A series RLC circuit contains thefollowing components: R = 5.00x10 1 , L = 3.00x
ID: 1674780 • Letter: A
Question
A series RLC circuit contains thefollowing components: R = 5.00x101 ,L = 3.00x102 mH, C =4.00 µF, and a generator withVmax = 1.80x102 V operating at60 Hz. Calculate the following.(a) inductive reactance
__________
(b) capacitance reactance
_____________ k
(c) impedance
_____________ k
(d) maximum current
_____________ mA
(e) phase angle between the current and generator voltage
____________ °
(f) Calculate the individual maximum voltages across the resistor,inductor, and capacitor.
resistor___________ V
inductor __________ V
capacitor ___________V A series RLC circuit contains thefollowing components: R = 5.00x101 ,L = 3.00x102 mH, C =4.00 µF, and a generator withVmax = 1.80x102 V operating at60 Hz. Calculate the following.
(a) inductive reactance
__________
(b) capacitance reactance
_____________ k
(c) impedance
_____________ k
(d) maximum current
_____________ mA
(e) phase angle between the current and generator voltage
____________ °
(f) Calculate the individual maximum voltages across the resistor,inductor, and capacitor.
resistor___________ V
inductor __________ V
capacitor ___________V (a) inductive reactance
__________
(b) capacitance reactance
_____________ k
(c) impedance
_____________ k
(d) maximum current
_____________ mA
(e) phase angle between the current and generator voltage
____________ °
(f) Calculate the individual maximum voltages across the resistor,inductor, and capacitor.
resistor___________ V
inductor __________ V
capacitor ___________V resistor___________ V
inductor __________ V
capacitor ___________V
Explanation / Answer
(a)
inductive reactance will be
XL = 2 f L
= ........
(b)
capacitance reactance
XC = 1 / 2 f C
= ........
(c)
impedance
Z = [R2 + (XL -XC)2]
(d) maximum current
Imax = Vmax / R
(e)
phase angle between the current and generatorvoltage
= tan-1[(XL -XC) / R]
(f)
Calculate the individual maximum voltages acrossthe resistor, inductor, and capacitor.
VR =Imax R
Irms = Imax / 2
Vrms = Vmax /2
in case inductor
VL,rms = IrmsXL
VC,rms = IrmsXC
(a)
inductive reactance will be
XL = 2 f L
= ........
(b)
capacitance reactance
XC = 1 / 2 f C
= ........
(c)
impedance
Z = [R2 + (XL -XC)2]
(d) maximum current
Imax = Vmax / R
(e)
phase angle between the current and generatorvoltage
= tan-1[(XL -XC) / R]
(f)
Calculate the individual maximum voltages acrossthe resistor, inductor, and capacitor.
VR =Imax R
Irms = Imax / 2
Vrms = Vmax /2
in case inductor
VL,rms = IrmsXL
VC,rms = IrmsXC
VR =Imax R
Irms = Imax / 2
Vrms = Vmax /2
in case inductor
VL,rms = IrmsXL
VC,rms = IrmsXC
Related Questions
Hire Me For All Your Tutoring Needs
Integrity-first tutoring: clear explanations, guidance, and feedback.
Drop an Email at
drjack9650@gmail.com
drjack9650@gmail.com
Navigate
Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.