NEED HELP ASAP! Will Give points! 1.Given ? = 1140 [rad s-1], what is the linear...
NEED HELP ASAP! Will Give points!
1.Given ? = 1140 [rad s-1], what is the linear frequency? [Hz] Use Three Sig figs.
2.What is the lowest when a circuit is driven
at its reasonant frequency as compared to when it is driven at any
other frequency?
a)Impedance
b)Current
c) XL
d) XC
e)Linear Frequency
f)Angular Frequency,
g)All of These
h)None of These
3.The resistance of a resistor is 9.3 Ohms and the resistance of
a coil is 4.5 Ohms
(Both of these values were measured with an ohmmeter.)
4.What is the resistance of the circuit when driven at its
resonant frequency?
Ohms.
(Write N/A if there is not enough information to answer.)
Use Three Sig figs.
5.Given L = 8.2 [mH]
C = 100 [?F]
R = 13.8[?],
then what is fresonance?
Hz.
(Write N/A if there is not enough information to answer.)
(Hint: Don't forget to convert to Henrys and
Farads!)
Use Four Sig figs.
Homework Answers
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NEED HELP ASAP! Will Give points!
1.Given ? = 1140 [rad s-1], what is the linear...
1. L RC Circuit. An AC circuit has an inductance L -5 mH, a resistance of...
1. L RC Circuit. An AC circuit has an inductance L -5 mH, a resistance of 8.5 Ohms, and a capacitance of 1 mF. It is driven by a sinusoidal signal at a frequency of f 100 Hz. Calculate (a) the inductive reactance, XL: (b) the capacitive reactance Xc: (c) the magnitude of the impedance Z: (d) the resonant frequeney in Hertz, and (e) the phase of the resulting current.
please only answer Part C, all other parts is for any information you may need. -...
please only answer Part C, all other parts is for any
information you may need.
- Part = Xc, solve for the frequency. That is the resonant frequency f? Using the expressions for XL and Xc given in the introduction and setting X Express your answer in terms of L, C and any relevant constant. O AXD O2 ? Submit Request Answer The amplitude of the AC current (10) in a series LRC circuit is dependent on the amplitude of...
(2 points) Two driven inductors A R = 1 kΩ resistor, a L1 = 20 mH...
(2 points) Two driven inductors A R = 1 kΩ resistor, a L1 = 20 mH inductor and a L2 28 mH inductor are connected in series. A funtion generator drives the circuit with a 5 Vpp variable frequency sine wave. (a) What is the equivalent impedance Zeq of this circuit? O A. R +jwLIL2/(L1+ L2) E. None of these (b) For what angular frequency does |Zoq v2 R? 20833.3 radians/sec (c) What is the peak-to-peak value of the voltage...
Will give an up vote only if all parts are answered and detailed explanations are given....
Will give an up vote only if all parts are answered and detailed
explanations are given. Thank you.
5. (26 points) For the LRC circuit driven, not in resonance, by an AC generator depicted below, C = 40 uF, L = 90 mH & R=80 S2. Use the relative magnitudes of the effective resistance values of each component to determine the values for your diagram. The generator is a typical one used in the U.S. with a peak voltage of...
when simplifying Vo sinwt = iR+ L.di/dt ,to undergo first order linear differention, why is Vo divided by R instead of L...
when simplifying Vo sinwt = iR+
L.di/dt ,to undergo first order linear differention, why is Vo
divided by R instead of L?
APPLICATION FIRST ORDER LINEAR Given: a resistor inductor circuit driven by a sine wave generator with resistance R ohms, L Henrys. The generator voltage is given by V = Vo sin wt AA R Vo sin (w t) (Yeah, that's an inductor let's see you do better!) di The differential equation for the circuit (from Kirchoff's voltage law)...
please use multisim to answer all the parts. EXPERIMENT 3 TESTING SERIES & PARALLEL RESONANCES Objectives:...
please use multisim to answer all the parts.
EXPERIMENT 3 TESTING SERIES & PARALLEL RESONANCES Objectives: To examine the conditions of resonances To observe the resonant circuit properties Equipment & components: A personal computer with Multisim software Preview questions: 1. How does the resonant frequency relate to the inductance and capacitance in a series LC circuit? 2. When the circuit in Figure 1 is tuned to resonant frequency, how does the voltage cross the resistor relate to the applied voltage?...
Resonance Frequency For RLC Lab (Algebra Based Physics) I have to find the calculated resonance frequency...
Resonance Frequency For RLC Lab (Algebra Based Physics)
I have to find the calculated resonance frequency and the
measured resonance frequency for a RLC lab. I know resonance is
when Xc and XL cancel each other out in the equation but I am not
sure how to get the with my data. I am also not sure what the
"calculated" resonance would be and what I would use for that.
Rresistor Rcicuit= Inductance Capacitance = Value 10.0 12 15.4 12...
need within the hour! The first four questions give all but one piece of information about...
need within the hour!
The first four questions give all but one piece of information about a series LRC-circuit and then ask for the remaining piece. Many of the quantities do not change from question to question, so you can reuse information. To make this more apparent, I supply the following table: Xc X Question 2 (Hz) 1.000 × 10s ? 8.000 × 10-5 1.000 × 1054.000 × io-68000 x io-s 1.000 10s 4.000 ×10-68.000 x10-s 1.000 ×105 1000.00 900.00...
B oth 100 Day PH262 Page 1 of 5 Lab #13 AC Circuits, Part 1 RC...
B oth 100 Day PH262 Page 1 of 5 Lab #13 AC Circuits, Part 1 RC & RL, Phase Measurements THEORY The rotating phase representation for series AC circuits should be familiar from textbook and lecture notes A brief outline of the essential points is provided here. If a series RLC circuit is connected across a source of om which is a sinusoidal function of time, then und all its derivatives will also be inside. Sonce all demits in a...
1. L RC Circuit. An AC circuit has an inductance L -5 mH, a resistance of 8.5 Ohms, and a capacitance of 1 mF. It is driven by a sinusoidal signal at a frequency of f 100 Hz. Calculate (a) the inductive reactance, XL: (b) the capacitive reactance Xc: (c) the magnitude of the impedance Z: (d) the resonant frequeney in Hertz, and (e) the phase of the resulting current.
please only answer Part C, all other parts is for any
information you may need.
- Part = Xc, solve for the frequency. That is the resonant frequency f? Using the expressions for XL and Xc given in the introduction and setting X Express your answer in terms of L, C and any relevant constant. O AXD O2 ? Submit Request Answer The amplitude of the AC current (10) in a series LRC circuit is dependent on the amplitude of...
(2 points) Two driven inductors A R = 1 kΩ resistor, a L1 = 20 mH inductor and a L2 28 mH inductor are connected in series. A funtion generator drives the circuit with a 5 Vpp variable frequency sine wave. (a) What is the equivalent impedance Zeq of this circuit? O A. R +jwLIL2/(L1+ L2) E. None of these (b) For what angular frequency does |Zoq v2 R? 20833.3 radians/sec (c) What is the peak-to-peak value of the voltage...
Will give an up vote only if all parts are answered and detailed
explanations are given. Thank you.
5. (26 points) For the LRC circuit driven, not in resonance, by an AC generator depicted below, C = 40 uF, L = 90 mH & R=80 S2. Use the relative magnitudes of the effective resistance values of each component to determine the values for your diagram. The generator is a typical one used in the U.S. with a peak voltage of...
when simplifying Vo sinwt = iR+
L.di/dt ,to undergo first order linear differention, why is Vo
divided by R instead of L?
APPLICATION FIRST ORDER LINEAR Given: a resistor inductor circuit driven by a sine wave generator with resistance R ohms, L Henrys. The generator voltage is given by V = Vo sin wt AA R Vo sin (w t) (Yeah, that's an inductor let's see you do better!) di The differential equation for the circuit (from Kirchoff's voltage law)...
please use multisim to answer all the parts.
EXPERIMENT 3 TESTING SERIES & PARALLEL RESONANCES Objectives: To examine the conditions of resonances To observe the resonant circuit properties Equipment & components: A personal computer with Multisim software Preview questions: 1. How does the resonant frequency relate to the inductance and capacitance in a series LC circuit? 2. When the circuit in Figure 1 is tuned to resonant frequency, how does the voltage cross the resistor relate to the applied voltage?...
Resonance Frequency For RLC Lab (Algebra Based Physics)
I have to find the calculated resonance frequency and the
measured resonance frequency for a RLC lab. I know resonance is
when Xc and XL cancel each other out in the equation but I am not
sure how to get the with my data. I am also not sure what the
"calculated" resonance would be and what I would use for that.
Rresistor Rcicuit= Inductance Capacitance = Value 10.0 12 15.4 12...
need within the hour!
The first four questions give all but one piece of information about a series LRC-circuit and then ask for the remaining piece. Many of the quantities do not change from question to question, so you can reuse information. To make this more apparent, I supply the following table: Xc X Question 2 (Hz) 1.000 × 10s ? 8.000 × 10-5 1.000 × 1054.000 × io-68000 x io-s 1.000 10s 4.000 ×10-68.000 x10-s 1.000 ×105 1000.00 900.00...
B oth 100 Day PH262 Page 1 of 5 Lab #13 AC Circuits, Part 1 RC & RL, Phase Measurements THEORY The rotating phase representation for series AC circuits should be familiar from textbook and lecture notes A brief outline of the essential points is provided here. If a series RLC circuit is connected across a source of om which is a sinusoidal function of time, then und all its derivatives will also be inside. Sonce all demits in a...
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