radar's principles. solve using julia language code

Use Julia to build a methematical model of a Ballistic missile search radar. Assume the following parameters: - Transmitter - frequency a 5GHz - Peak Power = 400 KW - Waveform: - Pulse Width = from 1 to 40s (selectable) - Pulse Repetition frequency =0.25KHz - Receiver - Receiver noise figure (FF)=4dB o np=40 o SNRmin=13dB - Antenna - Parabolic Reflector Antenna with diameter =4 meters - Antenna efficiency =0.8 - Antenna reference noise temperature, T=15 - Systemi a Ls=8dB - Targer Search Requirements: - Target minimum res (d)=0.1(m2) o Search angles: - Azimuthangle extent =50 - Elevation angle extent from 5 to 55(1,2) - Recal that: =[sin(c2)sin(1)] steridians (a) - First, use the Average.Power form of the Radar Range Equation to plot the maximum detection range (Rmat) as a function of palse width(t). (b) - Select the pulse width, t, crossponding to Rman=600Km. (c) = Now use these parameters to calculate the total frame search time. Tf,. using the search form of the radar range equation. You will notice that Tf, is too large for a missile detection radar that must detect targets faster. (d) - Now, use the search form of the radar range equation to plot maximum detection range as a function of Tfa. (e) - Finally, using the required Tfo=60 sec, caltulate how much we need to adjest the dwell time, Td to achieve such repuinement. Explain your tesults. Rerall that. Tfs=MTdM=22