ok, so what's the difference between AWG (american wire gauge? off the top of my head) basically, inside the insulated wire you have hair thin strands of copper, it's never solid it's always intertwined...
Sorry, what's the difference between AWG and...? Or what's the difference between different AWG's?
now 100meters of intertwined copper wire which let's say is rated at 5amps good for small DIY jobs...
let's suppose the wire had an internal resistance of 100ohms, i have no clue actually i'm not going to look it up, and your 100 ohm resistor 50watt resistor sitting right next to the 100 meter cable, is it fair to say that in this instance both the Resistor and the huge length of wire are both doing the same thing.....
Yes and no.
If they both have the same resistance, then yes, they both have the same resistance. (edit see davenn's comment -- I assumed you meant "enough length of wire to have a resistance of 100 ohms")
However, the wire and the resistor may differ in many ways.
The wire will have some inductance and distributed capacitance which will make it respond to AC signals in a way different to a small resistor (some resistors do this too). In addition it is very long and a signal will take longer to get from one end of the wire to the other compared with the resistor.
They may have different changes in resistance with temperature, age, etc. and the spool of wire may be able to withstand a higher voltage (not that it's important with a very low resistance).
If you connected them up to a LED however, you'd not notice any difference.
what is that exactly? both create a voltage drop, both have a resistance of 100ohms, yet how is the write 'resisting' the electrons the same way a resister does? or is it different?
In terms of resistance yes, they're both providing the same function, but there are other properties as discussed above that would be different.
on a side note, take your typical AWG chart and simply remove 1 copper intertwined strand, and allow 1 amp to flow though it, you'll get burnt so quickly if your did that, and yet with the length long enough it too could stop itself from being burnt out from a length resulting in only a hand full of ohms...
Well, you'd take the strand from a wire, not a table, but yeah. The total power drops off with the length of the wire (for a given voltage) and the additional length means the power per unit length is inversely proportional to the square of the length of the wire. So yeah, as you make the wire longer it gets less hot, and very quickly too.
so a resistor to me is something that does not allow electrons to flow as easy as it would like (as indeed any material scaled up, including metals)... take a lead pencil scribble onto paper a nice square patch of lead, cake it on, right now with a 9v battery take the cathode and place the pin against a corner of the lead drawn scribble you just made, now take the other pen and place it against the lead, obviously you need to complete the circuit..
LED + ------[~~~~~~~~~~]------------ - LED - -Battery
basically, an LED in series with the 9 volt battery and your paper made 'resister'
yep, that's pretty much OK. Electrons flow less freely in the pencil marks because a thin layer of graphite is not a great conductor.
i don't agree with the analogy is all, a resistor no more 'resists' the flow of electrons than a piece of toast dipped in mercury...
But that's exactly what happens...
how imagine it to work is like this...
the electrons travel at the speed of light when released from their other states of matter, eg chemically, electrochemically, photovoltaic, as the energy states move up and down, eg from photon to electron.., either way however the magnetic field is induced and captured these electrons can be manipulated to follow paths, the paths they go through are the ones with least resistance..
feel free to correct me if i'm wrong, but i'd like to show people may way of thinking regardless of how wrong i am here
You imagine wrong
Electrons move very slowly in a conductor. In fact they have mass and therefore never travel at the speed of light.
think of metal as having a sea of electrons. As you push one in at one end, it forces one out the other end. The electrons move very slowly, but like a line of billiard balls, hit a ball on one end and one flies off the other end. The shock wave travels through the line of balls faster than the ball was moving.
however, if more electrons try to go through the semi conductor or conductor than the circuit, wire can handle, the electrons will become squeezed and no longer have any where to travel so they become heat as a side product, take 1 strand of wire and allow a few amps to flow, it will turn red hot and die and melt, you could even use a penny coin as a resistor....
No, just like the felt on a billiard table slows down the billiard balls, the structure of the conductor resists the movement of the electrons. This resistance, like friction, causes heat to be released as electrons are moved. It doesn't matter how fer or how many electrons are moving, they still generate heat. The more you try to move them the hotter it gets. This heat energy comes from the voltage across (the pressure) and the current through (the flow), and the heat generated consumes some of this available power and is seen as a voltage drop across the resistor.
In a metal, there are many weakly held electrons, it's easy to get them moving.
In a semiconductor, there are fewer free electrons and so the resistance is higher.
In an insulator, the electrons are bound tightly and it is very hard to pull them free. They have a very high resistance.
So what's going on the resistor/any conductive object... well imagine fragmented pieces of metal, or metal conduits like a sewer system, now, you simply use any material that has a high resistance value, nichrome wire for example if not as a resistor it's found in electric blankets. use thicker wire and the blanket would cease to become hot....
No, if you used thicker wire it would get *very hot* and probably catch fire.
The wire has a constant voltage across it and as the wire gets thicker, more current can pass through it. The power is voltage times current, so more heat.
If you want it to stay cold, use a much finer wire. It will still get warmer, but dramatically less so.
For a given voltage and length (and composition) of wire, thicker wire will cause more heat to be released.
So you say a bigger resistor has bigger heatsink, no i disagree, instead it's scaled up the impurities used in the resistor are bigger, the heat sink will still be in portion, simply larger and wider the conductor it is, more current will flow, hence when a 1million ohm resistor will quite gladly be connected to 240 volts and there would not be enough current to power an LED.
Well it is true that a wider (thicker) conductor will heat up less for a given current, but that is simply because it has a lower resistance.
If we imagine a piece of fine wire, assume it has a resistance of 1 ohm, and can safely dissipate 1 watt. How can we make a 1 ohm resistor capable of more current?
OK, take 2 pieces of wire twice as long and put them in parallel, Now there is 4 times as much wire, so it can dissipate 4 watts but still has the same resistance. But note that as I make the wire twice as wide (2 strands) I have to make the total length twice as long to maintain the resistance.
If I wanted to make the combined piece of wire the same length, I would have to use a different wire which had a composition which gave it twice the resistance for the same physical dimensions.
So to get back to your example, there would be *more* impurities (not bigger) in a higher power resistor. But mainly the size is there to increase the surface area so that the additional heat can be dissipated without a correspondingly larger rise in temperature. As suggested in other posts, the higher power resistor may also be composed of some materials which can withstand more heat. In this case the resistor may be less larger, and get more hotter. Some resistors have fins to increase the surface area to allow more heat to be dissipated.
Ceramic has a high resistance value and can withstand the heat better, but you're not going to have /less/ heat it will be the same heat except Ceramic can tolerate the heat better than conventional resistors.
That's correct (ceramic can generally tolerate heat better). For a given dissipation (amount of heat) you're going to get the same amount of heat (dissipation) -- that's because they are the same thing. Ceramic resistors are not necessarily high in resistance. Construction and resistance are not that tightly coupled.
So a resistor /resists/ energy, it resists it no more than anything else on the planet that has some conductivity..
Yes (but it may have other -- often unwanted -- characteristics)
100ohm resistor or 100ohms of ceramic cut, you can dope anything none conductive like silicon with tiny amounts of impurities that allow it to conduct eg semiconductors and silicon.and arsenic and phosphorous... safe even on large scale.
Not sure what you're saying here.
so why use wire, why not just say wire as a resistor, oh yes, you need to roll up 300 meters to use it as a capacitor though lol, heat is only a by product if there's simply not enough conductive pathways for the electrons ...
Capacitors are something else entirely. Heat is *always produced*. The amount of heat can be calculated by any combination of 2 of resistance, voltage and current. (IV, I^2R, V^2/R)
maybe someone drugged me and told me all this I have no idea lol, does this theory not fit?... for example if a 3 watt cree LED consumes 3watts of power at 4.25volts, you could simply connect a 4.25v battery to the cree LED..
No, that wouldn't work. See my thread on driving LEDs for the reasons why.
no resistor in sight, if i wanted 100ma to flow instead of 3watts to be consumed, i'd wire up a resistor to limit the current...
you're talking apples and oranges here, That statement makes no sense.
4.25/100 = 0.0425amps (0.0425*4.25 = 0.180watts)
that's fine as long as you remove the LED
(EDIT: I assumed that 100 was a resistance of 100 ohms -- Davenn points out that you said 100mA -- which incidentally is 0.1, not 100)
So, let's say we use 3 resistors...
0.1watt resistor
0.5watt
5watt resistor..
now, the only resistor to get hot will be 0.1watt because there's more current going THROUGH that resistor than it can handle, even if you add a heat sink it's still going to get too hot....
if all resistors have the same resistance, then each will dissipate the same power (0.18W). All will heat up. However the 0.1W resistor will heat up much more than the 0.5W resistor, and that resistor will in turn get hotter than the 5W resistor.
now the 0.5watt is not going to get hot because it has enough pathways and enough conductivity up to 0.5watt's worth..
No, it heats up too. But because it is larger and has a larger surface area (presumably) the heat will be radiated (and convected, and conducted) away faster.
It is possible that the 0.1W and the 0,5W resistor are exactly the same size. In this case both will get to the same temperature. The difference will be that the 0.5W resistor will have been designed to get that hot and the 0.1W will not have been.
the difference between a 0.1watt and a 0.5watt or 5watt in all honesty?... nothing to do with heatsinking, it's not needed if the material is conductive enough....
No, presuming that both are allowed to get to the same maximum temperature, the *only* meaningful difference is how fast one can get rid of heat compared with the other.
the difference is, instead of 0.01mg of conductive material to pass the electrons, 0.01mg is used, you need to coat it with a bigger heatsink....
In theory, the resistive element could be the same, with the heatsink being larger. This is exactly what we do with semiconductors to allow the same device to dissipate more heat without increasing it's temperature too much.
what you're telling me is a resistor resists, i don't see any more a case of that than any object with any kind of property that we call 'resistive' ..
That's simply restating the definition. a resistor resists because it is resistive. Anything resistive is a resistor. However anything resistive is not necessarily a perfect resistor any more than anything with 4 wheels is a perfect car.
You may get confused with some of my descriptions because you have various examples assuming constant voltage, current, or power. Each of these are different and in some cases I do not think you fully understand the difference.
You really need to review ohms law and understand the relationship between voltage current and resistance, then between these and power.