calculating what voltage I have to run it on to match the current from before.
Yes. essentially it's much easier to adjust voltage
calculating what voltage I have to run it on to match the current from before.
First of all, this is very wrong. V=IR, thus I=V/R. It is VERY MUCH a linear relationship.
Not sure what you are trying to say with this post. Are you saying the experimental setup is flawed? What I want to test is the claim (or fact if you want), made by almost everyone in this thread that regardless of coil resistance, I will get the same liquid consumption when I use the same power. Or my claim that I will get the same liquid consumption when I use the same current.
The original concern was "Why isn't there a variable amperage device", right?
I think it's simply bec. it's much easier to regulate / adjust voltage in a device. Take a multi meter and If i ask to measure the volts of a battery, you simply touch the + / - ends... much easier.. much simpler..
Plot a graph of resistance against current, or resistance against power and it's not a straight line, which means it's not a linear relationship. It looks a whole lot like he following graph (just
I think the only thing left is the discrepancy in my personal experience and everyone elses. I experience that, changing the resistance by changing the coil, I will get the same vapor production by adjusting the current to the same level I used on the previous coil. In contrast to everyone here, telling me that I will get the same vapor production by changing the power to the same level as before.
Not sure what that means. current is present in every part of the circuit. Power is dissipated across any resistive element.
Current AND voltage determine power. P= V * I.
Other way; voltage and resistance determine the current through a circuit. You apply a voltage to a resistor, and current is what results. You can change either of these two to increase current. If you are only changing voltage, then that is changing current as well.
With a FIXED resistance, higher voltage == higher current == higher power. But what you are adjusting is the voltage output. current and wattage are not the cause, they are the effect.
Why is it changing the letter "f.t.w." To an ellipsis?nailed it ...!!
Because the current is a byproduct of the power being injected into the circuit. Using a hydro-electric dam as an example it's like saying the speed of the water is what causes the cogs to turn and therefore generate the sough after result. In actuality the amount of water (voltage) and the slope it travels on (resistance) are causing the speed(current) to be determined, which will result in the sough after power or in rba's heat(ie wattage). Honestly I can't think of a more simplistic and straightforward way to illustrate this. If you keep sticking to your position I'm going to have to assume this is just some strange form of trolling your attempting, nouveau-trolling anyone? =] keep on vaping you cloud-taming cowboys. ( I kind of like this sign off, I may make it my new mainstay, what do you guys think corny or do you like it?)Yes. Agreed, Current and power are "happening" everywhere in the circuit. Not sure if that makes it clearer. Power is the input, current the result depending on resistance, as is the heat. Current = Heat?
Yes. Agreed. I was talking about heat/energy as in Joules, not power. I know, Watt = Joules/second. But it's not Joules right?
I'm honestly not sure how that is the other way from what I said. "higher voltage == higher current == higher power". Absolutely right. That doesn't explain though why it is power that's responsible for heat and not current.
Yes. Agreed, Current and power are "happening" everywhere in the circuit. Not sure if that makes it clearer. Power is the input, current the result depending on resistance, as is the heat. Current = Heat?
Yes. Agreed. I was talking about heat/energy as in Joules, not power. I know, Watt = Joules/second. But it's not Joules right?
I'm honestly not sure how that is the other way from what I said. "higher voltage == higher current == higher power". Absolutely right. That doesn't explain though why it is power that's responsible for heat and not current.
another reason why and a primary reason is because unlike the adjustment of voltage or wattage which is incremental and orderly ie 3.1,3.2,3.3'etc amperage would adjust In big leaps and in a simply unpredictable manner off the top of an average persons mind, they'd have to have an ohms law calculator at hand constantly to see where they'd be adjusting to and if it was safe to even adjust to that level given the power cell they were incorporating in the circuit at that time. Simply put, variable current is neither practical or effective, it would be an ... backwards way of going about modulating a PV. EndofstoryYou're absolutely correct, my wording was sloppy and wrong. Here, I'll show you what I mean to avoid miscommunication:
Assume 4v:
Resistance Power Current
.5 32 8
.4 40 10 .1 decrease, 8w increase, 2a increase
.3 53 13.3 .1 decrease, 13w increase, 3.3a increase
.2 80 20 .1 decrease, 27w increase, 6.7a increase
.1 160 40 .1 decrease, 80w increase, 20a increase
Plot a graph of resistance against current, or resistance against power and it's not a straight line, which means it's not a linear relationship. It looks a whole lot like he following graph (just an example)
View attachment 302589
In theory (all else equal) it doesn't matter what your resistance or current level is, only the power level will correlate directly, and in all circumstances, to the amount of vapor production.
But it's pretty much impossible to make "all else equal" in these circumstances. If you achieve the same power with different resistance, that means you are either changing wire thickness, or wire length, which is going to throw off your surface area to power ratios.
So technically speaking your experiment is flawed, but it's as close as you're going to get. Juice consumption should be similar, especially if using commercially available equipment instead of home built coils since there would be less variables to take into account. But it's a very very unscientific comparison with many variables that could effect juice consumption to the point of totally skewing the results, especially when dealing with levels of comparison that are so close to each other to begin with.
Well, it's not any more difficult to calculate amperage than wattage. In fact it's exactly as simple when it comes to doing the calculation. APVs already measure coil resistance, and already measure/set voltage, so it's just as easy for the chip to do the calculation for amperage as it is wattage.
The simple reason variable current devices don't exist (in the sense of being able to set a certain amperage as all variable devices on the market are technically also variable current devices) is because it's completely pointless. Setting current to determine your heat or vapor production simply just doesn't work that way.
If you had a variable current device, and put a 1.5 ohm atty on it, and adjusted the current, guess what the PV would actually be doing? Adjusting voltage. Which all our PVs already do. It's just a dead-end path, that's why there isn't one made.
Resistance vs current is 100% straight line. Decrease your R, and I increases linearly for a given input voltage. If you vary voltage AND RESISTANCE...you are dealing with a 3d plot.
V = IR is a linear equationSent from my Provari Mini using Tapatalk
Correct, this will be interesting. If you increase resistance and keep current the same, power will increase and you will get a very different experience.
Take 1ohm @ 3 amp. Simple power calc is I^2 * R. 9 watts.
Take 2 ohm @ 3 amp. I^2 * R = 9*2 = 18 watts.
I'm guessing you will see an enormous difference!!!
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It's just a measurement. Just like length, doesn't matter if you measure something in mm, inches, feet, whatever, its still the same length.
Here are three graphs, the first is resistance x power at 4v, the second is resistance x current at 4v. Neither are a straight line, and it's not because my graphs are sloppy. Last is both together.
View attachment 302650 View attachment 302653 View attachment 302656
I'm not sure what else I can say/do?
.
Not quite an accurate comparison because with mm, feet, inches, etc they are all measuring the same exact thing, which is length.
With watts, volts, amps, etc there are not measuring the same thing, there is no overall thing (like length) they are measuring.
A better comparison would be like inches, liters, and pounds and a bucket of water.
If you have a large bucket of water, it is a certain number of inches tall, contains a certain number of liters of water, and weighs a certain number of pounds. All of those are measuring different things, but they are all still related and depend on each other.
If the inches go down, it's shorter, holds less water, so both liters and pounds go down. If inches go down horizontally it's thinner, same thing happens.
If you If pounds go down, liters go down, and inches go down. Obviously buckets of water don't automatically scale themselves to a given variable so the comparison kinda breaks down now
If your goal was to figure out how much water that bucket carries, obviously liters would be the best way (like wattage)
Using current to measure vapor would be like using inches to measure how much water is in the bucket. You can't. Because if the water bucket is "4 inches tall" that doesn't tell you how wide it is, so you have no idea how much water is in there. Best to stick to liters (watts)
You are correct, it wasn't the best way to explain it, but other than that paragraph I wrote, everything else explains it perfectly.
I stand corrected. If you solve for current or wattage, it's inversely proportional.
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....that current can't be used to judge vapor or performance....