Question: Would you please write a matlab program for me . ENGR 200 SUMMER 2017 P9: WIND TURBINE POWER CALCULATIONS (MATLAB, one-dimensional array) DUE POINTS: 50

Would you please write a matlab program for me .  Would you please write a matlab program for me . ENGR
200 SUMMER 2017 P9: WIND TURBINE POWER CALCULATIONS (MATLAB, one-dimensional array) DUE

ENGR 200 SUMMER 2017 P9: WIND TURBINE POWER CALCULATIONS (MATLAB, one-dimensional array) DUE POINTS: 50 INTRODUCTION: Wind power depends on the volume of the air, the speed of the air, and the mass of the air Power production from a wind powered generator depends on the size of the turbine, the speed of the air, and the efficiency of the turbine and generator The wind power equation is: where P-power in watts, ?" air density ( 1.225 kg/m3 at sea level and 15C), A-swept area of rotating turbine blades in square meters, and v - wind speed in meters per second In 1919, the German physicist Albert Betz concluded that no wind turbine could convert more than 593% of the kinetic energy of the wind into mechanical energy. This is known as the Betz limit or Betz's law. Thus, the theoretical power efficiency of any wind turbine design is about 0.59 (59%). When a power coefficient of 59% is applied to the above equation, we get: P = 0.59"(pAv) However, the real world power coefficient limit is generally considered well below the Betz limit. Values of 35% to 45% are common even in the best designed wind powered turbines. Other factors, such as the gear box, bearings, and generator, reduce the power coefficient to 10 30%. Thus, only 10-30% of the wind power is actually converted to usable electrical energy. ASSIGNMENT: Write a MATLAB program that will load the wind speeds in mph from the input file wind_speeds into a one-dimensional matrix. The program will prompt the user to enter the air density in kg/m and the blade radius in cm. Use the following prompts in your input command statements: Enter air density in kg/m3: Enter blade radius in cm Use a blade radius of 50 cm for testing your code. Your program will convert wind speed in mph to meters/second (multiply wind speed in mph by 0.44704) and convert cm to meters. The program below. Notice that you are computing four separate power columns: one for 10% one for 20%, will use the one-dimensional matrix of wind speeds to generate a report as shown

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