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- W2367747216 abstract "A conducting wire can be expressed using a simple two-end curve with three non-negative constant of L,R,Q or formula of(Lp 2+ Rp + Q)/p,with L ≠ 0.The circuit diagram can be simplified by defining that the circuit itself is composed of a finite lead in serial-parallel fashion.The author proposes a new concept for simplifying the circuit using equivalent circuit,consequently a new approach is attained for calculating the Laplace impedance using the circuit diagram,leading to the proven conclusion that the Laplace impedance exists in all circuits with numerator one order higher than denominator.It is also proven that L {u(t)} =ZL{i(t)} can be enhanced to Ls {u(t)} =Z L {i(t)} in Laplace voltage reduction theorem,where Ls {u(t)} is u(t) of strong Laplacian change.Also validated is that the circuit character theorem can be expressed with the passing current by means of circuit character in unloaded circuit,that is,i(t)=g(t) · u e(t) =∫0tg(t -τ)ue(t)dτ,where u e(t) is potential difference of electromotive force,and g(t) = L-1 {Z-1} is the circuit character of simulated continuum and increase function.Given u e(t)=δ0(t),i(t) becomes g(t),and circuit character theorem and measure theorem then hold for all circuits." @default.
- W2367747216 created "2016-06-24" @default.
- W2367747216 creator A5071979743 @default.
- W2367747216 date "2008-01-01" @default.
- W2367747216 modified "2023-09-26" @default.
- W2367747216 title "Circuit Model Improvement with Analysis on its Results" @default.
- W2367747216 hasPublicationYear "2008" @default.
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