questions the applicability of capacitor formulas in this context, particularly regarding the dielectric and distance variables. The conversation highlights the challenges of generating significant static charge with low voltage sources and the need for a better understanding of capacitance in practical applications.
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I'm learning about static electricity. All the examples always bring up the experiments with rubbing a balloon with your hair and combinations like that.

I've found a page that lists what kind of charges certain materials tend to have.

http://www.school-for-champions.com/science/static_materials.htm

So now I'm wondering, is it possible to attach a negative electrode of a 12V source to a piece of glass and expect that it will get positively charged?

Could i also connect myself to the negative electrode and expect that I will also be positively charged?

Both myself and the glass will be standing on a insulator.

I'm going to try that, and post the results.
 
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Well, that didn't work very well :)

So I tried something else. I took a piece of aluminum foil and connected it to the + side, and than after about 30 seconds, i disconnected it. I thought that now when i bring the positive electrode to the aluminum it would move a bit, but it didn't.

My assumption is that either the voltage or the capacitance of the foil is to small, to accumulate enough charge for the force to be noticeable.

So how do I increase the capacitance of the foil? Bi making it's surface larger?

I think the formula for the capacity of a capacitor can't apply here.

C = \epsilon_0 \epsilon_r \frac {S}{d}

What is the dielectric here? The piece of plastic he foil was placed on, or the air around it :) ?

And what would d represent?
 
A typical static electric charge can be 10s or 100s of kV. A 12 V static charge is negligible.
 
Ok, so that's a fail than.

What about the capacity?

If I had a full metal cube which i attach to a positive electrode, how can I calculate the amount of excessive charge? Considering that the cube is placed on an isolated material and the electrode is removed.
 
Happy holidays folks. So I spent some time over the Thanksgiving holidays and developed a program that renders electric field lines of swiftly moving charges according to the Liénard–Wiechert formula. The program generates static images based on the given trajectory of a charge (or multiple), and the images were compiled into a video that shows the animated field lines for harmonic movement and circular movement of a charge (or two charges). Video: The source code is available here...

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