Percent correction for Magnetic Field vs. Electric Field

In summary, the conversation discusses how to calculate the percent correction in the presence of gravity in a voltage equation involving an electron. The participants also discuss the definition of percent correction and the importance of considering gravity in the calculation. The conversation ends with a suggestion to check private messages for further clarification.
  • #1
michaelle1991
2
0
Hi guys,
In the photo is the problem. We set Fb =Fe to show for E then out E into the Voltage equation to get V=vlB. However, if we won;t ignore the gravity force, what is the percent correction? (Note: q =Electron)
 

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  • #2
Welcome to PF;
What is the definition of "percent correction" - that will tell you how to work it out.
In the presence of gravity - draw a free-body diagram for the electron.
 
  • #3
i did a little work, but idk if it is right?
 

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  • #4
You missed out defining what "percentage correction" means.
What are you correcting and why?

The fbd and calculation seems OK.

qvlB = qV + mgl

So V= vlB-gl(m/q) with gravity

Without gravity: V0=vlB

If you used B=V0/vl with V0=V then you have introduced a systematic error into your equation for determining B.
 
  • #5
michaelle1991 said:
Hi guys,
In the photo is the problem. We set Fb =Fe to show for E then out E into the Voltage equation to get V=vlB. However, if we won;t ignore the gravity force, what is the percent correction? (Note: q =Electron)

Please check your PMs...
 

What is the significance of percent correction for magnetic field vs. electric field?

The percent correction for magnetic field vs. electric field is a measure of the difference between the theoretical and observed values of these two fields. It helps to determine the accuracy of experimental data and can provide information about the underlying physical processes involved.

How is percent correction calculated for magnetic field vs. electric field?

The percent correction is calculated by taking the absolute value of the difference between the observed and theoretical values of the field, dividing it by the theoretical value, and multiplying by 100. This gives a percentage that represents the amount of correction needed to align the data with the theoretical values.

What factors can affect the percent correction for magnetic field vs. electric field?

There are several factors that can affect the percent correction, including experimental errors, variations in the equipment used, and external factors such as temperature and electromagnetic interference. It is important to account for these factors in order to obtain accurate results.

Why is it important to correct for magnetic field vs. electric field?

Correcting for magnetic field vs. electric field is important because it allows for more accurate analysis and interpretation of experimental data. It can also help to identify any inconsistencies or errors in the experimental setup or equipment, leading to better understanding of the underlying physical phenomena.

How can the percent correction for magnetic field vs. electric field be applied in real-world situations?

The percent correction can be applied in various fields such as physics, chemistry, and engineering to ensure the accuracy of experimental data. It can also be used to calibrate instruments and equipment, as well as to improve the design and performance of devices that utilize magnetic and electric fields.

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