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by JoeAltmaier 2362 days ago
Lithium-Sulphur has high energy per kilogram which makes it good for transportation. Also high energy per dollar to manufacture which makes it good for grid storage (where weight and size don't matter too much, but cost does).

At the nominal rate of 750 amp hours per kilogram for lithium-Sulphur is well above normal lithium-ion batteries. But compared to gasoline, it raises the bar from 1% vs gas, to 2%. Do I have that right?

3 comments

What makes electric cars viable isn't that batteries have anywhere near the energy density of gasoline, it's that if you use them, you get to replace half a ton of engine, transmission, alternator, fuel pump, emissions and exhaust with a <100 pound electric motor, and have that cost and weight budget to use for batteries instead.

This naturally makes battery improvements a huge win. If you double power density you can cut the weight of the battery by more than half for the same range, since not only do you get the same power from a lighter battery, now the car is lighter and requires less energy to accelerate.

That's a good point, I wonder what the adjusted energy density calculation compared to gas is when considering the amount of weight removed. Something like this:

new weight for energy density calculation = (total battery weight) - (ICE component weight) + (electric motor weight)

Nowhere near. The Tesla battery pack is 1000 lbs. There are entire cars that don't weigh that. Race car engine is 200lbs.

And battery packs have cooling systems too. So no savings there.

Specific energy (watts-hours per kilogram) is the entire ballgame with batteries and transportation.

Can you name a modern production car sold in the US that weighs less than 1000 lbs? Lightest available appears to be the Smart Fortwo at ~2000 lbs.

The curb weight of a Model 3 is in the same ballpark as a BMW 3 Series or Ford Taurus. Lighter cars exist but mostly because they're significantly smaller or slower or both.

> And battery packs have cooling systems too. So no savings there.

That's not quite true. At the very least, EVs require a much smaller radiator, if it has one at all. Some EVs don't have cooling at all (Nissan Leaf), although that increases degradation in hotter climates.

I think his point stands.. An ICE engine weight at least 200lb. With transmission it could be up to 600lb. The Model S engine is 70lbs.

You "only" need to halve the weight of a Model S battery for the drivetrain+battery to be in the same ballpark as an ICE drivetrain as far as I can tell.

You can look at actual numbers. Instead of a Model 3. Lets compare a Chevy Bolt with a Prius.

Chevy Bolt is about 3500lbs Prius is about 3000lbs.

Chevy Bolts battery weighs 440 kg or about 968lbs.

Reduce the battery weight by 1/2 and save 484 lbs. So the weight drops to 3016.

So point stands if the battery power density improves 2X then the weight penalty disappears.

Electric cars are about 3 times as energy-efficient as ICE cars. So it's not 1% to 2% but 3% to 6%. And with other savings (much lighter engine, no need for transmission) it's even better.

The problem is with degradation - it seems the new batteries only last 200 cycles.

Its all problems, so far. Weight, heat, size, charge cycles, range. Its only recently that its been even possible to make a practical electric car.

Don't fool yourself - there's a transmission element in an electric car too. The power has to get to the wheels, regardless of the power plant.

An electric car transmission is a usually a simple reduction (two gears). An ICE transmission is usually a six speed shifter, often with hydraulic controls. A world of difference in terms of weight and maintainability.
That's just talking gearbox. Then there's casing, shafts, mounts, cooling. The difference in number of gears is the smaller part.
This is Tesla mechanically: https://qph.fs.quoracdn.net/main-qimg-fa63245953aaf5f393e851...

Please don't pretend it's anywhere close in complexity and weight to the ICE. Of course if you include batteries then it's heavier. But that's why people are excited for any small change in battery energy density.

That’s really not that much worse than a lithium ion battery (300-500 charge cycles). Also, higher capacity means less frequent charging.
Gasoline has about 33 kWh/kg (118.8 MJ/kg):

https://en.wikipedia.org/wiki/Gasoline_gallon_equivalent

Unfortunately, internal combustion engines have a pathetic fuel economy since they run at low temperatures (around the boiling point of water). All heat engines are limited by the Carnot efficiency, which improves with higher temperature differential. In practice, other cycles like Otto, Diesel, Rankine and Brayton are lower than Carnot and improve with things like higher compression ratio:

  Carnot efficiency = (T.hot - T.cold)/T.hot
  where T is in Kelvin
https://en.wikipedia.org/wiki/Thermal_efficiency#Carnot_effi...

A low compression, naturally aspirated engine running at room temperature with nothing done to improve fuel economy runs at (373.15 - 298)/373.15 = 20% efficiency. I've heard figures as low as 8% for rubber meets the road efficiency in older passenger cars, which I believe, since we drove a ’68 Cadillac that got 5 mpg back in the 90s when gas was under $1 per gallon.

The best modern high compression engines typically achieve 25-30% efficiency at best. So I figure there are about 8-10 kWh/kg (28.8-36 MJ/kg) available in gasoline with modern vehicles. Cars built before ‘70s efficiency standards would be more like 2.5-3 kWh/kg (9-10.8 MJ/kg).

Unfortunately, it's not just that people don't care how ridiculously inefficient their vehicles are, it's that politicians corrupted by the fossil fuel industry and vehicle manufacturing lobbies never stop conspiring to lower efficiency standards:

https://www.vox.com/2019/4/6/18295544/epa-california-fuel-ec...

But I digress.

Electric motors typically run at about 95% efficiency, so we can probably assume 90% efficiency to the road. That’s over 10 times more efficient than classic cars!

Looks like Tesla lithium ion batteries are 0.254 kWh/kg (0.914 MJ/kg):

http://theconversation.com/teslas-batteries-have-reached-the...

Which is very close to the theoretical ideal for lithium ion of 0.294 kWh/kg (1.058 MJ/kg):

https://en.wikipedia.org/wiki/Energy_density#Tables_of_energ...

I'm having trouble finding energy densities for the new lithium sulfur batteries:

https://advances.sciencemag.org/content/6/1/eaay2757

https://advances.sciencemag.org/content/advances/6/1/eaay275...

I'm going to use their low number of 1200 mAh/kg, working between 1.7 and 2.5 V, so averaging 2.1 V (which is very inaccurate without integration), we can call it about 2.520 kWh/kg (9.072 MJ/kg). That would be about 10 times denser than Tesla batteries. Maybe they are estimating half the density in the real world due to packaging or something, in order to arrive at their "5 times longer battery life" headline.

So anyway, the real numbers are:

  Gasoline       33 kWh/kg    118.8 MJ/kg   (ideal)
  Gasoline       8-10 kWh/kg  28.8-36 MJ/kg (actual for modern vehicle)
  Gasoline       2.5-3 kWh/kg 9-10.8 MJ/kg  (actual for pre-70s vehicle
  Lithium sulfur 2.520 kWh/kg 9.072 MJ/kg   (ideal)
  Lithium sulfur 1.260 kWh/kg 4.536 MJ/kg   (actual)
  Lithium ion    0.294 kWh/kg 1.058 MJ/kg   (ideal)
  Lithium ion    0.254 kWh/kg 0.914 MJ/kg   (actual for Tesla)
My numbers might be off by a fair amount, but the important thing here is to think in orders of magnitude. Lithium sulfur is halfway to the energy density of classic cars and aircraft, with all the positives, like electric motors having 10 times the power as gas engines by weight, much higher torque, and substantially higher endurance/simplicity.
Gas engines with 40-45% efficiency are possible [1].

[1] https://phys.org/news/2019-06-efficiency-gas.html

Hey thanks for that! I didn't know that methane has low knock so could be thought of as a high-octane fuel (which allows for higher compression which translates to higher thermodynamic efficiency). That has promising ramifications for a future methane fuel economy, where hydrogen from high-temperature solar thermal electrolysis is combined with a carbon source (perhaps CO2 from the air) to create methane. Propane would be ideal due to its low pressure storage if its conversion from methane can be scaled up. But compressed natural gas (CNG) is fine as well with methane and the gasses have similar properties.

I was thinking about what I said about the Carnot cycle and maybe it wasn't quite accurate. I tend to think about the world through a first-order effects lens. So the easiest way to explain why a turbine is usually more efficient than an internal combustion engine is that the turbine runs at a much higher temperate.

But the gasses in an internal combustion engine can reach a fairly high temperature as long as it's beneath the sag temperature of the metal block (otherwise you get warped valves). There was a lot of nonsense in engines before fuel injection attempting to prevent preignition when the mixture passed by the valves (in order to run as lean as possible, which caused excess heat) that I always thought was pretty silly.

Also there was a lot of work in the 80s and 90s to make ceramic engines in order to run at a higher temperature that never went anywhere as far as I can tell. They would have been lubricated by graphite and basically last forever. I think they were abandoned due to brittleness, but they would be great today with a continuously variable transmission or as a generator running at constant RPM like with locomotives.

Ceramics never made it into internal combustion engines, but they did make it into jet engines. In particular the whole 737-MAX debacle is because of the fabulous new engine built by GE, which Boeing simply thought they cannnot not install it on their 737 (unfortunately, they did a patch work at that).

Here's a quote from [1].

"These “super ceramics” are as tough as metals, but they are also one-third as heavy and can operate at 2,400 degrees Fahrenheit—500 degrees higher than the most advanced alloys. This combination allows engineers to design lighter components for engines that don’t need as much cooling air, generate more power and burn less fuel."

2400F is about 1600K. If you plug this into the Carnot efficiency formula and use a T_cold of about 220, you get something like 86%. If they ever find a way to replace the silicon carbide they currently use with hafnium carbide, they can reach 90%

[1] https://www.ge.com/reports/space-age-cmcs-aviations-new-cup-...