Fall22_ECE210_report3-5

Given responses in a first-order RC or RL circuit, (a) describe how you would find the circuit parameters or other responses. (b) How would you find the circuit’s natural frequencies and initial conditions (if not given)?

please provide sketch!!!!!   Please answer in typing format please ASAP for the like please

This is a practice question from my Introduction to Circuits course. I am having a hard time finding the poles for this. When I implement the circuit in LT Spice, I can see that the cutoff frequency is somewhere around 16kHz, but I can't figure out how to come up with that value mathematically. It is underdamped; so, will have imaginary components, but I'm lost as to how to find them or what to do with them or how to come up with the correct cutoff frequency to match LT Spice. Thank you for your assistance.

Find the transient current (a general solution) in the RLC-circuit in the figure below for the given data. R = 6 N, L = 0.2 H, C = 0.025 F, E = 190 sin (10t) V R E(t) = E, sinot Write arbitrary constants as C1 and C2. ll

A function is given by f(t) = sin²t+ cos2t. Which of the following is true ? (A) f has frequency components at 0 and (B) f has frequency components at 0 and + Hz Hz (C) f has frequency components at and Hz (D) f has frequency components at and Hz 0.1 Text work

Consider the series RLC circuit, represented in the Figure below:   Figure - Series RLC circuit. The mathematical model that relates the circuit current as a function of the applied voltage source is given by the following differential equation:   In this way, determine: a) The differential equation in the frequency domain, considering the circuit initially de-energized, that is, with zero initial conditions. b) Determine the current in the frequency domain as a function of the applied voltage. Preferably do it in a typeable form, handwriting hinders understanding

I need the answer as soon as possible

need help - discrete time sequence

3. For a second-order system that yields a 15% overshoot and a settling time of 0.7 seconds, determine the following: Damping Ratio, Natural Frequency, Rise Time, Peak time and the General 2nd Order Transfer Function of the system.

1) How you will convert sin function to cosine? List trigonometric any three properties associated with these functions. 2) Briefly describe application of impulse function and impulse train.                                                             3) How you relate phase shift and time shift of a signal? 4) List the few important Matlab function names to simulate various waveforms.

A Some practice questions for class test(1).pdf - Adobe Acrobat Reader DC (32-bit) File Edit View Sign Window Help Home Tools Some practice ques... X UNIVERSITY OF UL.. Sign In 2/3 180% Q.4 Search Crop Page (a) For the comparator circuit shown below, a a sinusoidal input signal with a peak 2 Export PDF voltage (Vp) of 5 V and a frequency of 1 Hz is applied to the non-inverting terminal. DE Edit PDF Assuming that the signal frequency is well below the slew rate limit, describe and draw Create PDF E Comment what would be the comparator output. i Combine Files Assume values of +Vcc as +12V and -Vcc as -12 V, with the corresponding output I Organize Pages saturation voltages of +Vsat of +11 V and -Vsat of -11 V. Delete, insert extract and rotate pages Try now A Compress PDF +Vcc 2 Redact Vin 5 V VN Protect Adobe Sign Fill & Sign Vref Vo Send for Co -Vcc More Tools 1 s ^ D ENG 15 DELL ntel 近

Please answer in typing format   I will like to answer

D) E) A capacitor connecte to an inductor with no resistance Is unstable Cannot have a damped sinusoidal response. Can have a damped sinusoidal response. Is not marginally stable. Which of the following functions is most suitable in stability analysis? unit impulse unit step parabolic ramp