see....our school lectures really need to use youtube. show this for the entire class and then go into your own explanation. hell....alot of what we learn during lecture can be learned on youtube....
@mehdital He didn't say delta. He is saying del dot e. The del is usually used for operations involving vector fields (gradient, divergence, curl) and the dot is the dot product
hmm i never thought of it in that way, light has a constant speed in all frames because space is going to have the same permeability and permittivity regardless of the observer's motion?
and I'm not well versed in differential math either :) does it mean a gradient? the ramp of F with regards to the 3 spatial coordinates? so del.E of let's say a point charge like an electron in free space would be vectors radially away from the electron? is that it?
*exactly* (it can be hard to picture in 3-space)...we start with point sources like an electron, then go to shapes, then add in magnets, *then* put in changing charges, fields...
well, as I think about it a bit more, I don't get it at all :) what I described as understanding of del.E was what is called a vector field? but on the right hand side of the first equation is only P over e0. is P some default vector field thing or is del.E not a vector field at all?
delE is a vector field (strength and direction of the electric field; del dot E is a scalar field that just shows the value of the field, not the direction. (think of a ball rolling down a hill [point source])
ok but even as the slightly simpler scalar field, how does that jive with the right hand side of the equation. what is P that is can be proportional to an arbitrary E scalar field?
In the same way that q charge makes so much E due to the permitivity of free space then the permeability is the same thing for magnets (how tightly the filed lines are curved near the magnetic pair)
Oh, and permutation is how many ways you can arrange the members of a set a set...the permutations of ABC are" ABC, ACB, BAC, BCA, CAB and CBA.
It might help people understand better if there were less "uhms" and "uhs". I like your explaination though. I don't know what permeability or the other P word you used is... and why you use them... what they are and mean... it would help alot. thanx.
In the material I have an MS or PHD in, we get fewer uhs. This, I haven't studied physics since 1987. As it turns out (as one of my students pointed out last year), the uhs give them more time to take notes *shrugs*
That is correct. Think of the dot product as a hill (that would be 2-D, but still)...the dot product is the slope at a point on that hill. And you're right about the cross product. Make an L with your index and middle finger, and your thumb is in the direction of the cross product. That work?
They *had* to go into your head, because you heard 'em...but they didn't go to the Understanding part of your brain, but would up somewhere else...any Ideas what part of your brain it stimulated?
hopefully it does make sense to people? yeah it really does make sense now. thanks dood
Aizzat 5 months ago
yes you tube makes it simple Thanx
closnclos 1 year ago
see....our school lectures really need to use youtube. show this for the entire class and then go into your own explanation. hell....alot of what we learn during lecture can be learned on youtube....
jonathanaguire 1 year ago
thankyou soo much
BeingOfLight111 1 year ago
i think its a Nabla not a Delta!!
mehdital 1 year ago
@mehdital He didn't say delta. He is saying del dot e. The del is usually used for operations involving vector fields (gradient, divergence, curl) and the dot is the dot product
floopsie666 1 year ago
@floopsie666 ah ok , but here in europe we use the name Nabla not Del
mehdital 1 year ago
Yes it did make sense - thank you
broomhandlecowboy 1 year ago
hmm i never thought of it in that way, light has a constant speed in all frames because space is going to have the same permeability and permittivity regardless of the observer's motion?
cool.
jimmyshitbags 2 years ago
How do the equations tell us that the magnetic and electric fields of a wave are in phase, whereas in the case of induction they are in quadrature?
msf60khz 2 years ago
first time its hard...second time its hard....8th time and it gets easier...now its very easy hehe
independence8 2 years ago
Comment removed
independence8 2 years ago
nice try. I understand a lot of it but haven't been introduced to the inverse triangle notation. perhaps you could explain that?
maybe wth a geometric example if applicable.
so it's not just an explanation to those who already know the material...
I'm just saying :)
DanFrederiksen 2 years ago
Oh, and del-dot-F = dF/dx+dF/dy +dF/dz
VDubSlug 2 years ago
and I'm not well versed in differential math either :) does it mean a gradient? the ramp of F with regards to the 3 spatial coordinates? so del.E of let's say a point charge like an electron in free space would be vectors radially away from the electron? is that it?
DanFrederiksen 2 years ago
*exactly* (it can be hard to picture in 3-space)...we start with point sources like an electron, then go to shapes, then add in magnets, *then* put in changing charges, fields...
VDubSlug 2 years ago
I'm smart : )
DanFrederiksen 2 years ago
well, as I think about it a bit more, I don't get it at all :) what I described as understanding of del.E was what is called a vector field? but on the right hand side of the first equation is only P over e0. is P some default vector field thing or is del.E not a vector field at all?
DanFrederiksen 2 years ago
delE is a vector field (strength and direction of the electric field; del dot E is a scalar field that just shows the value of the field, not the direction. (think of a ball rolling down a hill [point source])
VDubSlug 2 years ago
ok but even as the slightly simpler scalar field, how does that jive with the right hand side of the equation. what is P that is can be proportional to an arbitrary E scalar field?
DanFrederiksen 2 years ago
(it's a rho, signifying charge); the higher the charge, the higher the E scalar field
VDubSlug 2 years ago
you're not getting the problem. is rho a scalar? how can a scalar be equal to a scalar field..
DanFrederiksen 2 years ago
rho is the charge density and generally depends on the coordinates, so in the general case rho is a skalar funktion, just as del dot E
Inachos 2 years ago
del is a partial differential operator
independence8 2 years ago
Hey :)... I understand what permittivity is but could you explaun what permutation is? ... Not sure if i spelt it right btw..
TheOriginalGilla 2 years ago
In the same way that q charge makes so much E due to the permitivity of free space then the permeability is the same thing for magnets (how tightly the filed lines are curved near the magnetic pair)
Oh, and permutation is how many ways you can arrange the members of a set a set...the permutations of ABC are" ABC, ACB, BAC, BCA, CAB and CBA.
VDubSlug 2 years ago
Cool... Thanks so much!! (:
TheOriginalGilla 2 years ago
I wish there was an animation or smg : (
Zookhaarh 2 years ago
Im in love wit physics too....damn!
hazyboi13 3 years ago
Physics was my first love...three other degrees later, I still find myself reading articles about the LHC, orbital theory.
We never said goodbye, and I hope we ever do.
VDubSlug 3 years ago
It might help people understand better if there were less "uhms" and "uhs". I like your explaination though. I don't know what permeability or the other P word you used is... and why you use them... what they are and mean... it would help alot. thanx.
Clayjrjr2 3 years ago
In the material I have an MS or PHD in, we get fewer uhs. This, I haven't studied physics since 1987. As it turns out (as one of my students pointed out last year), the uhs give them more time to take notes *shrugs*
VDubSlug 3 years ago
not bad not bad
i enjoyed your explanations. i fail if i ever try to teach
lolhowdoishotweblol 3 years ago
Thank you...it's always been my dream, and now I'm living it.
VDubSlug 3 years ago
man, I just love physics. Nice video, very straight foward
eldominicanboy 3 years ago
Sorry for the long delay---Physics was my First Love
VDubSlug 3 years ago
That is correct. Think of the dot product as a hill (that would be 2-D, but still)...the dot product is the slope at a point on that hill. And you're right about the cross product. Make an L with your index and middle finger, and your thumb is in the direction of the cross product. That work?
VDubSlug 3 years ago
I think my brain just exploded.
glitterophelia 3 years ago
math = booo in my head, but you are fun to watch, just don't think that any of the words went into my head.
meremonami 3 years ago
They *had* to go into your head, because you heard 'em...but they didn't go to the Understanding part of your brain, but would up somewhere else...any Ideas what part of your brain it stimulated?
VDubSlug 3 years ago
the part that made me pay attention to everything except trying to understand the foreign language you were speaking?
meremonami 3 years ago
There's a certain amount of Greek in there...but honest...it's Physics English.
VDubSlug 3 years ago
English is not my first language but I think you English is good.
aleterra 3 years ago
Wow. Just... my brain hurts now. Please tell me physics classes start out a bit... less intense? :D
I will say I understood the concepts, even if the equations broke my brain. And dude... geektalk... *drool*
thelaynie 3 years ago
Well, it *did* come from a Junior/Senior class...
VDubSlug 3 years ago
That does, in fact, reassure me. Why is physics so hot?
thelaynie 3 years ago 2
Phycists are hot....physics is fascinating
VDubSlug 3 years ago
That was fascinating! Are you planning to do it in English?
-A2L
b1gdawg 3 years ago