It looks like the inside of the pan has the same fins, which makes sense otherwise they'd have uneven thicknesses. That would be a serious cleaning issue.
It looks like the inside of the pan has the same fins, which makes sense otherwise they'd have uneven thicknesses. That would be a serious cleaning issue.
It would also make it nearly impossible to cook anything that needed to be stirred to prevent burning. Stirring a regular pot with a rubber spatula is pretty easy, but getting into all of those nooks? That looks like a royal pain.
It's probably alright for things that won't burn though, like soups.
If you can't burn soup you're not trying hard enough! b^)
So, methods that don't rely on the convection of air to the pan. I would guess an induction cook top would be a better example than a ceramic element.
At a quick glance, if these efficiency percentages being thrown around are actually comparable(maybe not), than induction still beats fancy convection pots even with heatsink bottoms like these: http://www.appliancemagazine.com/editorial.php?article=2257&...
> It looks like the inside of the pan has the same fins
I couldn't find out if it does. I found others, like the pots in the link above that have a flat inside.
My guess is that using a pressure cooker with an induction cooktop fed by on-site solar would be the most efficiency possible, but I have not done the math and would love to be corrected.
https://en.wikipedia.org/wiki/Induction_cooking#Efficiency_a...
or just skip the intermediary steps and conversion losses and use a Solar Cooker. https://en.wikipedia.org/wiki/Solar_cooker
Doesn't look like that at all to me; in fact I think if the inside was finned it would be an immediate no-go for most, for the very reason you've stated.
A kid in my high school metal shop forgot once, and the key punched a nice hole in the wall.
It was pretty motivating :-)
I don't see where it looks like there are fins on the inside, and I disagree with your insistence below that it must for heat-transfer reasons - the fins are (relatively) thin, so I'd estimate no point on the inside of the circumference would be several centimetres from the [hot air]. Besides, part of the point of the fins is that they capture heat from the air. Without any math required, if the fin is a reasonable conductor, this means the air is hotter than the fin, which is hotter than the inside of the pan. Where fins join the pan there's a large surface area capturing heat from the air going to a smaller area of pan, compared to gaps between fins where the area in contact with the air is approximately equal to the area of inside pan.
edit: [Disclosure] Dr Povey was one of my tutors, and the bearded fellow with glasses in the video was a peer at college (six engineers in my year).