Question

Example 6 Using the Thevenin's theorem, create a replacement model of the linear part of that circuit. Then, using the graphical method, determine the voltage $V_n$ and the current $I_n$ of non- linear element, calculate the static resistance $R_s$ and the dynamic resistance $R_d$ of the non-linear element at the operating point. AV characteristic of the non-linear resistor is given by the graph. $V_1 = 10 V$, $R_1 = 20 \Omega$, $R_2 = 8 \Omega$, $R_3 = 30 \Omega$. ANSWER: $V_n = 4.0 V$, $I_n =0.1 A$, $R_s = 40.0 \Omega$, $R_d = 15.0 \Omega$, $I_1 = 0.26 A$, $U_2 = 0.8 V$

          Example 6
Using the Thevenin's theorem, create a replacement model of
the linear part of that circuit. Then, using the graphical
method, determine the voltage $V_n$ and the current $I_n$ of non-
linear element, calculate the static resistance $R_s$ and the
dynamic resistance $R_d$ of the non-linear element at the
operating point. AV characteristic of the non-linear resistor is
given by the graph. $V_1 = 10 V$, $R_1 = 20 \Omega$, $R_2 = 8 \Omega$, $R_3 = 30 \Omega$.
ANSWER: $V_n = 4.0 V$, $I_n =0.1 A$, $R_s = 40.0 \Omega$, $R_d = 15.0 \Omega$, $I_1 = 0.26 A$, $U_2 = 0.8 V$

Example 6
Using the Thevenin's theorem, create a replacement model of
the linear part of that circuit. Then, using the graphical
method, determine the voltage Vn and the current In of non-
linear element, calculate the static resistance Rs and the
dynamic resistance Rd of the non-linear element at the
operating point. AV characteristic of the non-linear resistor is
given by the graph. V1 = 10 V, R1 = 20 Ω, R2 = 8 Ω, R3 = 30 Ω.
ANSWER: Vn = 4.0 V, In =0.1 A, Rs = 40.0 Ω, Rd = 15.0 Ω, I1 = 0.26 A, U2 = 0.8 V

Added by Maureen T.

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