Appreciated, but i must point out a small mistake. Eddy currents form in a circle in the cross sectional plain of the core, meaning they always form perpendicular to the direction of the magnetic field (Lenz’s Law). In other words, by reducing the cross sectional area of any lamination, the radius of the eddy current it’s drastically reduced, so the eddy effect will not be as powerful ! It has nothing to do with the resistance you are talking about when specifying the area. That’s the linear resistance of an electric conductor.
I am watching this in 2024 and still helps me out. Thanks
Well explained dude. Thanks a bunch
Excellent Drawing Skills!
Danny Choi. Thank You. Thank You So so Much.
Thanks dude! Saves me time and money to try to actually replicate Faraday's experiment!
This was very insightful_thanks a lot.
Amazing video, thanks so much
good job,nicely explained
Omgggggg thannkkkkkks alot worth watching !!!!!!!!
Thanks bro...it was helpful
amazing, thx u!
does the insulation from the lamination effect the magnetic field from the primary coil? (does it help #2 you mentioned?)
Thank u LOTS!!!!!!
Thanks great explanation
Good one
Thanks a lot😊
Thanks sir
Thanks you
Appreciated, but i must point out a small mistake. Eddy currents form in a circle in the cross sectional plain of the core, meaning they always form perpendicular to the direction of the magnetic field (Lenz’s Law). In other words, by reducing the cross sectional area of any lamination, the radius of the eddy current it’s drastically reduced, so the eddy effect will not be as powerful ! It has nothing to do with the resistance you are talking about when specifying the area. That’s the linear resistance of an electric conductor.
Thanks man.
6:43
Second Half of Video
thank you sir