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A 2.0 C charge moves with a velocity of ( 2.0i + 4.0j + 6.0k ) m/s and experiences a magnetic force of ( 4.0i - 20j + 12k ). The x component of the magnetic field is equal to zero. Determine the y component of the magnetic field.
A silicon bar is 2 micro meters long and has 100 micro meters squared cross section. It is doped with 1x10^17 cm^3 arsenic. a) Find the current with 1V applied at room temperature b) How long does it take for an electron to drift from one end of the ..
Three single-phase two-winding transformers, each rated 25 MVA, 34.5/13.8 kV, are connected to form a three-phase bank. Balance positive-sequence voltages are applied the high voltage terminals, and a balanced, resistive Y load connected
A telephone line has the following parameters: R = 40 W/m, G = 400 mS/m, L = 0.2 mH/m, C = 0.5 nF/m. (a) If the line operates at 10 MHz, calculate the characteristic impedance Zo and velocity u,
select a window function to limit the number of samples of an infinite impulse response and the filter specifications are the same, regardless of which window function you select. If you are given the option of using either a Hamming
1.Design a finite state machine (FSM) that transitions from 0 to 2 to 4 to 5 to 7 to 0. Write the VHDL code for the FSM. 2.Design a finite state machine that detects two consecutive zeros (0s).
Why is V2 and the 2kO resistor included in the KCL equation at node V1. Similarly, why is V1 and the 3kO resistor included in the KCL equation at node V2.
Write an instruction sequence to subtract the 6-byte number stored at $800-$805 from the 6-byte store a $810-$805, and save the result at $900-$905
Design an ac-dc voltage converter based on half-wave rectification and filtering. The requirements are: 1. Choose the values of the load resistor R and the capacitor C so that the converter will have a ripple factor of 10%
A 10 micro-Farad capacitor C1 is charged with 150 micro-Coulombs. An uncharged 15 micro-Farad capacitor, C2, is connected in parallel to C1. What is the resulting charge distribution, Q1 and Q2, on each respective capacitor
(a) Find the Fourier transform X(Ω) of x(t). (b) Is x(t) band limited. If so, find its maximum frequency Ωmax. (c) Suppose that Ts = 2π. How does Ωs relate to the Nyquist frequency 2Ωmax. Explain.
Calculate the torsional spring stiffness constant for a steel shaft 0.5" in diameter and 2.5 ft long.
A 3.3 uH inductor is connected to a current source. The current of the source is changing according to time as 8.6 * t A. What is the voltage drop across this inductor (UNIT:mV)
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