Home > categories > Minerals & Metallurgy > Aluminum Foils > What is written on the flux capacitor drawing?
Question:

What is written on the flux capacitor drawing?

In the movie Back to the Future, there is a flux capacitor drawing of DrEmmet BrownHe drew it spontaneously as soon as it occured in his mind when he hit his headIf you remember that drawing, there are some formules scratched near the flux capacitor esquisseBut in the photos i found via internet it is not read clearlyIs there anyone who knows about these numbers and calculations?

Answer:

to clean up any form of situation like this, you are able to nonetheless merely locate an basic denominatoras a effect, the simplest elementary denominator is 6, as a effect 3/6 + 2/6Now that we've an basic denominator, we are able to easily upload the numerators, as a effect 3 + 2 5, as a effect 5/6considering that we can not decrease the fraction to furthur finished numbers, 5/6 is a passable answerTip: an basic thank you to locate an basic denominator is to muliply the 1st fraction via the seconds denominator over itself, and then to do the comparable to the 2ndas an instance this: a million/2 + a million/3 (3/3) (a million/2) + (2/2) (a million/3) (3/6) + (2/6) (5/6).
In my encounter with Power Electronics, it is found that the high frequency of the SMPS causes the Electrolytic capacitor to heat due their inherent ESR (equivalent series resistance)The Classical capacitor with guard ring does not have this problem, but the ones manufactured today have higher ESR due to the long aluminium foils wrapped in concentric rings in a packageThis ESR can be reduced by allowing positive foils to meet at the upper end of the package while the negative foils meet at the lower end of the package, thus allowing the current to reach each turn of the foil directly and thus resembling the classical capacitor with guard ring, as used by those who defined capacitorsFlux is the number of lines of electromagnetic force that extends between the plates of the capacitorThe modern Super Capacitor has a capacity of 5 Farads, while the one I described above is almost one million times less in capacity, though both have the same size.

Share to: