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Application: Electrostatic precipitator. The designers of the precipitator in Problem 5.34 found that they cannot make two half-shells as needed, but they can make the precipitator of four quarter shells and connect them as shown in Figure 5.55. All other data remain the same as in Problem 5.34. Calculate:
(a) The potential inside and outside the stack.
(b) The electric field intensity inside and outside the stack.
Problem 5.34
Application: Electrostatic precipitator. An electrostatic precipitator is made by lining the interior of a smoke stack with two half-shells as shown in cross section in Figure 5.54. Assume the stack is very long and a potential difference of 100 kV is connected as shown. Calculate:
Design the 4-bit adder/subtractor circuit with look ahead carry circuit. Draw a logic circuit diagram of your circuit with pin numbers on all logic gates.
The failed machine will be immediately replaced with a brand new one upon the failure and the replacement time is negligible. Each machine will cost $100,000 dollars and the system is designed to run for 5 years.
a). Without calculating E(z), find its poles. b). Give the rule that you used in part (a). c). Verify the results of part (a) by calculating E(z). d). Compare the zero of E(z) with that of E(s).
If 10 rock drills are in the stoping section that is located a total distance of 1500m from the shaft bottom determine the pressure and quantity requirements required of a compressor at surface to service the requirements of these rock drills.
Use rail voltages of +/-15V. Sketch the circuit diagram and the voltage transfer characteristic (Vout vs Vin) Discuss how you chose the values of the components and comment on how accurately you think you can achieve the specification.
standard implant problem a what implant energy is necessary to make a boron implant through a 110nm layer of gate oxide
Points A [at ( 3 , 6 )m] and B [at ( 8, -3 )m] are in a region where the electric field is uniform and given by E= 12i N/C. What is the electric potential difference ( Vb - Va )
Let's say that an object covers a distance of 3 m in 5 seconds under constant acceleration. Use kinematics equations and Newton's second law to calculate the following: a) the acceleration of the can, b) the net force on the can,
The energy (power) in Watts in an electrical circuit is described by P = VI, where V is volts and I is current
Find the power spectral density and autocorrelation function of the random process ate the filter output - what are the mean and variance of this output and determine the mean and variance of the random variable
Design the minimum-cost circuit and compare its cost with combined costs of two circuits that implement f and g separately. Assume that the input variables are available in both uncomplemented and complemented forms.
1 please explain the relation between laplace and fourier transform similarities and differences with an example?2
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