The_limit_cycle_mode_with_zero_input,_which_occurs_as_a_result_of_roun – McqOptions

MCQOPTIONS

1.	The_limit_cycle_mode_with_zero_input,_which_occurs_as_a_result_of_rounding_the_multiplications,_corresponds_to_an_equivalent_second_order_system_with_poles_at_z=¬¨¬®¬¨¬±1.$#
A.	True
B.	False
Answer» B. False

Discussion

No Comment Found

Related MCQs

What is the necessary and sufficient condition for a second order filter that no zero-input overflow limit cycles occur?
The limit cycle mode with zero input, which occurs as a result of rounding the multiplications, corresponds to an equivalent second order system with poles at z=±1.
What is the dead band of a single pole filter with a pole at 1/2 and represented by 4 bits?
Which of the following expressions define the dead band for a single-pole filter?
The oscillations in the output of the recursive system are called as ‘limit cycles’.
WHAT_IS_THE_DEAD_BAND_OF_A_SINGLE_POLE_FILTER_WITH_A_POLE_AT_1/2_AND_REPRESENTED_BY_4_BITS??$
What is the necessary and sufficient condition for a second order filter that no zero-input overflow limit cycles occur?$
The_limit_cycle_mode_with_zero_input,_which_occurs_as_a_result_of_rounding_the_multiplications,_corresponds_to_an_equivalent_second_order_system_with_poles_at_z=¬¨¬®¬¨¬±1.$#
What is the dead band of a single pole filter with a pole at 3/4 and represented by 4 bits?
An effective remedy for curing the problem of overflow oscillations is to modify the adder characteristic.