But, it's cool to see the boundaries pushed on the McMillan limit, and that figure with a lazy Susan of sputtering targets looks fun.
* pun acknowledged
But, it's cool to see the boundaries pushed on the McMillan limit, and that figure with a lazy Susan of sputtering targets looks fun.
* pun acknowledged
I would understand if it detracted from one's understanding, but I think this format is more accessible than assuming everyone knows what kelvin are, and it's explained in the first sentence. This is journalism, accessibility to science should be lauded while maintaining brevity for , IMO.
I think fewer people know the offset between K and C than the fact that 0K represents absolute zero.
I'm accustomed to thinking about superconductors in an environment on the order of around ~0.01K. And, it's worth spending a little time understanding absolute temperature. Take, say, Zirconium -- its critical temperature is around 0.55K. This new material's Tc is around 40/.55 = 73 times hotter. This perspective is useful if you're thinking about how much work it'll be to get something down to a given temperature. So you've kinda hit my complaint on the head -- it's precisely because temperatures of that magnitude don't make sense to me. And I'd expect folks reading phys.org to be unsurprised by temperatures reported in K.
100K is twice as hot as 50K, while the idea of twice as hot is meaningless in C or F.
If there is a physical phenomenon that depends on temperature, you can’t use C or F in that calculation unless the temperature parameters somehow cancel out.
So, if y = Tx, twice the temperature means y is twice if x is constant. But only if it’s in Kelvin.
40C is not twice the temperature as 20C, but 40K is twice the temperature as 20K.