Updated documentation for new "nt" inductor parameter.
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@ -2318,7 +2318,7 @@ If both @option{temp} and @option{dtemp} are specified, the latter is ignored.
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General form:
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@example
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LYYYYYYY n+ n- <value> <mname> <m=val> <scale=val> <temp=val>
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LYYYYYYY n+ n- <value> <mname> <nt=val> <m=val> <scale=val> <temp=val>
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+ <dtemp=val> <ic=init_condition>
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@end example
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@ -2354,6 +2354,9 @@ The @option{scale} keyword let the designer choose a different scale for
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elements. This option is not yet very useful, it will fully implemented in the
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future to perform technology scaling. At present is here as a work in progress.
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The @option{nt} is used in conjunction with a @command{.model} line, and is used
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to specify the number of turns of the inductor.
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The operating temperature of instances can be set using the @option{temp}
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option. Ngspice simulates the circuit with all components at the same single
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temperature (the circuit temperature). To adjust the temperature of an
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@ -2411,13 +2414,13 @@ silicon integrated inductors, an emerging technology.
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@tab F/°C@math{^2} @tab 0.0 @tab 0.0001
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@item TNOM @tab parameter measurement temperature
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@tab °C @tab 27 @tab 50
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@item N @tab number of turns
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@item NT @tab number of turns
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@tab - @tab 0.0 @tab 10
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@item MU @tab relative magnetic permeability
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@tab H/meters @tab 0.0 @tab -
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@end multitable
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The inductor has an indiuctance computed as:
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The inductor has an inductance computed as:
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If @option{value} is specified on the instance line then
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@ -2446,7 +2449,9 @@ $$
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@end ifnottex
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If neither @option{value} nor @option{IND} are specified, then geometrical and
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physical parameters are take into account:
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physical parameters are take into account. In the following formulas @option{NT}
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refers to both instance and model parameter (instance parameter overrides model
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parameter):
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If @option{LENGTH} is not zero:
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@ -2454,13 +2459,13 @@ If @option{LENGTH} is not zero:
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if {\rm MU } is specified:
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$$
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L_{nom} = {{{\rm MU} * \mu_0 * {\rm N}^2 * {\rm CSECT}} \over {\rm LENGTH} }
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L_{nom} = {{{\rm MU} * \mu_0 * {\rm NT}^2 * {\rm CSECT}} \over {\rm LENGTH} }
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$$
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otherwise:
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$$
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L_{nom} = {{ \mu_0 * {\rm N}^2 * {\rm CSECT}} \over {\rm LENGTH} }
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L_{nom} = {{ \mu_0 * {\rm NT}^2 * {\rm CSECT}} \over {\rm LENGTH} }
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$$
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with:
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@ -2471,17 +2476,17 @@ $$
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@end tex
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@ifnottex
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@example
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2
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MU * mu * N * CSECT
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2
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MU * mu * NT * CSECT
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0
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Lnom = ------------------- if MU is specified
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LENGTH
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Lnom = -------------------- if MU is specified
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LENGTH
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2
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mu * N * CSECT
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2
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mu * NT * CSECT
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0
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Lnom = -------------- if MU is not specified
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Lnom = --------------- if MU is not specified
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LENGTH
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with:
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@ -2492,7 +2497,7 @@ mu = 1.25663706143592e-6 H/m
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@end example
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@end ifnottex
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After the nominal inducatnce is calculated, it is adjusted for temperature
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After the nominal inductance is calculated, it is adjusted for temperature
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by the formula:
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@tex
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