well after a little more investigation,found a formula
that seems to be close to that desired---how close
are the results ???? maybe not too far off---recalling
the inductance of past coils made----so if any are
interested-----stoped to find again--me get better
on this 486 fancy box--kind of cute--but the code
is quite inefficiant anyway
http:www.uslink.net/~cybercir/cir23.htm--you look
glad those boys do--
This shows how to design air core inductors. In the above formula: L= inductance in microhenries,
a= average diameter of the coil in inches, b= length of the coil in inches, c=radial depth of the
winding in inches, n= total turns of wire.
Source: "Radio-Electronics" Magazine, Nov,88 issue (C) Copyright Gernsback Publications, Inc.,
1988
L=.2a^2n^2/(3a+9b+10c)
this does not take gauge into consideration and for a round shape----would not expect inductance to change
much (orde of magnetude) if shape coil to elliptical
me shut up and push button now----
that seems to be close to that desired---how close
are the results ???? maybe not too far off---recalling
the inductance of past coils made----so if any are
interested-----stoped to find again--me get better
on this 486 fancy box--kind of cute--but the code
is quite inefficiant anyway
http:www.uslink.net/~cybercir/cir23.htm--you look
glad those boys do--
This shows how to design air core inductors. In the above formula: L= inductance in microhenries,
a= average diameter of the coil in inches, b= length of the coil in inches, c=radial depth of the
winding in inches, n= total turns of wire.
Source: "Radio-Electronics" Magazine, Nov,88 issue (C) Copyright Gernsback Publications, Inc.,
1988
L=.2a^2n^2/(3a+9b+10c)
this does not take gauge into consideration and for a round shape----would not expect inductance to change
much (orde of magnetude) if shape coil to elliptical
me shut up and push button now----
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