Question Bank Of Module three

A driving point impedance function is given by :



a)Plot the poles and zeroes of the function in the S-plane and give the type of the network it represents .

b)Synthesize three circuits to realize the function Z(S) and give their circuit connections .

A driving-point admittance function is given by :



a)Plot the poles and zeros of the function in the S-plane and give the type of the elements used to realize it .

b)Using a suitable type of scaling , synthesize two possible circuits to realize this function.

Given the following driving point impedance functions :



Choose an RC impedance function and synthesize three possible circuits to realize it .

A driving-point impedance function is given by :



a)Plot the poles and zeros of the function in the S-plane and give the type of the elements used to realize it .

b)Using a suitable type of scaling , synthesize three possible circuits to realize this function.

A driving-point admittance function is given by :



a)Plot the poles and zeros of the function in the S-plane and give the type of the elements used to realize it .

b)Using a suitable type of scaling , synthesize three possible circuits to realize this function.

Given the driving point impedance functions :



a)Which of the functions is not an LC impedance ? Give reasons .

b)Choose an LC impedance function and synthesize two of its possible Foster and Cauer circuits .