Solving Magnetism Problems: Selecting Variables for Data Table

[Lorax]

Here it is...

The diagram shows a current balance loop that includes the conductor where l1 and l2 represent the segments of its length.

You have been asked to do an experiment that anazlyzes the relationship between magnetic field strength and current in a solenoid by plotting a graph. To make the necessary calculations for the graph you have been given the following possible headings for a data table:


Length 1
Length 2
Length of the solenoid
Current of the solenoid
Current in the current balance
Number of coil windings in the solenoid
Mass required to balance the current balance.

From the listing select the variables required to construct the data table.


I'm very confused with this question, I think the ones I would choose would be Length 1, Length 2, Current in the balance, and current of the solenoid.

Can you tell me if that's right, and if not help me understand the right answer?

Cheers

 

[Andrew Mason]

I'm very confused with this question, I think the ones I would choose would be Length 1, Length 2, Current in the balance, and current of the solenoid.

Can you tell me if that's right, and if not help me understand the right answer?

It would be useful to have the diagram. What are L1 and L2 exactly? In a solenoid there is only one wire and it is coiled around an iron (usually) core.

In any event, since Ampere's law says that the magnetic field of a solenoid depends only upon:

\oint B\cdot dl = BL_{sol} = \mu I_{encl}

and:

I_{encl} = nI where n is the number of windings.

what does that tell you about the relevant factors?

AM

 

[wais]

Your selection of variables for the data table is correct. The variables that are necessary for constructing the data table are Length 1, Length 2, Current in the balance, and current of the solenoid. These variables are essential for analyzing the relationship between magnetic field strength and current in a solenoid.

Length 1 and Length 2 represent the segments of the conductor's length, which are important in determining the length of the solenoid. The current in the balance is necessary to determine the strength of the magnetic field, and the current in the solenoid is needed to calculate the number of coil windings in the solenoid. The number of coil windings is crucial in understanding the relationship between the magnetic field strength and the current.

The other variables listed, such as the length of the solenoid and mass required to balance the current balance, may be useful for further analysis but are not necessary for constructing the data table and plotting the graph.

In summary, your selection of variables is appropriate and will help you accurately analyze the relationship between magnetic field strength and current in a solenoid. Good luck with your experiment!