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Do you know how much power the stuff in your&nbsp;life uses?

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Great!

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Except that doesn’t matter.

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I’m actually quite serious - knowing how much&nbsp;power in watts 
your devices use can be helpful and it does matter in some circumstances,

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but&nbsp;it’s usually nowhere near as important 
to your life as how much energy those things use.

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This&nbsp;may sound like one of those overly pedantic fixations but it’s not!

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Power and energy are&nbsp;very different concepts.

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They are closely linked, but that’s not the whole story.

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And unfortunately,&nbsp;the units we use to discuss power and energy 
can be very confusing if you’re not well-versed in&nbsp;energy speak.

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However, if you can wrap your head around 
precisely how power and energy influence&nbsp;each other,

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I promise a whole lotta stuff in your life gets much easier to understand.

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Now, you might think I’m going to start by discussing electricity 
but before we get&nbsp;there I want to instead talk about this.

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This is a bottle of liquid propane.

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When sold&nbsp;in this kind of bottle it’s commonly used as a camping fuel.

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The propane has energy stored in&nbsp;its chemical bonds, 
and we can release that energy by allowing the propane to leave the bottle,

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vaporize, and mix with the atmosphere which creates 
an air/fuel mixture with a good deal of&nbsp;free oxygen.

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And when we ignite that mixture it burns - a chemical reaction known as combustion.

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The useful byproduct of that combustion is heat, the most basic form of energy.

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Devices which&nbsp;burn propane in a controlled fashion
are how we make use of the propane’s stored energy.

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Devices such as this camping stove.

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The stove itself is incredibly simple.

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Other than its overall physical structure, it’s little more than a pipe which leads 
to a&nbsp;pair of valves which then feed nozzles inside these two burner elements.

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Connect a propane&nbsp;bottle up to that pipe using this 
very flimsy and precarious pressure-regulating hookup tube&nbsp;thingamijig

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and once you’ve done that opening those valves 
will allow some of the propane to leave&nbsp;the tank,

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after which it goes through the nozzles
 and ends up in the burners where it mixes with&nbsp;air.

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Press this ignitor button which strikes a piezo-electric crystal in order to produce&nbsp;
a spark near where the propane/air mixture exits the burners and fwoomp.

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You’ve got fire!

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And now you can cook your delicious whatever.

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Hmmm… but how much delicious whatever 
are you&nbsp;able to cook with that bottle of propane?

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That’s a good question - and its answer has to do&nbsp;with energy.

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Remember, we are burning the propane to release its energy.

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Since we can only burn it&nbsp;once and then it disappears into the atmosphere,

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the quantity of propane in the bottle 
represents&nbsp;the total amount of heat energy that’s available to us.

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When new and full, that bottle contained 
one pound of liquid propane (that’s 453 grams).

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But that’s it - when it runs out it runs out.

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Now,&nbsp;when it comes to figuring out how much we can do with a bottle of propane, 
there’s what might seem&nbsp;like a complication.

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If you’ve used any kind of stove before, you’ll know
 that we don’t always&nbsp;use them in the same way every time we cook.

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Sometimes we might need to boil a big pot&nbsp;of water but on other occasions 
we might&nbsp;need to do gentler kinds of cooking, such as&nbsp;simmering.

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To address those varying needs, the valves on the stove 
can release the&nbsp;propane from the bottle at different rates.

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Watch - as I close the valve down and slow the&nbsp;rate of fuel flow, 
the flame shrinks and isn’t&nbsp;as hot.

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This lets us do those gentler cooking&nbsp;tasks by introducing a limit to how hot a piece of cookware can possibly get when sitting&nbsp;above the flame.

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But when I set the valve to its wide-open setting, the rate of 
fuel flow&nbsp;increases so the hotter (and larger) the resulting&nbsp;flame is.

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You can even hear that difference.

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[a roaring/hissing noise grows louder and quieter]

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And&nbsp;just what exactly is that difference?

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It’s power.

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Through adjusting the rate of fuel flow, the&nbsp;valves adjust the 
power level of the burners and thus the size and heat of their resulting&nbsp;flames.

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Critical to note is that power is NOT 
how much propane is in the bottle or even how much&nbsp;we’ve burned.

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Instead, power is how *quickly* we are burning through the propane 
and releasing its&nbsp;energy at any given moment.

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Power, therefore, represents an instantaneous energy intensity,&nbsp;
which is not the same thing as energy itself.

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Why is that so important?

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Well, because energy is&nbsp;what actually accomplishes work.

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Getting things done, like bringing water to a boil 
or cooking a piece&nbsp;of chicken, requires a certain amount of energy.

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You can actually calculate how much energy it&nbsp;takes 
to bring, say, six cups of room temperature water to a boil.

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That's just a fact of physics.

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And&nbsp;we also know how much energy the propane contains per gram, so we can 
work out precisely how much propane&nbsp;we’ll have to burn to boil six cups of water.

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I won't go through that calculation, but it’s on&nbsp;your screen now.

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And if we assume half of the energy released by the stove will actually make&nbsp;it into the water in a pot

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(a lot of heat from an open flame ends up going around
a pot so there&nbsp;are pretty heavy losses to consider)

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then we’ll find that to produce the necessary heat energy&nbsp;
to boil six cups of water on this stove,

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we need to burn about 20 grams of propane.

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That’s roughly&nbsp;5% of a full bottle.

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So, here’s the key question:

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does it matter what power level we have the burner is&nbsp;set to?

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Aside from marginal efficiency effects, no it doesn’t.

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20 grams is 20 grams.

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That’s how&nbsp;much propane we’re gonna use.

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How quickly we burn it doesn't matter.

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And yet, here’s where things can start to get confusing.

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When it comes to how you and&nbsp;I interact 
with our energy resources, time absolutely matters.

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In fact, time is the key&nbsp;to understanding 
what power is and how it relates to energy consumption.

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Consider that the stove&nbsp;doesn’t allow us to burn all of this propane in an instant.

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If it did, we wouldn’t be burning it so&nbsp;much as we’d be exploding it.

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We don’t want that so the stove limits how quickly the propane&nbsp;
can leave the bottle and thus it limits how quickly we can release its heat energy.

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The&nbsp;fastest rate at which this stove will let us burn propane
 on each of these two burners is about 3.8 grams&nbsp;per minute.

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And believe it or not that right there is a power figure!

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It’s a very weird one,&nbsp;
but 3.8 grams of propane per minute does indeed accurately describe this power level.

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Remember, power, at a conceptual level, is how quickly we are using energy.

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And&nbsp;since the propane is our energy resource,

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a figure which tells us how much we burn over a&nbsp;
given period of time describes power.

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Of course, grams of propane per minute is not 
a conventional&nbsp;power unit, but let’s think about what it can&nbsp;tell us.

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While it may not be easy to predict&nbsp;
how much propane a cooking task will require,

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since we know we burn through 
3.8 grams of&nbsp;propane every minute the burner is set to high,

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then if we know how long we’ve been using that&nbsp;burner on high power, 
we can actually determine how much propane was burned.

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It's simply a matter&nbsp;of taking that power figure 
and multiplying it by the total run time.

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So, for example, using&nbsp;one burner on max power 
for a total period of 10 minutes will tell us that we used 38 grams of&nbsp;propane:

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3.8 grams per minute for 10 minutes.

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The upshot is that power figures, when runtime&nbsp;is also known, 
give us enough information to determine how much energy was used.

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Of course, we&nbsp;don’t typically use grams of propane per minute but the thing is, 
every power unit is describing&nbsp;the same thing: power.

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So you can convert between them.

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This power level is also 4.3 horsepower.

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Or 11,000&nbsp;BTU/hr.

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Or not quite one ton of refrigeration.

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Or, the power unit you’re probably most familiar with,

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3,200 watts.

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Yes, in case you weren’t aware the watt is not exclusive to electricity.

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The watt&nbsp;is power!

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It can mean electrical power, but it can also mean heat output or mechanical power.

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Doesn’t everybody know 1 horsepower is 746 watts?

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Of course, we usually reference the watt in&nbsp;the context of electrical devices 
so I guess we&nbsp;should transition to talking about electricity.

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First, though, what exactly is the watt?

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Simple!

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One watt is equivalent to one joule&nbsp;per second.

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Now, okay, the joule is a unit of energy but don’t worry, 
you don’t&nbsp;actually need to know what exactly the joule is,

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you just need to know it’s a specific quantity of&nbsp;energy.

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And how many joules of energy get used in one second is… watts.

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It’s that simple.

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Note&nbsp;to physicists: I am aware of the conservation of energy and that saying 
“joules which get used”&nbsp;is not technically correct but

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this video is to help people understand how they use energy&nbsp;resources.

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So please just roll with it.

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Now, since watts represent the number of joules used&nbsp;per second 
then just like in the stove example,

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if you know how many watts a device needs to&nbsp;function
 and you have a record of how long the device has been functioning

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you will&nbsp;be able to determine precisely how many joules 
(and thus how much energy) that device actually used during that time.

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However, joules are teeny tiny little bits of energy.

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A ten watt light bulb consumes 600 joules every minute.

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Now the good news is, 
just as power is&nbsp;power, energy is energy!

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There are many different units we can use to quantify energy 
but they all describe the same thing so we can convert between them.

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When we’re talking about electrical energy,

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because the joule&nbsp;is really tiny 
and most people don’t have much feel for what a joule is anyway,

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we usually use&nbsp;a unit of energy called the watt-hour.

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Watt-hours are what they sound like: 
it is simply power in&nbsp;watts multiplied by the total runtime in hours.

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The result you get is watt-hours.

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So, for&nbsp;example, that same 10 watt light bulb, 
after running for three hours, will consume 30&nbsp;watt-hours of energy.

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10 watts times 3 hours equals 30 watt-hours.

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Quite simple.

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And, just for&nbsp;funsies, since there are 3,600 seconds in an hour 
that means there are 3,600 joules in a watt-hour,

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so 30 watt-hours is equal to 108,000 joules.

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Perhaps you see why we don’t usually use joules.

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But unfortunately, although the watt-hour is a very simple concept 
and it’s very simple to&nbsp;calculate, it can be a little confusing if you’re not used to it.

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“Watt-hours” sounds dangerously&nbsp;close to “watts per hour,” 
and that might land in your brain as a speed at which we use watts.

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But&nbsp;the thing you’ve gotta keep in mind 
about the watt is that the watt itself is a rate.

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It’s literally&nbsp;joules per second, after all,

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so in a sense the watt is a speed.

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A speed of energy.

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To actually&nbsp;quantify an amount of energy from the watt, 
we need to know how long we've been running at&nbsp;that “speed.”

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The hour, in watt-hour, allows us to determine 
the product of a known rate in watts&nbsp;and an hour’s time.

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This means the watt-hour is both a 
calculation that derives energy from power&nbsp;and time

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and the result of that calculation.

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That’s, I think, what makes it confusing if&nbsp;you’re not well-versed in energy speak.

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Not only can it seem pretty clunky to quantify energy&nbsp;as a calculation,

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but the terminology watt and watt-hour is linguistically backwards 
compared to&nbsp;how we typically describe rates and quantities.

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Usually when we see a time component in a unit,&nbsp;
like miles per hour or revolutions per minute,&nbsp;&nbsp;

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we are describing a rate by saying what will get&nbsp;done in that time period.

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But because the watt itself is a rate (joules per second) it stands&nbsp;on its own.

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Much like a speed reading can’t tell you a distance traveled 
without knowing&nbsp;how long you’ve been traveling at that speed,

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the watt can’t describe a quantity of energy&nbsp;
unless we add the total time to the mix.

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And that’s the point of the watt-hour.

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And although it can seem clunky, 
the watt-hour is incredibly useful to understanding&nbsp;energy

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because it brings the time part of this whole deal front and center.

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For instance, say&nbsp;you’ve got a television which uses 150 watts of power.

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If you want to know how much energy&nbsp;it uses, 
you need to know how long you’ve been watching TV!

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After you’ve been watching for two&nbsp;hours, 
your TV will have consumed 300 watt-hours of energy.

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It’s simply the 150 watts the TV uses&nbsp;when it’s on 
multiplied by its runtime of 2 hours.

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Watt-hours.

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Pretty simple.

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When we’re dealing with&nbsp;time intervals 
smaller than an hour, you multiply by the fractional hour.

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For instance, to calculate&nbsp;the energy used 
by the same TV in 15 minutes, a quarter of an hour,

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simply multiply&nbsp;150 watts by one fourth of an hour, 
or 0.25 hours, and that gives us 37.5&nbsp;watt-hours.

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It’s a simple calculation, and hopefully you see how it works kind of&nbsp;like a tally system which adds to the energy total the longer your devices draw power.

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Since we've all got a lot of devices that need more than one watt of power, 
in practice we&nbsp;usually use the kilowatt-hour which is simply 1,000 watt-hours.

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Just makes the numbers smaller.

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And if you were to look at your electricity bill, you will find that you were billed 
for the&nbsp;total number of kilowatt-hours you consumed during that billing period.

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And remember, I’m gonna&nbsp;be a bit obnoxious about this, 
that means you were billed for the total amount of energy you&nbsp;consumed.

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Whenever you see the word “hour” after the word watt, 
or in an abbreviation the letter&nbsp;h after the letter W,

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then you are looking at a quantity of energy.

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Not a power figure.

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And when&nbsp;it comes to your energy bills, energy is the only thing that matters!

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For electricity bills there&nbsp;is an asterisk there which I’ll get back to, 
but most residential electric bills are not&nbsp;impacted by the power draw of your home.

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They are only impacted by your home's total energy use&nbsp;in kilowatt-hours.

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This is crucial to understand because if you’re not in an energy-first mindset,&nbsp;
it’s easy for power figures to mislead you.

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For instance, something that I’ve run across again&nbsp;and again pretty much every time I’ve talked about electric cooktops - induction or conventional&nbsp;-

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is this idea that electric cooking is wildly expensive compared to gas cooking.

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Now, there is&nbsp;some logic to why people say that:

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in general, methane gas is a less expensive source of heat&nbsp;than electricity is.

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And electric cooktops do indeed need to be hooked up to 
beefy 40 or 50 amp circuits&nbsp;because they can draw a lot of power.

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If all the burners on my stove at home are set to high, the&nbsp;stove draws 8,500 watts.

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That’s a scary big number and is indeed quite a lot of power,

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but power&nbsp;isn't what matters to your energy bill!

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Energy is!

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And the thing about household cooktops and ovens&nbsp;
is that when it comes to a typical home’s energy use,

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they’re practically rounding errors.

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Think for a moment about what cooking is.

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It's simply heating food.
And, yes, sometimes it makes&nbsp;things very hot

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But you’re only making small things very hot.

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That heat, even though it is often intense, is&nbsp;very concentrated 
and this ultimately means it’s not actually a large amount of energy.

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And remember that whole&nbsp;time thing?

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Unless you’re running a restaurant out of your home, 
you only use your stove for a couple&nbsp;hours a day,

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likely less if you’re not an adventurous cook.

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But if your home is climate&nbsp;controlled, then you’ve got a machine which is running 
24/7 to maintain the temperature of&nbsp;a much larger object than tonight’s dinner.

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To give you some actual numbers, my home’s air&nbsp;conditioner is a little 2 ton unit which only draws about 2 kilowatts (that’s 2,000 watts) when&nbsp;it’s running.

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But during the height of summer, that thing will run 
for somewhere between 6 and 12 hours each day.

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Taking a low average of 8, this means my air conditioner 
is responsible for&nbsp;about 16 kilowatt-hours of energy use per day.

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How does that compare to my stove?

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Well, to&nbsp;give you a specific example of 
how much energy an actual cooking task needs,

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sometimes I scramble&nbsp;three eggs in a small pan like this.

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And when I do it, I use one of my stove’s small, 1,200 watt&nbsp;burners.

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It takes the stove maybe 2 minutes to pre-heat the pan enough to melt a pad of butter&nbsp;in there

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and once I put the eggs in and start scrambling 
they’re usually done within five or&nbsp;six minutes.

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Now, typically I reduce the power level of the burner 
once they’re starting to firm up&nbsp;but to make the math easier

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we’ll just pretend that I run that burner on full power for the entire 8&nbsp;minutes.

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So, how much energy does that use?

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Well, that’s 1,200 watts (or 1.2 kilowatts)&nbsp;multiplied by 
8/60ths of an hour which results in 0.16 kilowatt-hours of energy.

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That is nothing!

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Literally just 1% of what my air conditioner uses in a day.

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And as&nbsp;far as how much that energy costs,

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even with a horrendous electric&nbsp;rate of $0.50 per kilowatt hour,&nbsp;
it would only cost about 8 cents to scramble&nbsp;those eggs.

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With my electric rate which averages around $0.10 per kilowatt-hour, 
it doesn’t&nbsp;even cost the $0.02 an opinion is worth.

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Uh, quick note - I calculated these numbers based&nbsp;
on my guess of how long it typically takes to&nbsp;scramble eggs with my stove

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and I overestimated&nbsp;by a lot!

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I like my eggs very dry and despite that the total time spent, including heating the&nbsp;cold pan, was only 5 minutes 15 seconds.

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I also turned the burner down to half-power at the 2:45&nbsp;mark 
meaning that the actual energy expenditure here

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was approximately 0.08 kilowatt-hours or&nbsp;80 watt-hours.

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It’s a tiny amount of energy.

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Just the lava lamps in my set used more energy&nbsp;
in the time it took to shoot this video.

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Now, granted, scrambling three eggs is&nbsp;not much of a cooking task.

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But even the most energy-intensive cooking tasks like boiling&nbsp;
huge quantities of water don’t require that much energy in the context of a home.

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Assuming a 25%&nbsp;loss, it takes about 2 kilowatt-hours 
to bring four gallons of water to a boil on an electric&nbsp;stove.

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So even if you do that every day,
the 60 kilowatt-hours that would require over a month

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would only represent about 6.5% 
of the average US household’s monthly electricity consumption.

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People who fixate on the cost 
to use an electric stove frankly just don’t understand energy.

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Or they’re peddling culture war nonsense.

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Now, to be clear, I’m not trying to sing&nbsp;the virtues of electric cooking.

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What I’m really hoping to help you understand here
is the&nbsp;importance of having an energy-focused mindset.

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Power figures in watts rarely matter, energy&nbsp;does.

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And if you put energy front and center in your mind, 
not only will it help you understand&nbsp;your electric bill

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but it can bring you a more specific understanding of precisely why 
the machines in your&nbsp;life cost what they cost to operate.

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I really want to encourage you to spend some time thinking about&nbsp;this.

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Energy doesn’t have to be a mystery, 
and if you can develop an intuition for it

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then you’ll&nbsp;have a much better grasp of the opportunities available to you 
with the infrastructure&nbsp;in your home and the challenges, too.

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And it’s time to drop a truth bomb.

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There is in fact just one single&nbsp;most important factor 
to determining how much energy you use and it's almost comically simple:

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it’s what you do.

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It’s not actually complicated, it’s the stuff you do in a day 
that determines how much energy you use.

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Every time you ask a machine to complete a task for you, 
it takes a certain amount of energy.

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And if&nbsp;you don’t have any idea how much energy 
certain tasks require, you can figure that out!

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One option&nbsp;is to use a plug-in energy monitor like this 
which will not only give you a reading of how many&nbsp;watts a device is currently drawing

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but will also tell you a cumulative energy consumption in kilowatt-hours.

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And once you have that answer, now you know!

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It’s always gonna take the same&nbsp;amount of energy to do the same thing.

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If you don’t have one of these things handy, 
you can use&nbsp;the power rating of the machines you’re using,

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which they usually list somewhere on them, and&nbsp;how long 
you need to use them to complete the task in order to give you some idea.

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But you&nbsp;have to be careful with that - power labels and runtime don't always provide the best answer since&nbsp;many devices don’t consume a consistent amount of power.

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I mean, sure my stove has a label&nbsp;on it which tells me its maximum power draw,

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but its actual power draw depends on&nbsp;what burners I’m using 
and the power levels those individual burners are set to.

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The area where power labels can trip you up the most 
is when you’re looking at a machine&nbsp;which is always in use.

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A refrigerator, for instance, will tell you its maximum&nbsp;current draw in amps 
which you can multiply by the incoming voltage to determine watts,

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but&nbsp;your refrigerator isn’t always running.

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00:24:26,948 --> 00:24:30,323
Plus, if your refrigerator has automatic defrosting,

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its max power input is for the defrost heaters 
which require much more power than the&nbsp;refrigeration compressor does.

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Now the good news is, you can look up 
your refrigerator's model number and find&nbsp;an energy guide label for it

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which will tell you how much energy that model typically uses over a&nbsp;year.

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00:24:49,113 --> 00:24:52,517
And this is true for some other appliances as well.

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But those figures are determined through&nbsp;testing 
which assumes an average usage pattern and an average operating environment,

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which is not&nbsp;always reflective of your particular reality.

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That is a complication, for sure, but it doesn’t&nbsp;have to feel like one.

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If you can get your brain in the groove of first thinking about 
what&nbsp;is actually getting accomplished, it can be very clarifying.

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Let’s go through another example of a&nbsp;device which needs a lot of power to function yet doesn’t necessarily have a huge impact on your&nbsp;energy bills.

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Electric clothes dryers here in the US 
often have heating elements which run&nbsp;at 4,500 watts.

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Again, a scary big number, 
and if you’ve ever looked at the chonky power cord&nbsp;your dryer is hooked up with,

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you might assume the dryer has a huge impact on your energy bill.

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Now it can, and I don’t want to minimize that,

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but if you’ve got your own clothes dryer at home,&nbsp;well think about it for a minute.

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Even with a big and growing family 
most of the time the dryer&nbsp;just sits there doing nothing at all.

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It doesn’t require any power and thus it doesn’t consume&nbsp;
any energy unless you’re actually using it.

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It’s hopefully pretty obvious that how often you&nbsp;
use a dryer is going to impact how much it costs to use,

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but what’s perhaps less obvious is that&nbsp;the most precise indicator 
of what your dryer's impact on your energy bill will be

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is not how&nbsp;often you use it or even how long it runs, 
it is in fact the total amount and the wetness of the&nbsp;laundry you’re drying with it.

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Drying clothes is the work you're asking it to accomplish,

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and the total&nbsp;amount of work you throw at it will determine how long 
the dryer actually needs to run its&nbsp;heating element during the dry cycle.

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See, the heating element doesn’t actually run&nbsp;constantly during a dry cycle, 
it turns on and off to maintain a specific temperature.

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And&nbsp;most dryers have different temperature settings, 
helpful for drying more delicate items.

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These factors mean its average power draw isn’t consistent load to load,

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but since the&nbsp;task of the dryer 
is simply to get water in clothing to evaporate more quickly,

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the more water in those clothes the more heat energy 
the dryer has to add to the tumbly thing before&nbsp;they’re dry.

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So again, it’s what you do that matters.

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Not the power draw of your devices.

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And that goes for nearly everything in your life, regardless of its energy source.

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There are&nbsp;some things you’re not necessarily in much control of.

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You can’t control the weather, for&nbsp;example, so how much energy is necessary to keep your home warm or cool varies from day to day.

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But the indoor temperature you choose to maintain 
will impact how much energy is required.

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And for&nbsp;the devices in your life which don’t run unless you’re using them,

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the work you ask them to do 
is&nbsp;the main factor to how much energy those devices need.

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How much food are you cooking, how many hot&nbsp;showers do you take, 
how much laundry are you doing,

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heck even a car uses energy based on how much&nbsp;you actually drive it

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so the answer to "how much gas am I buying?" 
is pegged mainly to how far&nbsp;you actually drive your car every day.

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My sincere goal with this video is to stress&nbsp;
the importance of an energy-first mindset,

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and by now I hope you see how energy matters much&nbsp;more than power.

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However, power levels do matter on some occasions.

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What are those?

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Well, there are basically&nbsp;three ways power can become significant.

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The first is the one we’ve been dancing with this whole time:

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Time.

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More powerful devices can accomplish their work more quickly.

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For instance, a 600&nbsp;watt microwave oven will take twice as long 
to pop a bag of popcorn as a 1,200 watt microwave&nbsp;oven.

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They will both use a similar amount of energy to complete that task,

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but because the&nbsp;1,200 watt microwave can pump energy into the popcorn 
more quickly, it will finish the job in&nbsp;roughly half the time.

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Similarly, the 3 kilowatt kettles they’ve got in the UK can boil water&nbsp;
in half the time that our 1,500 watt kettles over here can.

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But energy is energy and water is&nbsp;water, 
so the only difference between them is the speed at which they finish the job.

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They both&nbsp;use the same amount of energy to do it.

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00:29:26,197 --> 00:29:33,504
Power levels become especially important to&nbsp;speediness 
when what we’re doing requires larger quantities of energy.

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For instance, I&nbsp;have an electric car.

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It’s a Hyundai.

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00:29:38,859 --> 00:29:43,460
And it's got a 77.4 kilowatt-hour battery pack.

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00:29:43,460 --> 00:29:51,649
Now,&nbsp;you heard "hour" after "watt" so that figure 
is telling us how much energy the battery pack&nbsp;can store.

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And that’s a good deal of energy.

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And do you see how power is going to impact how long it&nbsp;takes to refill that battery?

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My home charger can deliver 7.5 kilowatts of power.

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So, pop quiz, how&nbsp;many kilowatt-hours 
can my 7.5 kilowatt charger supply to the car every hour?

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00:30:14,246 --> 00:30:16,253
7.5.

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00:30:16,253 --> 00:30:18,009
It's not a hard&nbsp;one.

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00:30:18,009 --> 00:30:25,686
So how many hours does it take to charge my car with my 7.5 kW charger?

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00:30:25,686 --> 00:30:35,368
That’s easy, divide the&nbsp;77.4 kilowatt-hours of energy the battery can store 
by the 7.5 kilowatts of power my charger can&nbsp;deliver

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and we get 10.32 hours of time.

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But, that would be a completely empty-to-full 
charging time&nbsp;which I’ve never actually needed to do.

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I’ve also ignored efficiency but I’ve been doing that this&nbsp;entire video!

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00:30:49,940 --> 00:30:51,685
We’ll touch on it at the end.

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00:30:51,685 --> 00:30:57,997
The reason electric car nerds are obsessed 
with&nbsp;the power numbers DC fast chargers can put out

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is precisely because the more powerful they&nbsp;are the more quickly they deliver energy, which means they shorten the time it takes to&nbsp;recharge a battery pack.

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I don’t want to get too fixated on this because there are many factors&nbsp;at play here between individual car models and specific charging equipment,

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but the reason my car can&nbsp;charge from 10% to 80% 
in 18 minutes when it’s on a sufficiently powerful charger

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is because its&nbsp;battery pack can accept 
an average power input of about 170 kilowatts in such a charging session.

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That is a bonkers amount of power which requires 
a significant grid hookup at a DC fast charging&nbsp;site,

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but it’s not actually a huge amount of energy.

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It’s only about 52 kilowatt-hours.

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My charger at home, since it’s power limited, needs roughly 7 hours 
to deliver the same amount&nbsp;of energy - taking the car from 10% to 80%.

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00:31:59,728 --> 00:32:02,851
but it’s still the same amount of energy.

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00:32:02,851 --> 00:32:10,012
More power just speeds up charging, 
which&nbsp;is important on a road trip or if you need a quick charge,

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00:32:10,012 --> 00:32:15,220
but it doesn’t change how much energy&nbsp;
a car needs to drive a certain distance.

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00:32:15,220 --> 00:32:17,707
Moving on from charging big batteries,

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the second&nbsp;way power can matter is much more significant, 
and that is when we have a power limit.

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You’ve heard&nbsp;me talk about electric service levels before.

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They’re usually described in terms of amps for&nbsp;
reasons having to do with how much current you can safely send through a wire

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00:32:34,899 --> 00:32:38,588
but an amperage&nbsp;limit is also a power limit.

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00:32:38,588 --> 00:32:48,704
I have 100 amp service in my home which means that the most power my&nbsp;home can draw before the main breaker is at risk of tripping is about 20 kilowatts.

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The main&nbsp;thing that limit means is that I can only do so much stuff at the same time.

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However,&nbsp;since there are only 24 hours in a day, 
a power limit is ultimately also an energy limit.

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00:33:03,641 --> 00:33:09,895
With 100&nbsp;amp service I can only consume 480 kilowatt-hours of energy per day.

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00:33:09,895 --> 00:33:14,086
But, uh, I barely use more&nbsp;than that in the average month

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00:33:14,086 --> 00:33:21,276
so the only practical limitation it presents to me 
is how many&nbsp;devices I can have operating at the same time.

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00:33:21,276 --> 00:33:30,643
That is, unless my home actually required so much&nbsp;
energy that 20 kilowatts of power couldn’t fulfill its needs.

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00:33:30,643 --> 00:33:34,026
I know that’s never gonna happen&nbsp;
for me because I live in a townhome,

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00:33:34,026 --> 00:33:38,393
but if I had a grotesque McMansion which was heated by&nbsp;electricity,

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00:33:38,393 --> 00:33:46,410
then on the coldest winter nights we face in Chicagoland 
20 kilowatts might not be&nbsp;enough power to keep the house warm.

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00:33:46,410 --> 00:33:52,419
Big houses have bigger heat losses
and the colder it is outside&nbsp;the faster they lose heat,

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00:33:52,419 --> 00:34:01,025
so if a big house is losing heat faster than 20 kilowatts of power can&nbsp;replace it, 
the house won’t stay warm.

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00:34:01,025 --> 00:34:08,702
And even if 20 kilowatts was just enough to maintain a toasty&nbsp;
warm temp inside when it’s -15 outside,

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well you need some overhead for other things like lights,&nbsp;appliances, 
and whatnot - which is why those larger homes have larger electrical services.

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00:34:17,204 --> 00:34:24,603
Quite note: what we just talked about is why it’s important 
to know your home’s actual heating&nbsp;and cooling needs.

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00:34:24,603 --> 00:34:34,478
I made a video about HVAC system sizing and really 
what “size” means in&nbsp;the context of HVAC systems is power output.

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Heating a home is really just an exercise in&nbsp;
replacing the heat energy that leaked out of it through walls and windows,

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00:34:41,489 --> 00:34:51,316
and the rate at&nbsp;which that energy leaves is a power figure, 
and therefore it tells you how much power you need&nbsp;to replace that heat.

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00:34:51,316 --> 00:35:02,538
Through testing I determined my home only needs a sustained 5 kilowatts of&nbsp;power 
to maintain 69 degrees Fahrenheit inside when it’s -10 outside.

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00:35:02,538 --> 00:35:11,543
That's why I’m confident my home won’t ever need a service upgrade - 
my power limit of 20 kilowatts still leaves plenty of&nbsp;overhead.

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00:35:11,543 --> 00:35:14,615
I’ll link that video if you want to know how that testing happened

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00:35:14,615 --> 00:35:22,095
but long story short,&nbsp;my home needs 
significantly less heat energy then the size of my furnace would suggest.

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00:35:22,095 --> 00:35:27,912
But even within an individual dwelling, power limits sometimes get in the way.

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00:35:27,912 --> 00:35:32,269
You don’t just&nbsp;have the service level limitation of your entire home,

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00:35:32,269 --> 00:35:38,389
you can only draw so much power from each&nbsp;
individual electrical circuit inside your home.

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00:35:38,389 --> 00:35:45,011
Here in the US this is generally gonna be either 1,800&nbsp;watts 
or 2,400 watts depending on the circuit.

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00:35:45,011 --> 00:35:51,204
And that puts a limit on what precisely you can do in&nbsp;each area of your home.

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00:35:51,204 --> 00:35:55,521
Usually these power limits don’t matter 
all that much outside of the kitchen,

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00:35:55,521 --> 00:36:01,985
and if your home was built in the last 50 years or so 
you probably have at least two circuits in the&nbsp;kitchen anyway.

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00:36:01,985 --> 00:36:07,715
But if you’ve ever had a circuit breaker trip on you 
when running a portable&nbsp;air conditioner or heater,

364
00:36:07,715 --> 00:36:12,136
then you’ll have discovered firsthand the significance of a power&nbsp;limit.

365
00:36:12,136 --> 00:36:19,508
Go over it for too long and the circuit breaker will trip 
to keep your house from burning&nbsp;down due to overheating electrical wires.

366
00:36:19,508 --> 00:36:22,675
So, it's a good thing that there are circuit breakers!

367
00:36:22,675 --> 00:36:24,262
But they're a limit.

368
00:36:24,960 --> 00:36:34,511
To be clear, though, power limits generally only&nbsp;affect how much you can do 
at the same time and/or how quickly you can do any particular thing.

369
00:36:34,511 --> 00:36:42,703
They&nbsp;only become limitations on what you can do if you actually need 
more energy than a power-limited&nbsp;circuit can provide.

370
00:36:42,703 --> 00:36:50,162
And since over 24 hours even a 
standard 15 amp receptacle can deliver&nbsp;36 kilowatt-hours of energy,

371
00:36:50,162 --> 00:36:54,879
that’s generally quite a rare occurrence in a typical household&nbsp;environment.

372
00:36:54,879 --> 00:37:03,634
And if you are running into that issue a lot, what you’ve got 
is either a design flaw&nbsp;in your home or you have… atypical needs.
&nbsp;

373
00:37:03,634 --> 00:37:11,529
OK, so the third way power levels can matter,&nbsp;
and this is specific to electricity, has to do&nbsp;with demand charges.

374
00:37:11,529 --> 00:37:17,976
Electric meters used to&nbsp;be fully analog spinning things 
which could only log kilowatt-hours,

375
00:37:17,976 --> 00:37:27,012
and a meter reader—a human&nbsp;person—would swing by your house each month, actually look at it, and then write down the numbers on the display.

376
00:37:27,012 --> 00:37:29,982
But these days those are rare.

377
00:37:29,982 --> 00:37:40,484
Electric meters of today are&nbsp;electronic devices which can log minute-by-minute usage and report that usage to the utility through&nbsp;a wireless mesh communications network.

378
00:37:40,484 --> 00:37:50,032
And certain utilities may assess a charge based on the&nbsp;
maximum power draw in kilowatts of your home at&nbsp;a particular time.

379
00:37:50,032 --> 00:37:54,008
They do this because managing&nbsp;the electric grid is very difficult

380
00:37:54,008 --> 00:38:01,881
and the more power is being used at once,
the harder all the&nbsp;generators on the grid have to work to supply that power.

381
00:38:01,881 --> 00:38:10,198
So fee structures sometimes exist in&nbsp;an attempt to get electricity customers 
to lower their power draw during periods of high demand.

382
00:38:10,198 --> 00:38:18,912
However, demand charges are entirely dependent on where you live, 
your utility company, and your&nbsp;utility company’s policies.

383
00:38:18,912 --> 00:38:23,151
Here in the US, demand charges are rare in residential service.

384
00:38:23,151 --> 00:38:26,903
You’re usually only billed by the kilowatt-hour.

385
00:38:26,903 --> 00:38:36,399
Many utilities allow people to opt-in to certain&nbsp;schemes, for instance giving folks a 
bill credit if they lower their power demand when the utility&nbsp;requests them to.

386
00:38:36,399 --> 00:38:41,460
But mandatory demand charges are pretty rare on the residential side.

387
00:38:41,460 --> 00:38:47,055
Commercial customers,&nbsp;on the other hand, 
they often are assessed a mandatory demand charge.

388
00:38:47,055 --> 00:38:53,885
For instance here at&nbsp;the office 
my electric bill comes with a fun $11 per kilowatt fee,

389
00:38:53,885 --> 00:38:59,898
determined by the highest&nbsp;power draw my meter saw 
during the midday on-peak period each month.

390
00:38:59,898 --> 00:39:02,018
It’s great, I love it!

391
00:39:02,018 --> 00:39:09,177
But - if you are subject to demand charges, 
you should find out how exactly they are assessed.

392
00:39:09,177 --> 00:39:16,113
It’s unlikely that, say, using the microwave 
for two minutes is going to kick off a demand charge.

393
00:39:16,113 --> 00:39:25,112
What’s more likely is that the utility looks at a moving window of 15, 
maybe 20 minutes and your&nbsp;demand charges, if you have them,

394
00:39:25,112 --> 00:39:29,365
are calculated by the average power draw during that window.

395
00:39:29,365 --> 00:39:33,437
But&nbsp;I don’t know what your situation is, 
I’m just encouraging you to look into that.

396
00:39:33,437 --> 00:39:41,739
A bunch of&nbsp;Europeans have mentioned that their bills include them, 
but in the land where kettles run at 2 or&nbsp;3 thousand watts

397
00:39:41,739 --> 00:39:46,279
I don’t think they’re quite as granular as some folks seem to think they are.

398
00:39:46,279 --> 00:39:51,385
And on a closing note, it’s time to talk about efficiency.

399
00:39:51,385 --> 00:39:58,661
It is true that the same device will&nbsp;always require 
essentially the same amount of energy to complete a given task,

400
00:39:58,661 --> 00:40:05,059
but a different&nbsp;device may be able to do the same task while using less energy.

401
00:40:05,059 --> 00:40:07,746
That’s the gist of energy efficiency.

402
00:40:07,746 --> 00:40:10,788
We want to waste as little energy as possible,

403
00:40:10,788 --> 00:40:18,748
and we’ve made great strides to that end by&nbsp;designing devices 
which produce more useful work with the same amount of energy.

404
00:40:18,748 --> 00:40:24,751
Undoubtedly the largest leap 
we’ve made in efficiency comes from the humble light bulb.

405
00:40:24,751 --> 00:40:35,964
When I was a kid, incandescent light bulbs were still the norm,
and this meant most light bulbs&nbsp;used 40 or 60 watts, with plenty using more than that.

406
00:40:35,964 --> 00:40:39,566
Each individual light bulb didn’t need all&nbsp;that much power,

407
00:40:39,566 --> 00:40:45,154
but you’d usually have at least a few 
burning at the same time and that quickly&nbsp;added up.

408
00:40:45,154 --> 00:40:52,134
Thinking back to my childhood kitchen, 
that room alone had four 60 watt light bulbs.

409
00:40:52,134 --> 00:41:00,427
An this meant the lights used the same amount of energy 
in just 20 minutes as it took to scramble&nbsp;my eggs.

410
00:41:00,427 --> 00:41:10,595
These days, though, lighting technology has advanced to the point that modern light bulbs&nbsp;need as little as 1/10th as much electricity to produce the same amount of light.

411
00:41:10,595 --> 00:41:16,122
This is&nbsp;fantastic and has meant lighting is no longer that significant to energy bills.

412
00:41:16,122 --> 00:41:24,980
And, since&nbsp;modern light bulbs don’t produce nearly as much waste heat, 
they’ve also reduced the energy&nbsp;required for cooling.

413
00:41:24,980 --> 00:41:27,985
However, in other areas

414
00:41:27,985 --> 00:41:30,997
there isn’t actually much more efficiency to be found.

415
00:41:30,997 --> 00:41:35,663
When we’re dealing with electricity, things are a little weird.

416
00:41:35,663 --> 00:41:39,546
Some things electricity&nbsp;does are perfectly efficient.

417
00:41:39,546 --> 00:41:48,893
This is the case for electric resistive heat - every single&nbsp;watt-hour 
a heating element consumes is released into its environment as heat.

418
00:41:48,893 --> 00:41:58,538
So, for example, when I use my&nbsp;stove, the only heat losses are the result of 
imperfect heat transfer between the heating&nbsp;elements and the cookware.

419
00:41:59,395 --> 00:42:04,451
But electricity generation is not 100% efficient.

420
00:42:04,451 --> 00:42:13,468
Only some&nbsp;of the thermal energy in a fuel being burned in a power plant is successfully captured by&nbsp;a generator and converted to electrical energy.

421
00:42:14,120 --> 00:42:16,791
Of course that’s not something you have control&nbsp;of,

422
00:42:16,791 --> 00:42:21,803
but it’s one reason we’re working to make electricity generation more efficient.

423
00:42:21,803 --> 00:42:24,508
Luckily&nbsp;- I don't know if you're heard this -

424
00:42:24,508 --> 00:42:36,868
we discovered this technology where you can build a device one time,
stick it in a field, and then&nbsp;it collects energy from the sun or wind for free!

425
00:42:36,868 --> 00:42:45,058
What a concept, free! And sitting in a field sounds&nbsp;much easier 
than constantly having to pay people to search for fossil fuels,

426
00:42:45,058 --> 00:42:52,356
extract them, purify&nbsp;them, and finally move them across the country
 just so we can feed the result of all that hard&nbsp;work to a generator

427
00:42:52,356 --> 00:42:55,861
where the fuel gets burned up and disappears into the atmosphere,

428
00:42:55,861 --> 00:43:02,493
meaning we&nbsp;have to keep doing it forever
or the generator will stop and no more electricity!

429
00:43:02,493 --> 00:43:09,493
I honestly&nbsp;don’t know why I have to explain that while yes, it does take effort to manufacture solar panels&nbsp;and wind turbines and batteries,

430
00:43:09,493 --> 00:43:18,807
you only do that one time 
and then you get decades of free energy from&nbsp;them with no input!

431
00:43:18,807 --> 00:43:25,789
It’s cost-effective at this point for people to buy 
their own oversized solar&nbsp;arrays and batteries and live off-grid

432
00:43:25,789 --> 00:43:32,234
so why the hell are you letting people convince you 
that renewable&nbsp;energy is impossibly difficult and expensive?

433
00:43:32,234 --> 00:43:34,547
Sorry, got a little off track there.

434
00:43:34,547 --> 00:43:40,828
Uh, but you&nbsp;should look into what we actually do 
with all the corn we grow in this country.

435
00:43:40,828 --> 00:43:45,138
40% of it isn’t food&nbsp;feeding you or even livestock-

436
00:43:45,138 --> 00:43:48,157
it’s for feeding cars!

437
00:43:48,157 --> 00:43:49,833
We’re doing real great!

438
00:43:49,833 --> 00:43:54,954
Anyway, there aren’t&nbsp;many efficiency gains to be had from appliances in the kitchen,

439
00:43:54,954 --> 00:44:03,109
but the big energy draws of&nbsp;your home, mainly your HVAC system 
and your water heater, are important areas of focus.

440
00:44:03,109 --> 00:44:06,242
With&nbsp;heat pumps, my very favorite things,

441
00:44:06,242 --> 00:44:17,399
we can move heat energy from one place to another and it turns&nbsp;out 
we can move more heat with a heat pump than it takes to run the heat pump!

442
00:44:17,399 --> 00:44:25,694
Really efficient heat&nbsp;pumps can turn one watt of input power 
into 4 or 5 watts of heat depending on conditions,

443
00:44:25,694 --> 00:44:27,688
and&nbsp;that’s no glitch in the matrix.

444
00:44:27,688 --> 00:44:31,719
It’s the power of moving heat energy rather than creating&nbsp;
it!

445
00:44:31,719 --> 00:44:33,728
And that’s no glitch in the matrix.

446
00:44:33,728 --> 00:44:40,515
Now I could talk about heat pumps all day but&nbsp;
I will just say my trademark phrase for those who may not be aware of it:

447
00:44:40,515 --> 00:44:44,513
air conditioners are&nbsp;heat pumps!

448
00:44:44,513 --> 00:44:48,114
This means if you have an air conditioner, congratulations!

449
00:44:48,114 --> 00:44:49,962
You've got a heat pump!

450
00:44:49,962 --> 00:44:55,748
And that thing works by collecting&nbsp;
heat energy from inside your home and pumping it outside.

451
00:44:55,748 --> 00:45:05,821
The only thing that turns an air&nbsp;conditioner into a "heat pump" is a component called the reversing valve which allows that air conditioner to run in reverse,

452
00:45:05,821 --> 00:45:09,857
collecting heat from outside and moving it inside.

453
00:45:09,857 --> 00:45:15,806
And that means&nbsp;the same machine can provide heating and cooling!

454
00:45:15,806 --> 00:45:24,651
I say this with frustration because heat pumps are&nbsp;
touted as new technology when in fact it’s very old technology,

455
00:45:24,651 --> 00:45:31,328
and the only new development&nbsp;is that they’ve become 
good enough to work effectively in cold climates like mine.

456
00:45:31,328 --> 00:45:36,363
Yet many&nbsp;HVAC professionals refuse to read the memo.

457
00:45:36,363 --> 00:45:43,120
Then of course there’s heat pump water heaters and&nbsp;
heat pump clothes dryers which are also extremely thermally moving

458
00:45:43,120 --> 00:45:47,470
but I’ll move on to a little&nbsp;thing we call vampire drain.

459
00:45:47,470 --> 00:45:55,633
Many electronic devices are never truly off 
and instead operate at&nbsp;very low standby power levels.

460
00:45:55,633 --> 00:46:03,499
Honestly, though, we’ve made great strides in this area lately&nbsp;
so it’s not worth too much consideration these days -

461
00:46:03,499 --> 00:46:14,533
but on the other hand we also have a habit of&nbsp;sticking gadgets like smart speakers and cameras around the house which aren’t huge power&nbsp;draws but they add up.

462
00:46:14,533 --> 00:46:20,737
I’ll ignore those, though, instead I want to talk about something 
which is&nbsp;very funny when you do the math.

463
00:46:20,737 --> 00:46:24,671
My microwave, as do many, has a clock.

464
00:46:24,671 --> 00:46:29,398
And to show the time it uses 0.7 watts.

465
00:46:29,398 --> 00:46:35,414
That means it consumes 16.8 watt-hours per day just being a clock.

466
00:46:35,414 --> 00:46:43,966
Now it uses 1,650 watts when&nbsp;it’s heating stuff 
but microwaves are famously quite fast at that.

467
00:46:43,966 --> 00:46:53,257
And that means depending&nbsp;on how I use my microwave, 
its clock can actually use more energy than microwaving things.

468
00:46:53,257 --> 00:47:02,109
I need to use the microwave at least 36.6 seconds 
every day to heat food just to break even with its clock.

469
00:47:02,109 --> 00:47:05,444
And I don’t use my microwave every day.

470
00:47:05,444 --> 00:47:14,262
Now, I’m pretty sure on net the clock is less significant since&nbsp;
when I do use the microwave I’m often using it for several minutes,

471
00:47:14,262 --> 00:47:23,446
but there have absolutely&nbsp;been days when all I did was melt some butter 
meaning the clock used more energy.

472
00:47:23,446 --> 00:47:31,930
This is not&nbsp;only funny, but should also make you realize 
microwave ovens are an extremely energy-efficient&nbsp;way to heat food.

473
00:47:31,930 --> 00:47:39,716
You only use them for a few minutes at a time because they’re literally&nbsp;
bombarding food with radiation and directly heating it.

474
00:47:39,716 --> 00:47:42,366
It’s induction cooking on steroids!

475
00:47:42,366 --> 00:47:46,336
Yet, people often seem ashamed of using microwave ovens.

476
00:47:46,336 --> 00:47:48,829
I think they’re pretty freakin’ neat.

477
00:47:48,829 --> 00:47:52,112
But anywho, it’s time to wrap up.

478
00:47:52,112 --> 00:47:56,131
Energy doesn’t have to be a mysterious thing.

479
00:47:56,131 --> 00:48:01,013
Yes there’s&nbsp;a lot of complexity to how we obtain energy sources these days,

480
00:48:01,013 --> 00:48:11,106
and I really hope people&nbsp;will step outside the familiar and embrace the possibilities of energy resources which don’t&nbsp;just disappear after you use them once.

481
00:48:11,106 --> 00:48:13,403
Like all the propane in the bottle will.

482
00:48:13,403 --> 00:48:16,605
Or all the gasoline you've ever put in a car's gas tank.

483
00:48:17,350 --> 00:48:18,724
Sorry,

484
00:48:18,724 --> 00:48:25,634
Uh, but see, that’s really&nbsp;the whole reason 
I’d like us to be thinking about energy a little more.

485
00:48:25,634 --> 00:48:32,304
When we have access to&nbsp;functionally limitless 
amounts of energy like electricity coming from a power grid,

486
00:48:32,304 --> 00:48:35,774
how much&nbsp;we use is really easy to ignore.

487
00:48:35,774 --> 00:48:42,192
It’s not gonna run out like the propane in this bottle will, 
all we have to&nbsp;worry about is the number on a bill.

488
00:48:42,192 --> 00:48:45,744
But that doesn’t mean we shouldn't be wise about it.

489
00:48:45,744 --> 00:48:52,495
As I hope to have helped you see, 
an intuitive grasp of power and energy is really helpful.

490
00:48:52,495 --> 00:48:55,346
It&nbsp;allows you to cut through all the noise out there.

491
00:48:55,346 --> 00:49:01,713
Like, for instance, when someone says using an&nbsp;
electric space heater can save you money on your heating bills.

492
00:49:01,713 --> 00:49:07,695
Sure, it might, but most of the&nbsp;time you hear that it’s just a sales pitch.

493
00:49:07,695 --> 00:49:15,946
You need to turn the temperature way down in the rest&nbsp;
of your home in order to offset the added cost of using a space heater.

494
00:49:15,946 --> 00:49:22,532
And every single time you&nbsp;run across some miracle energy-saving doodad, it’s a scam.

495
00:49:22,532 --> 00:49:28,271
There isn’t one weird trick to lowering&nbsp;your energy bills - energy is energy.

496
00:49:28,271 --> 00:49:35,558
Your bills are based on what you do, 
so if you want to lower&nbsp;them you have to make different choices.

497
00:49:35,558 --> 00:49:41,860
And when you know how power relates to energy, 
you&nbsp;have the knowledge you need to make those choices,

498
00:49:41,860 --> 00:49:44,862
to know what choices actually matter and why,

499
00:49:44,862 --> 00:49:48,703
and&nbsp;to know what choices are possible.

500
00:49:48,703 --> 00:49:51,142
This is all just a numbers game!

501
00:49:51,142 --> 00:49:56,003
Dust off those algebra skills&nbsp;
and start running some theoretical scenarios in your mind.

502
00:49:56,003 --> 00:50:01,063
Thinking of getting one of those&nbsp;portable power banks in case of a power outage?

503
00:50:01,063 --> 00:50:08,141
Well, you need to know how much power it can actually put&nbsp;
out to determine what devices it can possibly run.

504
00:50:08,141 --> 00:50:18,538
And assuming it meets that need, then you need to know how much energy its battery pack can store to get a sense of what all it&nbsp;can do for you on one charge.

505
00:50:18,538 --> 00:50:28,420
And finally, if you know how much energy, say, your refrigerator&nbsp;
actually uses in a day, you’ll know how long that battery bank can keep it going.

506
00:50:28,420 --> 00:50:38,889
I think it’s fair to say that that sort of understanding is going to be increasingly&nbsp;necessary as time goes on - or at the very least, increasingly useful.

507
00:50:38,889 --> 00:50:44,336
We’re coming up with all&nbsp;sorts of ways 
to both harvest and store energy these days,

508
00:50:44,336 --> 00:50:50,585
and the numbers you see which describe&nbsp;
these machines and techniques aren’t just for stats nerds.

509
00:50:50,585 --> 00:50:55,313
They mean real things and have real&nbsp;
implications to your life.

510
00:50:55,313 --> 00:51:00,492
I, for one, think it’s really fun
to put those numbers in my personal&nbsp;context.

511
00:51:00,492 --> 00:51:03,627
And maybe it won’t be fun for you,

512
00:51:03,627 --> 00:51:10,556
but I think with the right mindset,
you’ll discover&nbsp;you’re solving some mysteries before they even appear.

513
00:51:10,556 --> 00:51:14,927
And that, my friends, is powerful.

514
00:51:15,821 --> 00:51:18,522
♫ intensely smooth jazz ♫

515
00:51:20,198 --> 00:51:21,296
Time to get rid of you.

516
00:51:21,296 --> 00:51:22,660
Which side should&nbsp;I take off first?

517
00:51:22,660 --> 00:51:23,962
Probably this one.

518
00:51:27,460 --> 00:51:28,301
[poot]

519
00:51:28,301 --> 00:51:29,832
That was cute.

520
00:51:29,832 --> 00:51:31,458
Oh it smells awful.

521
00:51:31,458 --> 00:51:34,026
...you’ll know how long that battery pank…

522
00:51:34,324 --> 00:51:35,464
pank?

523
00:51:36,246 --> 00:51:39,003
You'll know how long that battery&nbsp;pank.

524
00:51:39,003 --> 00:51:40,938
I just did - I said it again!

525
00:51:40,938 --> 00:51:44,179
Then you’ll know how long that&nbsp;battery pank

526
00:51:44,850 --> 00:51:47,008
[deep frustration]

527
00:51:47,008 --> 00:51:54,133
…discovered this technology where you can&nbsp;
build a device one time, stick it in a field somewhere…

528
00:51:54,133 --> 00:51:58,027
I love how there’s a loud car&nbsp;
right now, when I started talking about that.

529
00:51:58,027 --> 00:52:03,955
You will be able to determine&nbsp;precisely how many… well, fine!

530
00:52:05,930 --> 00:52:08,242
Welp, thanks for watching!

531
00:52:08,242 --> 00:52:12,456
I hope you found this video to be pretty powerful.

532
00:52:12,456 --> 00:52:13,545
ha HA!

533
00:52:13,620 --> 00:52:18,089
But that's not what's important. It's energy.

534
00:52:18,089 --> 00:52:21,040
You think about that next time.

