Capacitor Discharge Time Formula Euler

[NickTesla]

I would like to understand how the Euler constant elevated to fractional exponent gave this result? 958mV someone please!?

 

[Svein]

You did not give enough information for us to check everything, but the calculation is correct (I checked it on my old HP calculator).

 

[NickTesla]

It is because my doubt is the fractional exponent, do not know why has this result!
958mV no final entendeu!? Obrigado!

 

[NickTesla]

Personal My question is in Euler's constant raised to a fractional exponent!
Why and how ?? I do not know calculate HP, it's good we mastered without having to use HP,

I have a teaching video, but honestly I still do not understand if you want to see the video? I have!

 

[cnh1995]

Charging of a capacitor is an exponential
event. Voltage across capacitor rises exponentially as
Vc=V_f(1-e^-t/T). Time t is in the exponent, hence the part e^-t/T is responsible for the exponential increase in voltage w.r.t time.

 

[Svein]

OK. Let us take it in steps:

1. $\frac{10}{47}= 0.212765957$
2. $e^{-0.212765957}=0.808345302$
3. $1- 0.808345302=0.191655$
4. $5 \cdot 0.191655 = 0.958273$

 

[NickTesla]

Yes! , I understand, but using numbers,
Watch this video!

 

[NickTesla]

OK. Let us take it in steps:

1. $\frac{10}{47}= 0.212765957$
2. $e^{-0.212765957}=0.808345302$
3. $1- 0.808345302=0.191655$
4. $5 \cdot 0.191655 = 0.958273$

 

[NickTesla]

https://www.youtube.com/watch?v=JHHikLqJuYk

 

[NickTesla]

OK. Let us take it in steps:

1. $\frac{10}{47}= 0.212765957$
2. $e^{-0.212765957}=0.808345302$
3. $1- 0.808345302=0.191655$
4. $5 \cdot 0.191655 = 0.958273$

Sven Wonderfully Thank you!

 

[NickTesla]

Sven Wonderfully Thank you!

Obrigado!

 

[NickTesla]

Personally, I'll be honest, here in South America (Brazil) I doubt that the Brazilian has a video explaining speaking Neper calculation on youtube to calculate the potentiation, constant = e ^ -0.212765957,
I doubt (I dúvi [do] D + O = DO = DEODO talking!). Kkk! I doubt DEODO is when we doubt very much! is the Brazilian way of speaking! My God there are only understand potentiation, that's all, and I going crazy, studying (Mantissa) studies (Mantissa) kkkk lol (mathematics: decimal part of a logarithm) !
(Matematicas: decimal part of a logarithm)! I wanted the help of North America, if possible help from the American continent LOL kkkk

only thing i got! and I get it! Was this here!

but not taught 10 ^ 0,3010

how does it do??