te the superposition théòřém. Why is the superposition theorem useful for analysis of multiple-source circuits?
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- Q Identify the Thevenin and Norton equivalent circuits at terminala−bin the circuit shown by Figure Q1A testing engineer while designing a HVDC source uses several modules of circuits having six stageseach. Each stage capacitance is of 15 nF. The engineer observes that voltage is not enough with onemodule. How many such modules can he connect in cascaded fashion so that it gives best possibleperformance? Input voltage to the circuit is 100kV at 100 Hz and the load current is 1mA. Justifyyour opinion with relevant mathematical analysis.Redraw the Norton Equivalent circuit for Thevenin Equivalent Circuit using a previous problem that was solved and calculate the load current (?? ) dropped across the load resistor (?? )? NOTE (backround information): for this example and the circuit you see below we were asked to perform Thevenins equivalent circuit. We were asked to find... Rth, Eth, and IL the anwers I got were Rth= 1 kΩ Eth= 3 V IL= 0.273 mA
- For the circuit shown in 2.24, R1=40 kΩ R2=60 kΩ, RC=750 Ω, RE=120 Ω, VCC=10 V, V0=600 mV, and β=49.Calculate iB, iC, iE, v3d, vbd, i2, i1, vab, iCC, and v13 . (Note: In thedouble subscript notation on voltage variables, the first subscript ispositive with respect to the second subscript. See P2.39.)In a nonlinear circuit, the voltage source is V(wt)=200sin(wt+60)+40sin(3wt-30)+30sin(7wt+30)+5sin(9wt+50)+5sin(11wt+40). When a non-linear load is fed with this voltage source, I(wt)=30sin(wt+20)+20sin(5wt-30)+12sin(9wt+30)+5sin(11wt-50)A current flows through the circuit. According to this ; a) find the apparent power of the load ? b) find the active power of the load ? c) find the reactive power of the system including the distortion power ? d) find the power factor of the system ? e) find the harmonic distortions of the current and voltage in the system ?Differential equation is given as- Vo(t) = Vdd(1- (R/(R+Ron))*e^(-t/RC)) a) Assume Ron=280 ohm. When the load capacitor is C = 0.5nF, the output must reach 90% of its final value by t = 25uS. Find a value of R that will satisfy this requirement while at the same time keeping the static power below 1 mW. For your chosen resistance, calculate how long it will take to reach the 90% level.
- Please answer quickly The superposition theorem is a network analysis method applicable only to linear circuits and states that a circuit can be analyzed with only one dependent source of power at a time, the corresponding component voltages and currents algebraically added to find out what they ll do with all power sources in effect." True False It is very important in nodal equation solution to set your reference potential to zero. True False "Source transformation method is a network analysis method or procedure for transforming a current source in series with an impedance to a voltage source in parallel with an impedance, or vice versa." True FalseSolve no. 03 and show solutions. (Lesson: Network Laws (Source Transformation and Superposition Theorem))For the net shown in the following figure, find V0 using the following analysis techniques: a) Mesh Analysis methodb) the Superposition theorem
- Consider the following circuit. Please determine the loop currents I1 and I2 using both the Mesh Analysis theory and Circuitlab simulations. please Step by step! Thank you!!Use source transformations to simplify the independent sources as shown in the lower figures (the lowest is simply one more additional rearrangement of components). Note, this circuit is one in which we can also perform a source transformation on the dependent source (this is not always the case). Then solve for v1, in V. R1 = 185 ohmsk = 0.45 mhosRedraw the Norton Equivalent circuit for Thevenin Equivalent Circuit using a previous problem that was solved and calculate the load current (IL ) dropped across the load resistor (RL)? NOTE (backround information): for this example and the circuit you see below we were asked to perform Thevenins equivalent circuit. We were asked to find... Rth, Eth, and IL the anwers I got were Rth= 1 kΩ Eth= 3 V IL= 0.273 mA