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Question 1) Analyses the mathematical model for the RFID antenna system.
Question 2) Analyses the Heuristic solution algorithm for optimization problems.
Question 3) Design the RFID MIN in 2D
Question 4) Design the short-range radar system and the transceiver RF system using MPLAP software.
Question 5) Design the 3D drawing for analyzing the electrical behavior.
Question 6) Estimate the parameters of the short-range radar system
Question 7) Fabricate the short-range radar system.
Please provide all the technical details such as graphs, diagrams, analysis results, designs
Now, If the opamp is a real op-amp with finite gain Ao=10,000, (for now assuming ro=0) but you use the same values for RF, C1 and C2 how do the gain and high-pass corner frequency change? What is the DC level of the output
If the highway is on level terrain with 8% large trucks and buses (no recreational vehicles) and the speed limit is 55 mi/h, what is the directional hourly volume?
Create a Moore FSM that has one Input and one output. The output is 1 If and only if both of the following conditions are met: The Input sequence contains exactly two groups of 1's.
LABORATORY - VEGETATION REFLECTANCE MODELS. Investigate the effects of vegetation parameters on canopy reflectance
The report should introduce the problem people are having with pipeline transportation, such as leakage and pipeline accidents in the past decades.
Discuss the relationship of humanity with the natural world. Compare one specific example of Chinese architecture (not the Great Wall) with one specific example of Japanese architecture, including shrines and temple sites. What underlying beliefs ..
APM1513 APPLIED LINEAR ALGEBRA ASSIGNMENT. How do you find the dominant eigenvalues and eigenvectors of the following matrix, using both eig and power method
IES3005 2017 Assignment. Find the impedance of the quarter wavelength matching section required to match the real part of the impedance
Analyze the control systems and determine whether they have self-regulation, what the process load would be and whether a process lag would be
Design a digital filter to remove as much noise as possible from the noisy signal, while at the same time preserving as much of the signal as possible
Design a 32:1 multiplexer using 16:1 multiplexer
Design a circuit whose output goes HIGH when its inputs are: A is high and B is lowand either input C or input D is also HIGH. Procedure: Derive a Boolean that describes the performance of the required circuit
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