The total approximate reflection coefficient is a finite sum of refle – McqOptions

MCQOPTIONS

1.	The total approximate reflection coefficient is a finite sum of reflection co-efficient of individual matching section of the matching network.
A.	True
B.	False
Answer» B. False

Discussion

No Comment Found

Related MCQs

Using the relation for total reflection co-efficient certain designs of matching networks can be made as per practical requirements.
The total approximate reflection coefficient is a finite sum of reflection co-efficient of individual matching section of the matching network.
If ZL< Z0, then the reflection coefficient at that junction is:
To compute the total reflection of a multi-section transmission line, the lengths of the transmission lines considered are all unequal.
If a λ/4 transmission line is used for impedance matching, then always Г1> Г3.
The e-2jθ term in the expression for total reflection in a single section quarter wave transformer impedance matching network Г=Г1+ Г3e-2jθ signifies:
IF_Z<SUB>L</SUB><_Z<SUB>0</SUB>,_THEN_THE_REFLECTION_COEFFICIENT_AT_THAT_JUNCTION_IS:?$
Using the relation for total reflection co-efficient certain designs of matching networks can be made as per practical requirements.$
The_total_approximate_reflection_coefficient_is_a_finite_sum_of_reflection_co-efficient_of_individual_matching_section_of_the_matching_network.$
To compute the total reflection of a multi-section transmission line, the lengths of the transmission lines considered are all unequal?