Guest
Inductors.
Where:
R=radius
D=diameter
l=length
N=number of turns
L=inductance
Then it is L=(N^2 x D^2)/((18 x D) + (40 x l) <"ell", not one there<<
https://www.electricaltechnology.org/2014/03/inductance-air-core-inductor-calculator.html
It says 0.43891 uH.
I got all these small coils, many are adjustable. I did not buy them per se, I did but as a package an just having too much time on my hands wonder if I can do anything with them. I wouldn't mind fucking around with some 315 MHz right now but this coil looks too small for that. The 315MHz is a frequency used for some RF remote controls. I got a receiver board here and wonder what I might do with it.
I don't deny that I have too much time on my hands and I do not deny that my education was not, umm, perfectly whatevered. Does that calculation seem right ? I will find some kind of device and make it oscillate, I have some fast transistors laying around. Not GHz but good enough for this I think.
Whatever. Bitch and moan or pick on me, or tell me what I ask. That is not clearly defined. Is that figure right is the min question. Whether or not I can count on that formula is a good thing to know.
Actually the problem is that it seems too easy, and this 18 times this and 40 times that, how in the fuck did that come about ?
Though I don't completely understand it I did study how the trig tables, sine and cosine, are derived. I found it fascinating but had to return the book. As such I am wondering if this is derived from measurements or theory.
Why the fuck would it be 18 times diameter and 40 times the length ? Just how did that happen ? We know how Ohm's law happened, we know about coulombs n shit. We know about capacitive, oh NOW, the plates of a capacitor. that is easier I think, area versus distance and all that. As it relates to Pi, well so does inductance, but the plates.
I dunno. So WTF, anyone want to tel me ? (and why the inductance formula came out in mH when they didn't say a damn thing about that ?)
Where:
R=radius
D=diameter
l=length
N=number of turns
L=inductance
Then it is L=(N^2 x D^2)/((18 x D) + (40 x l) <"ell", not one there<<
https://www.electricaltechnology.org/2014/03/inductance-air-core-inductor-calculator.html
It says 0.43891 uH.
I got all these small coils, many are adjustable. I did not buy them per se, I did but as a package an just having too much time on my hands wonder if I can do anything with them. I wouldn't mind fucking around with some 315 MHz right now but this coil looks too small for that. The 315MHz is a frequency used for some RF remote controls. I got a receiver board here and wonder what I might do with it.
I don't deny that I have too much time on my hands and I do not deny that my education was not, umm, perfectly whatevered. Does that calculation seem right ? I will find some kind of device and make it oscillate, I have some fast transistors laying around. Not GHz but good enough for this I think.
Whatever. Bitch and moan or pick on me, or tell me what I ask. That is not clearly defined. Is that figure right is the min question. Whether or not I can count on that formula is a good thing to know.
Actually the problem is that it seems too easy, and this 18 times this and 40 times that, how in the fuck did that come about ?
Though I don't completely understand it I did study how the trig tables, sine and cosine, are derived. I found it fascinating but had to return the book. As such I am wondering if this is derived from measurements or theory.
Why the fuck would it be 18 times diameter and 40 times the length ? Just how did that happen ? We know how Ohm's law happened, we know about coulombs n shit. We know about capacitive, oh NOW, the plates of a capacitor. that is easier I think, area versus distance and all that. As it relates to Pi, well so does inductance, but the plates.
I dunno. So WTF, anyone want to tel me ? (and why the inductance formula came out in mH when they didn't say a damn thing about that ?)