Please answer below question with full detailed explanation in type written, no hand writing please.

What is the basic difference between synchronous machine and induction machine? Why induction motor is more common as compared to induction generator?

hi,I have this C++ program,can someone add few comments with explanation what is the logic and what is what?thank you I m total beginner

#include <iostream>

using namespace std;

int ArraySum(int MyArray[], int size){
    int* p = MyArray;
    int sum = 0;
    while(p<MyArray+size){
        sum += *p;
        p++;
    }
    return sum;
}

int main()
{
    int MyArray[10] = {4, 0, 453, 1029, 44, 67, 111, 887, 4003, 1002};
    
    cout<<ArraySum(MyArray,10);

    return 0;
}

1. What is a CHP system and why is it efficient?

2. Explain the direct use of geothermal energy and a geothermal heat pump.

3. Describe the types of biomass energy that can be used in buildings.

4. Describe photovoltaic (PV) power and where it can be used in buildings.

5. How does elevation of a wind turbine affect turbine output?

6. Explain the components of a run-of-the-river hydropower system.

7. With respect to a rainwater harvesting system, explain first-flush washing

demonstrate that the magnetic field induced by the displacement current present between the plates of a parallel plate capacitor of radius R, separated at a distance d, which is being charged by a current I, is maximum just at the edge of the plates. Draw a picture that shows the Amperian spiral you are considering, as well as the surface related to it. Suggestion beware of different surfaces, characterize each with a different radius.

Write a MATLAB code to obtain the following. Keep your code commented whenever required. Copy your source code and command widow outcomes and screen shots of any plots in your solution.

Develop three functions for temperature-conversion.

• Create a function called F_to_K that converts and return temperatures in Fahrenheit to Kelvin and store results in ‘F_to_K2.txt’.
• Create a function called C_to_R that converts and return temperatures in Celsius to Rankine and store results in ‘C_to_R2.txt’.
• Create a function called C_to_F that converts and return temperatures in Celsius to Fahrenheit and store results in ‘C_to_F2.txt’.

Use the following equations to achieve these conversions.

1 degree Fahrenheit =255.928 Kelvin

1 degree Celsius =493.47 Rankine

1 degree Celsius =33.8 degrees Fahrenheit

• Write an appropriate MATLAB code to collectively call and test these functions.
  • It should import data from ‘Tempr2.txt’ and convey it to each of the above mentioned user defined functions. ‘Tempr2.txt’ is available on BlackBoard under the folder Final_Exam.
  • It should display on the command window one conversion table for each case while displaying first 20 inputs and converted values.
  • It should also display a table on the command window, which presents the mean, median, variance and standard deviation values according to the following Table.

Tempr2

70.000000
54.000000
-58.000000
-4.000000
-32.000000
17.000000
110.000000
-39.000000
102.000000
-18.000000
-28.000000
35.000000
40.000000
19.000000
-68.000000
-30.000000
-38.000000
-21.000000
-34.000000
26.000000
56.000000
-8.000000
33.000000
43.000000
12.000000
-9.000000
-22.000000
-53.000000
-9.000000
13.000000
-4.000000
16.000000
7.000000
39.000000
-27.000000
-1.000000
17.000000
-14.000000
19.000000
-84.000000
28.000000
28.000000
5.000000
-13.000000
-17.000000
-80.000000
60.000000
37.000000
-49.000000
-69.000000
-14.000000
39.000000
47.000000
32.000000
43.000000
93.000000
-80.000000
28.000000
2.000000
-32.000000
41.000000
5.000000
65.000000
-47.000000
-37.000000
27.000000
-39.000000
11.000000
-15.000000
60.000000
27.000000
-15.000000
-27.000000
-15.000000
125.000000
3.000000
-5.000000
-5.000000
81.000000
-82.000000
61.000000
-31.000000
-9.000000
39.000000
-42.000000
26.000000
1.000000
-65.000000
15.000000
34.000000
37.000000
-23.000000
4.000000
36.000000
32.000000
-14.000000
-59.000000
19.000000
21.000000
80.000000
-73.000000
-13.000000
27.000000
-0.000000
106.000000
-13.000000
-113.000000
41.000000
-65.000000
71.000000
25.000000
-12.000000
-44.000000
98.000000
20.000000
-19.000000
-30.000000
-4.000000
68.000000
101.000000
6.000000
26.000000
21.000000
-77.000000
12.000000
-20.000000
-16.000000
-3.000000
-140.000000
-32.000000
43.000000
11.000000
-21.000000
-12.000000
-49.000000
-30.000000
-24.000000
-4.000000
34.000000
4.000000
1.000000
-37.000000
54.000000
17.000000
33.000000
16.000000
45.000000
81.000000
-17.000000
32.000000
39.000000
5.000000
101.000000
-44.000000
-19.000000
9.000000
6.000000
-6.000000
-19.000000
46.000000
2.000000
-35.000000
91.000000
51.000000
79.000000
4.000000
101.000000
51.000000
-85.000000
-58.000000
34.000000
-1.000000
-2.000000
59.000000
90.000000
25.000000
11.000000
118.000000
4.000000
-18.000000
-25.000000
-32.000000
9.000000
-38.000000
-88.000000
-59.000000
27.000000
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65.000000
121.000000
-49.000000
73.000000
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-16.000000
49.000000
37.000000
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56.000000
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-33.000000
-57.000000
2.000000
-14.000000
-11.000000
16.000000
-10.000000
-80.000000
-25.000000
-21.000000
-81.000000
49.000000
-103.000000
26.000000
-10.000000
-13.000000
37.000000
-10.000000
-6.000000
-39.000000
61.000000
55.000000
39.000000
32.000000
41.000000
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25.000000
37.000000
-30.000000
6.000000
33.000000
-31.000000
5.000000
-4.000000
67.000000
29.000000
60.000000
36.000000
55.000000
0.000000
11.000000
-26.000000
24.000000
159.000000
10.000000
3.000000
48.000000
-73.000000
61.000000
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A company asks you to design a controller for a basketball machine that will indicate that a player has won a game if they get a total of 3 points. There are two sensors in this machine. One in the backboard and on the inside of the orange rim. If a player shoots a shot and the ball hits the backboard and the ball goes through the rim, then the play will gain 1 point. If the player shoots the ball and it doesn't hit the backboard and the ball just goes through the rim, then the play will gain 2 points. If the player hits the backboard and the ball does not go through the rim, then the player will lose 1 point. The total score can only go down to zero and cannot become negative. If the ball does not go through the rim or hit backboard, then it will count as a no shot and nothing will happen. Once the player scores three points, the game ends, and a light will indicate that the player has won.

Part A: Make a state table that describes each state in plain English and describe each binary value used.

Part B: Make a state diagram.

Park C: Make a k-map.

Part D: Make the synchronous machine schematic.

You can use either a Moore or Mealy machine and either a J-K Flip Flop or a D Flip Flop.

I was thinking about using 2-bit binary but then I got stuck so I switched to 3-bit binary and what I have looks good to me but now making the k-map is making me doubt what I have so here I am asking for help.

Write an essay about the online education at your university ?

What are the roles of turbines and cooling towers in cycling (eg Rankine cycle) systems? Support your explanation providing a few pictures of these systems (You can google it or search in your book) and explain how they work.

design a sequence detector that detects the sequence: 110. The device has one input x and one output Y. When the input sequence is set to 1 followed by a 1 followed by a 0, then Y is set to 1 otherwise Y is set to 0. Use J-K flip-flops and minimum number of states is designing this detector and show the followings:

a) Show the state diagram
b)Show the state table for this detector

Write a truth table for Moore finite state machine modeling a traffic light.

Can anyone write a Verilog code and a test bench for a universal shift register with 4 bits using D flip flop? Thanks

Consider an electron beam of uniform circular cross-section with a diameter of 1 mm. The electrons are accelerated from the cathode to the anode, which are separated by 1 m. The electrons are generated at the cathode and therefore have negligible velocity at this position. The electrons accelerate at a rate of 108 ?/?2 between the cathode and anode. The current density at the anode is 104 ?/?2 .

Find the current density as a function of position between the cathode and anode.

A 50-Hz, 440-V, 6 pole wye connected induction motor is rated at 75 kW. The equivalent parameters are as follows: RS = 0.082 Ω; RR’ = 0.07 Ω; XS = 0.19 Ω; XR’ = 0.18 Ω; XM = 7.2 Ω The losses associated with the machine are field and winding, miscellaneous and core loss with values of 1.3 kW, 150 W and 1.4 kW, respectively. For a slip of 4 %, determine:

a) The line current

b) The stator power factor

c) The stator copper losses

d) The air-gap power

e) The developed power

f) The induced torque

g) The motor speed in rad/s

h) The load torque

i) The overall machine efficiency