Why proton test charges and not electrons?

In summary, the concept of electric fields and field lines are historically based on the flow of positive charges, even though currents can also be created by the flow of negative charges such as electrons. This historical perspective has caused confusion in literature, but it is easier to understand these issues using the vector-field concept and relativistic notation. The direction of the total current through a cross section is determined by the spatial components of the current-density vector and the orientation of the cross-sectional area. Additionally, positive charges can also flow and create currents in various mediums, not just negative charges like electrons.
  • #1
AKBrown
1
0
When picturing electric fields, they are always based on a positive test charge. As you move on to potential difference and electrical currents, it is based more on electrons/negative charge. So, why aren't electric fields and fields lines based on a negative test charge instead of a positive test charge?

Thank you for your help!
 
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  • #2
This is just historical. For some reason one has defined what's now known to be carried by protons as the positive charge. There is a lot of confusion in the literature, talking about "technical direction of current" vs. "real direction of current" and similar gibberish.

It's way easier to just use the vector-field concept to understand these issues. The best is to use even relativistic four-dimensional notation right away. E.g., the electric four-current of a fluid with number density [itex]n_0[/itex] of charge carriers is given by

[tex]j^{\mu}=q n_0 u^{\mu}=q n_0 \gamma \begin{pmatrix}c \\ \vec{v} \end{pmatrix}, \quad \gamma=\frac{1}{\sqrt{1-\vec{v}^2/c^2}}.[/tex]

Here, [itex]q[/itex] is the charge of one particle ([itex]+e >0[/itex] for protons, [itex]-e<0[/itex] for electrons), [itex]c[/itex] the speed of light, [itex]n_0[/itex] the density of the fluid as measured in the local rest frame of the fluid cell, and [itex]\vec{v}[/itex] the flow-velocity field.

The sign of the total current through a cross section then is uniquely defined by the spatial components of this current-density vector and the orientation of the cross-sectional area:

[tex]I=\int_{A} \mathrm{d}^2 \vec{A} \cdot \vec{j}.[/tex]
 
  • #3
They originally thought that electricity in wires was a flow of positive charges. I guess everything else derives from that erroneous conclusion.
 
  • #4
Positive charges can also flow and create currents, for instance in solutions, in your body, in the ionosphere. Even in semiconductors, positive charges (holes) can flow and create currents. Just because electrons are the ones moving in metals and humans like to make useful electronic devices out of metals does not make the electrons special when in comes to electrical currents.
 
  • #5


The choice of using proton test charges instead of electron test charges for electric fields is based on historical convention and practicality.

Historically, the concept of electric fields was first introduced by physicist Michael Faraday in the 19th century. At that time, the existence of electrons was not yet known and the concept of positive and negative charges was not fully understood. Therefore, Faraday and other scientists at the time used positive test charges to study electric fields.

Additionally, it is more practical to use proton test charges instead of electron test charges for electric fields. Protons have a much larger mass than electrons and are therefore easier to manipulate and measure in experiments. This makes it more convenient for scientists to use protons as test charges when studying electric fields.

Furthermore, the use of proton test charges does not affect the understanding of electric fields. The direction of the electric field lines and the strength of the field are still accurately represented, regardless of whether a positive or negative test charge is used.

In terms of potential difference and electrical currents, the focus on electrons is due to their mobility and role in electricity flow. However, this does not negate the use of proton test charges in understanding electric fields.

In conclusion, the use of proton test charges for electric fields is a convention that has been established and proven to be practical. While the focus may shift to electrons in other aspects of electricity, the use of proton test charges for electric fields remains a valid and effective approach.
 

1. Why are proton test charges used instead of electrons?

Proton test charges are used because they have a much larger mass compared to electrons, making them easier to control and measure in experiments. Additionally, protons have a positive charge, meaning they can interact with other charged particles in a more straightforward manner.

2. What is the significance of using proton test charges?

The use of proton test charges allows scientists to accurately measure the strength and direction of electric fields. This is important in understanding the behavior of particles in electric fields and in the development of technologies such as particle accelerators.

3. Can electrons be used as test charges instead?

Yes, electrons can be used as test charges, but they are less commonly used compared to protons. This is because electrons have a smaller mass and are more easily influenced by external forces, making it more challenging to control and measure their movements.

4. How do proton test charges interact with other particles?

Protons, being positively charged, are attracted to negatively charged particles and repelled by positively charged particles. This allows them to interact with other charged particles in an electric field, leading to a better understanding of the behavior of charged particles.

5. Are there any drawbacks to using proton test charges?

One potential drawback to using proton test charges is that they can be expensive and difficult to produce in large quantities for experiments. Additionally, the strong interaction between protons and electrons can sometimes lead to unwanted disturbances in experiments, making it necessary to carefully control and isolate the test charges.

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