(a)
Given values are –
Modified current equation is –
From current equation it is clear that current leading by 90 degrees so that component is capacitor.
(b)
Value of angular frequency is –
Impedance is –
parts a and b please, Thank you! 3. You make the following measurements for the voltage...
Please do question 524
the power in watts dissipated by the resistor. Hamad Alrobayan ans:4 ource, resistor, 524) Given a series circuit consisting of a DC voltage capacitor, inductor, and switch which closes at t-o. All elements are initially uncharged. If v-1 volts, R-4 Ohms, C-1/10 Farads, and L-2 Henries. DO NOT determine current. Determine voltage across the INDUCTOR (VL(t)). Any inverse LT requires Stanley met Express any angle in radians. ans:4 Hamad Alrobayan 765 Given th vstem in Fig...
Analytically compute and numerically approximate the free response the following first-order, resistor- capacitor circuit, where capacitance, C-50pF (pico-Farads) and resistance, R-200ΜΩ (mega-Ohms), for an starting voltage of 2V. The voltage, v(t), represents the potential difference across the both resistor and capacitor, which are wired in parallel. COD-i() iii. By hand, solve for the free response of v(t) in terms of C and R
Analytically compute and numerically approximate the free response the following first-order, resistor- capacitor circuit, where capacitance, C-50pF...
Answer:
Please help! Electrical series circuits never make
sence to me. I included the answer so that you can check your
work.
Hope that helps.
19. An electrical series circuit contains a resistor with a resistance of R- 20 ohms, a capacitor with a capacitance of C 0.01 farads, and an inductor with an inductance of L 1 henry. The initial current in the circuit is 0 amperes. A variable voltage of E(t) 120 sin volts of is applied to...
Exercise 3 An RLC circuit is made of a resistor, an inductor and a capacitor connected in series to a battery. The current I(t) in such a circuit satisfies the ODE LI"(t) + RI (1) + (t) = G(t) where L is the inductance (unit: henrys (H)), R is the resistance (unit: ohms (N2), C is the capacitance (unit: farads (F)), and G is the forcing term generated by an AC power (G is actually the derivative with respect to...
1) An (open) electrical circuit consists of an inductor, a resistor, and a capacitor. There is an initial charge of 1 coulomb on the capacitor. At the instant the circuit is closed, a current of 7 amperes is present and a voltage of E(t) = 20 cos t is applied. In this circuit the voltage drop across the resistor is 7 times the instantaneous change in the charge, the voltage drop across the capacitor is 11 times the charge, and...
TASK (i): Find time-domain equations for a parallel LC resonant circuit An LC resonant circuit is sometimes referred to as an LC-tank or tuned circuit. It is made up of two components: an inductor (L) and a capacitor (C), hence the name. CAPACITOR 4 e V - + V - Figure 1: Capacitor symbol The charge on a capacitor is proportional to the voltage across it, the constant of proportionality being the capacitance C, measured in Farads (F). Since current...
All missing parts please.
(7%) Problem 6: A 16-Ω resistor, 45-uF capacitor, and 3.5-mH inductor are connected in series with an AC source of amplitude 13 V and frequency 135 Hz. 8% Part (a) What is the impedance of the circuit, in ohms? 8% Part (b) What is the amplitude of the current in the circuit, in amperes? 8% Part (c) What is the phase constant of the current, in degrees? 8% Part (d) With a source voltage of Vsourc,-Vocos(2π...
Please show work. Nice
handwriting appreciated. thank you
V1 0/12V C.I Rl 0.25 L1 1mH 22uF 1kHz Use Complex Analysis to analyze circuit. Express complex results in exponential notation. Analyze the RLC circuit. All phases are relative to the input voltage. 1. Determine the complex voltage (amplitude and phase) across the inductor. (76.7 V, 165 degh 2. Determine the complex voltage (ampl and phase) across the capacitor. (88.3V, -14 deg) 3. Determine the complex voltage (ampl and phase) across the...
. Convert the following pairs of voltage and current waveforms to phasor form. Each pair of waveforms corresponds to an unknown element. Determine whether the element is a resistor, a capacitor, or an inductor, when v(t) = 2 sin (150t - 42o) and i(t) = 13 cos (150t - 42o). The element is a(n) _____. Note: Write the component name in all lower case letters.
Please, answer to the following questions based on the diagram
provided.
1)Why is it L/R not LR for the charging and discharging a series
RL circuit?
2) In the determination of C in part II, what will you obseve if
the voltage probe was connected across decade resistor Rd? Can you
determine capacitance from this? (During the experiment we
connected voltage probes across capacitor)
3) In the determination of L in Part III, what will you obseve
if the voltage...