For the problems below. Show a sketch clearly labeling all of the voltages and currents, and...
Show a sketch clearly labeling all of the voltages and
currents, and determine the governing differential equation as
indicated.
please show steps
6. The electro-mechanical system shown below consists of an electric motor with input voltage V which drives inertia I in the mechanical system (see torque T). Find the governing differential equations of motion for this electro-mechanical system in terms of the input voltage to the motor and output displacement y. Electrical System Vbas -Motor Motor Input Voltage bMotor...
Instructions: Show all work. Question 1: Determine the currents, 41, i2, and is and the voltages across each of the resistors in the circuit below. The resistor values are R1 = 303, R2 = 15012, and R3 = 100N. W 9V R2 R3 iz is
a) [10pts] Show/Mark all voltages and phase and line currents on the primary and the secondary sides of the three phase transformer shown below. b) [20pts] Find load's currents and voltages. 15:70 30 +j15 Ω 120 20 Vm
Analyze the circuit below to determine the voltages at all nodes and the currents through all branches. Assume β-100. +15 V 100 kΩ VC VB B2 50 kΩ
ET220 HW2 Show work on all problems. 1. Sketch the Thevenin equivalent circuit when R2 is the load. Determine the voltage across the load. G.8k . Surrek 2. Sketch the Thevenin equivalent circuit when Ri in the circuit above is the load. Determine the voltage across the load.
Consider a causal LTI system implemented as the RL circuit shown below. In this circuit, v(t) is the input voltage. The current i(t) is considered the system output. i(t) R L wwwm v(t) (a) Find the differential equation relating v(t) and i(t). (b) Determine the frequency response of this system (H(jw)). (c) Determine the output it) if v(t) = sin(t), R=10 and L=1. (d) Sketch Bode plot of H (jw) for R=10 and L=1. (e) Determine if the system is...
Electro-Mechanical Systems The electro-mechanical system shown below consists of an electric motor with input voltage V, which drive inertia I in the mechanical system (see torque T). Find the governing differential equations of motion for this electro-mechanical system in terms of the input voltage to the motor and output displacement y. Electrical System L > Vbac Voac Motor I - Motor Input Voltage Vpac - Motor Back EMF = Kas 0 0 - Motor Angular Velocity I - Motor Output...
Solve this circuit using node-voltage method. Determine the
currents through all the elements and voltages across all elements.
Verify that the total power developed equals the total power
absorbed
Without repeating the node-voltage analysis, predict the node
voltages at nodes d, c, b and g, if node a was selected as the
reference node (or ground).
R2 560 n R, 1 kn R 430 Vs a ww R 820 n ww R3 2.2 kn V6R430 R, 1.5 k Rs 820...
Given the circuit below, do the following. (a) Find all voltages
and currents for the resistors at the instant the switch is
closed.(b) Explain why R4 experiences a short and resistance goes
to zero the instant the switch closes (c) After the switch has been
closed a long time, find all voltages and currents for the
resistors.
R2 Given VB VB 50 V В R3 60 C2 45 Q R2 = 90 Q R3 15 Q Ri Wr
1 2
+
–
i(t)
C R
L
iT i(t)
iD
+
–
L C R
1. Analysis and design of a buck-boost converter: A buck-boost converter is illustrated in Fig. 1(a),
and a practical implementation using a transistor and diode is shown in Fig. 1(b).
+
(a)
Vg
v
Figure 1 Buck–boost converter
of Problem 1: (a) ideal converter
circuit, (b) implementation using
MOSFET and diode.
–
Q1
D1
(b) +
Vg
v
Page 2
iL
(t) + vL...