HARDWARE MODEL:
PROGRAMMING MODEL:
FLAG MODEL:
Bit position of the various flags in the flag register of 8085
S - SIGN FLAG
Z - ZERO FLAG
AC - AUXILIARY FLAG
P - PARITY FLAG
CY - CARRY FLAG
NOTE:
I JUST GIVEN THE SKETCH OF THE HARDWARE MODEL,, PROGRAMMING MODEL , AND FALG MODEL
BECAUSE YOU NOT ASK FOR EXPLAINATION
(C2, CO, PO 1) Sketch the block diagram of Microprocessor 8085 hardware model, program model and flag model. Lakarkan g...
Problem 1: Convert the following transfer function model into state-space model and sketch its block diagram with x defined as the leftmost state variable. 2s2 +8s +6 s3 +8s2 +16s+6 Problem 1: Convert the following transfer function model into state-space model and sketch its block diagram with x defined as the leftmost state variable. 2s2 +8s +6 s3 +8s2 +16s+6
Topics: Frequency Response, Block Diagram Realizations A filter is characterized by its frequency response H(o)-3e-[cos(co)-1] a) Find the unit sample response. Answer. h[nl- b) Find the filter difference equation Answer: yln c) Sketch a block diagram realization of the filter: >
1 (60 points) the following block diagram where G(o)-3 (+1+30s+s) Gri (a) Sketch the root locus assuming a proportional controller is uned (b) Assume design specifications require a closed-loop pole at (-2+/1), Design a to make sure the root locus goes through this point. Afher the design, determine the value of K that will create the closed-loop pole at the desired poin
Question 1 (60 points) Consider the following block diagram where G (s) Froarss RMs) GIs) Gls) (a) Sketch the root locus assuming a proportional controller is used. (b) Assume design spocifications require a closed-loop pole at (-3+ j1). Design a lead compensator sure the root locus goes through this point. For the design, pick the pole of the compensator at -23 and analytically find its zero location. (c) Sketch the root locus with the lead compensator in place. Question 1...
Question 1 (60 points) Consider the following block diagram where G(s)- Controller R(s) G(s) (a) Sketch the root locus assuming a proportional controller is used. [25 points] (b) Design specifications require a closed-loop pole at (-3+j1). Design a lead compensator to make sure the root locus goes through this point. For the design, pick the pole of the compensator at-23 and analytically find its zero. (Hint: Lead compensator transfer function will be Ge (s)$+23 First plot the poles and zeros...