Question

use variation of parameters and substitution to find solutions to word problems

use technique described on page

please complete questions circled in the page

Sping T) RLC current : Li dVc dt dt 6. F gram mass on a spring with spring constant k 10 N/m, and resistance of 8 times the v

0 0
Add a comment Improve this question Transcribed image text
Answer #1

o-9 equohonof LCR CKT eache en dt di Comple men h- goin DIA D2+3D+2 - Io ReComplele So -2曳 }.(0): Οー _A_ 2.B +2(一0+2 eon (- P enn eu n (Dft4) Tuhtnl port ym -2치167m D free Compled el dosteady 와 IS) Lphast Amp Orhi de(0.027, 7.013) (2.705, 0)5- (0, 2.406) (6.836, 2.828) (2.124, 0) 0 10 (3.695,-2.828) -5

Add a comment
Know the answer?
Add Answer to:
Use variation of parameters and substitution to find solutions to word problems use technique des...
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for? Ask your own homework help question. Our experts will answer your question WITHIN MINUTES for Free.
Similar Homework Help Questions
  • use variation of parameters and substituion to find solutions to word problems use technique decribed on...

    use variation of parameters and substituion to find solutions to word problems use technique decribed on page please complete questions circled in the page Spring : m = k(T-T,n) RLC current : Lan-R di dVc dt 6. F gram mass on a spring with spring constant k 10 N/m, and resistance of 8 times the velocity, suppose there is an applied force of f(t) - 32sin(t) N. (a) Solve for the position of the spring (t) if is initially at...

  • 1. RLC Circuits Revisited. The first example of a RLC circuit illustrates the use of circuit...

    1. RLC Circuits Revisited. The first example of a RLC circuit illustrates the use of circuit elements in the s domain to represent initial conditions and a forced response. Next an example of sinusoidal excitation will follow where the transient response and steady state response are combined into one response waveform.. Transient RLC Circuit with Initial Conditions. Consider the RLC circuit below in Figure 7.14 which has two DC sources (Vco and V) applied before and after a switch is...

  • Please help solve while providing a detailed solution. Being given the following information, use the equations...

    Please help solve while providing a detailed solution. Being given the following information, use the equations provided to find the steady-state current in the following RLC circuit. R=82 L= 0.5H C= 0.1F E(t) = 100 cos(2t) V knowing that at t = 0, i(0) = 0 Equations: UR = Ri VL = = L- di 9 Uci dt С VR + V1 + Vc = e(t) or =V (if the source voltage is constant) dq duc i= = C- q=ſidt...

  • Please help solve, providing a detailed solution using the equations provided below and LaPlace transform (Use...

    Please help solve, providing a detailed solution using the equations provided below and LaPlace transform (Use the table provided in the link) to solve the differential equations obtained when working through the question. Link to the Laplace Transform Table: https://ibb.co/TkrvbNH Being given the following information, use the equations provided to find the steady-state current in the following RLC circuit. R=82 L= 0.5H C= 0.1F E(t) = 100 cos(2t) V knowing that at t = 0, i(0) = 0 Equations: UR...

  • Please help me to solve it... And what is the weird symbol used in the solution??...

    Please help me to solve it... And what is the weird symbol used in the solution?? L- dI + Ri et dt konditoriohm) Lo Series with R = thyernton (ohm) L Inductor (Henrys) E source of electro motive force that supplies a voltage (volt) t = time. 1 = curent (ampere) Following 25. a resistor-indu Cher (RL) series surir, circuit. R-6 ohm 9 L = 6henrys. e(t) = 12 volts. switch off t=0, I = 0 Ampere Find I(t) if...

  • R t = i(t) C 2011P E e p gP a P9.09 10ed The voltage applied...

    R t = i(t) C 2011P E e p gP a P9.09 10ed The voltage applied to this circuit at t 0 (when the switch closes) is v (t) = 75 cos (4,000t - 60°) Volts Also given that R = 400 2 (0hm) and L=75 mH (milli Henry) The initial inductor current is zero for t< 0 The textbook gives you the total response equation as: )_ ?(0-¢)so R2+(w L) Cos(wt+¢-e) -V V m i(t)=itransient(t)+isteady.state(t)=R2 +(wL m - ㅎCOS...

  • An RLC circuit contains in series a resistor R = 3 Ω, an inductor L =...

    An RLC circuit contains in series a resistor R = 3 Ω, an inductor L = 1 H, and a capacitor C = 0.5 F. The current I(t) is provided by a source with emf E = 20cos(2t) Volts, where t is the time. Find the steady-state current Ip that develops after a long time (theoretically when t → ∞).

  • 2. This problem is about an RLC circuit, which involves a resistor (of resistance R ohms),...

    2. This problem is about an RLC circuit, which involves a resistor (of resistance R ohms), an inductor (of L henries), and a capacitor (of C farads). There is also a voltage source (such as a battery) providing E(t) volts at time t. 0 Switch When the switch is closed there is a current of I(t) amperes. With the help of Kirchhoff's laws one can derive an ODE for I = I(t): LI" + RI' + + I = E'(t)...

  • find response of the parallel RLC circuit on Figure 3. Sketch iL(t) for tE( 0, 50us)...

    find response of the parallel RLC circuit on Figure 3. Sketch iL(t) for tE( 0, 50us) initial voltage on the capacitor Vo = 10v. initial current in the inductor is 100mA. current source is 100mA. (Please order all steps so I know how to approach a problem like this) Find response of the Parallel RLC circuit on Figure 3. Sketch iz(t) fort € (0, 50uS) Initial Voltage on the capacitor Vo=10V Initial curent in the inductor is 100mA Current Source...

  • PROBLEM 5. TUNING A CIRCUIT: PRACTICAL RESONANCE. Consider a forced RLC circuit with L-1 (H), R-1...

    PROBLEM 5. TUNING A CIRCUIT: PRACTICAL RESONANCE. Consider a forced RLC circuit with L-1 (H), R-10 (12) and C 丽0 (f). Suppose an alternating current supplies a electromotive force Et)100 coswt. The equation modeling the charge Q(t) on the capacitor is 650 Q"(t) 10Q650Q(t) 100 coswt. a. Is the damping over-, under- or critical? Find the form of the general solution. Identify the transient and steady-state parts of the solution. b. Find the amplitude C(w) of the steady-state piece (here...

ADVERTISEMENT
Free Homework Help App
Download From Google Play
Scan Your Homework
to Get Instant Free Answers
Need Online Homework Help?
Ask a Question
Get Answers For Free
Most questions answered within 3 hours.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT