1. The Spaceship's communication channel can be modelled as a constant amplitude function in the frequency...

 

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1. The Spaceship's communication channel can be modelled as a constant amplitude function in the frequency domain, between -fc and +fc, Mathematically express and sketch this function. When fc = 4000Hz. 2. Transmission function can be expressed as: Srover(t) = 12000 sinc(6000t) cos(10000mt). Derive an expression for the corresponding representation of this function in the frequency domain, Srover(f), and sketch the magnitude spectrum. Low Pass, High Pass, Band Pass. 3. Determine the Transfer Function of the ideal filter, Hfilter(f), that is required to eliminate the spaceship's broadcast information and ensure the rover's signal is received. 4. Evaluate and sketch the final frequency domain function that defines the range of frequencies you will receive from the rover after applying your filter above. 1. The Spaceship's communication channel can be modelled as a constant amplitude function in the frequency domain, between -fc and +fc, Mathematically express and sketch this function. When fc = 4000Hz. 2. Transmission function can be expressed as: Srover(t) = 12000 sinc(6000t) cos(10000mt). Derive an expression for the corresponding representation of this function in the frequency domain, Srover(f), and sketch the magnitude spectrum. Low Pass, High Pass, Band Pass. 3. Determine the Transfer Function of the ideal filter, Hfilter(f), that is required to eliminate the spaceship's broadcast information and ensure the rover's signal is received. 4. Evaluate and sketch the final frequency domain function that defines the range of frequencies you will receive from the rover after applying your filter above.

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Solution 1 spaceship in freq domain fe VI B communication channel is const 4000 ... View the full answer