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CC - P2 - Promo 2028

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Recommended time: 2 min

Which parameter directly influences the propagation time of a step signal/step voltage  on the transmission line?

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Recommended time: 4 min

We consider a transmission line with a characteristic impedance of . A voltage generator with an impedance of is connected at the input of this line, and a load with an impedance of is connected at the output. 

Below is the voltage supplied by the generator as a function of time:

The initial voltage (for t<0)  at the output of the line is: 

 

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Recommended time: 4 min

We consider a transmission line with a characteristic impedance of . A voltage generator with an impedance of is connected at the input of this line, and a load with an impedance of is connected at the output. 

Below is the voltage supplied by the generator as a function of time:

The final voltage at the input of the line when \( t \to \infty  is 

 

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Recommended time: 3 min

We consider a transmission line with a characteristic impedance of . A voltage generator with an impedance of is connected at the input of this line, and a load with an impedance of is connected at the output. 

Below is the voltage supplied by the generator as a function of time:

If the voltage supplied by the generator varies only at \(  t = 0s, the voltage at the output of the line varies:

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Recommended time: 3 min

We consider a transmission line with a characteristic impedance of . A voltage generator with an impedance of is connected at the input of this line, and a load with an impedance of is connected at the output. 

The output reflection coefficient is: 

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Recommended time: 4 min

We consider a transmission line with a characteristic impedance of . A voltage generator with an impedance of is connected at the input of this line, and a load with an impedance of is connected at the output. 

Below is the voltage supplied by the generator as a function of time:

The input voltage variavtion at t=0s is 

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Recommended time : 2 mn

The reflection coefficient is defined as

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The unit of the Poynting vector is: 

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The power conservation's equation for an electromagnetic wave propagating in air/free space is:

is the Poynting vector ) 

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We consider an electromagnetic wave propagating in air medium. The expression of the magnetic field associated with this wave is:

We can deduce that:

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