Determination of the identity of an element Let us consider the following elements: i(t) i(t) va(1)...

 

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Determination of the identity of an element Let us consider the following elements: i(t) i(t) va(1) The current is common, i(t) = I cos (cot) The voltage across each element is: va (t) = V(a) sin(cot) max(c) v₂ (t) = ²x(b) 5 vc (t) = Vz sin (cot) sin (cot) max (c) Identify the elements. + ³6(1) Determine the value of each one of the elements. + ve(1) Arithmetic practice: Imax=0.25 A, Vmax(a)=-10 V, Vmax(b)-10 V. Vmax(c)=10 V, w=2 rad/s. Assumption: The values of the resistor, capacitor and inductor are positive. Determination of the identity of an element Let us consider the following elements: i(t) i(t) va(1) The current is common, i(t) = I cos (cot) The voltage across each element is: va (t) = V(a) sin(cot) max(c) v₂ (t) = ²x(b) 5 vc (t) = Vz sin (cot) sin (cot) max (c) Identify the elements. + ³6(1) Determine the value of each one of the elements. + ve(1) Arithmetic practice: Imax=0.25 A, Vmax(a)=-10 V, Vmax(b)-10 V. Vmax(c)=10 V, w=2 rad/s. Assumption: The values of the resistor, capacitor and inductor are positive.