Wire Loop Pulled into Magnetic Field | Physics with Professor Matt Anderson | M24-15

[@juniorcyans2988]

I love this example!

[@ASAHI-vm4tg]

You make too good stuff.

[@yoprofmatt]

Too kind. Cheers, Dr. A

[@fizixx]

Great example, because you can utilize the slope to find other metrics, or even define the current as a function of velocity.

[@yoprofmatt]

Cheers, Dr. A

[@keithhearns3783]

Linear current with constant velocity, yes?

[@yoprofmatt]

Correct, yes. Cheers, Dr. A

[@PARAMBEERBISHT]

Hi sir love from India Pvt ltd

[@yoprofmatt]

Love my India Fandersons! Cheers, Dr. A

[@steveh1273]

I must be missing something. Seems like I peak would still be increasing as the loop continues across the B field until the area exiting the B field is larger than the area entering the B field.

[@yoprofmatt]

In this example the loop never exits the B field. The right side of the picture, where the B field is, continues forever. We know that once the loop starts moving in constant B field, there is no change in flux hence no current. Namely, the current had to return to zero. Cheers, Dr. A

[@abdel-khalekmahmoud8830]

What if it was a circle instead of the square

[@FerhanMazher-TCHRSGDCANTT]

Hi sir from Pakistan

[@yoprofmatt]

Hello Pakistan! Thanks for tuning in. Cheers, Dr. A

[@ASAHI-vm4tg]

Hlo sir

[@yoprofmatt]

And to you. Cheers, Dr. A