Problem 1
This is a tutorial introducing the concept of polar coordinates in reference to complex numbers. | |
Tutorials >
Complex Numbers >
Polar Coordinates
Keywords:
Length: 13:47
Date Added: 2007-05-23 20:24:04
Filename: complex_polar_ex1
ID: 55
|
Problem 2
This is a tutorial about how to perform mathematical operations on complex numbers in polar form. | |
Tutorials >
Complex Numbers >
Polar Coordinates
Keywords:
Length: 6:27
Date Added: 2007-05-23 20:24:04
Filename: complex_polar_ex2
ID: 56
|
Problem 1
This is a tutorial introducing the idea of complex numbers and how they're represented graphically. | |
Tutorials >
Complex Numbers >
Rectangular Coordinates
Keywords:
Length: 8:17
Date Added: 2006-08-29 13:31:22
Filename: complex_rect_ex1
ID: 57
|
Problem 2
This is a tutorial that shows how to perform arithmetic operations on complex numbers in the rectangular form. | |
Tutorials >
Complex Numbers >
Rectangular Coordinates
Keywords:
Length: 9:24
Date Added: 2007-05-23 20:24:04
Filename: complex_rect_ex2
ID: 58
|
Problem 1
Given this voltage waveform applied across a 1 μF capacitor, find the current through the capacitor. | |
DC Circuits >
Energy Storage Elements >
Current-Voltage Relationship of Capacitors
Keywords:
Length: 7:44
Date Added: 2007-05-23 20:24:04
Filename: energyStorage_capacitorVi_ex1
ID: 95
|
Problem 2
Given this current waveform applied to a 10μF capacitor, find the capacitor's voltage as a function of time, given that v(0) = 0 volts. | |
DC Circuits >
Energy Storage Elements >
Current-Voltage Relationship of Capacitors
Keywords:
Length: 8:38
Date Added: 2007-05-23 20:24:04
Filename: energyStorage_capacitorVi_ex2
ID: 96
|
Problem 1
Given the waveform of current through an inductor, find the voltage across the inductor as a function of time. | |
DC Circuits >
Energy Storage Elements >
Current-Voltage Relationship of Inductors
Keywords:
Length: 11:02
Date Added: 2007-05-23 20:24:04
Filename: energyStorage_inductorVi_ex1
ID: 103
|
Problem 2
Given the voltage waveform applied across an inductor and that i(0) = 0, find i(t) for a 5H inductor. | |
DC Circuits >
Energy Storage Elements >
Current-Voltage Relationship of Inductors
Keywords:
Length: 8:59
Date Added: 2007-05-23 20:24:04
Filename: energyStorage_inductorVi_ex2
ID: 104
|
Problem 1
Determine the following properties for each of the given sinusoidal voltages: amplitude, peak-to-peak value, cyclic frequency (in Hz), angular frequency (in rad/s), period, and phase. | |
AC Circuits >
Sinusoids >
Properties
Keywords:
Length: 3:35
Date Added: 2007-07-26 13:38:14
Filename: ac_sinusoids_properties_ex1_eng
ID: 352
|
Problem 2
Given the table that describes three sinusoidal currents. Write the mathematical expression for each current in the form i(t) = Imcos(ωt+Φ). | |
AC Circuits >
Sinusoids >
Properties
Keywords:
Length: 3:03
Date Added: 2007-07-26 13:49:49
Filename: ac_sinusoids_properties_ex2_eng
ID: 353
|
Problem 3
Express the voltage v(t) in the form Vmcos(ωt+Φ) | |
AC Circuits >
Sinusoids >
Properties
Keywords:
Length: 4:14
Date Added: 2007-07-26 13:55:48
Filename: ac_sinusoids_properties_ex3_eng
ID: 354
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