Suppose that we have 3 periodic real-time tasks: T1(1, 3), T2 (2, 4), and T3(1, 6). Generate the schedule within LCM with EDF scheduling.
Given Task :T1(1, 3), T2 (2, 4), and T3(1, 6).
Task |
CPU Time |
Deadline |
T1 |
1 |
3 |
T2 |
2 |
4 |
T3 |
1 |
6 |
Step1 : Calculate the Hyperperiod (Since period is not given we can consider deadline as period)
Hyperperiod= LCM of Deadlines of all three process/task
= LCM(3,4,6) = 12
Step2 : Let see how Earliest deadline First works with below algorithm
For each time unit { For each ready process { Process with closest deadline will execute first } } |
Now at Time t=0 , all process are ready for execution
Lets mark the deadline for each process
Now from the above we can see T1’s deadline is closest to t=0
So T1 executes for 1 time unit and it completes
Now we are left with T2 and T3 as ready Process
T2 has closest deadline to t=1
Now T2 executes from 1 time unit
Again at t=2 the process with closest deadline will be checked and it is T2 again
Now T2 executes for 1 time unit and completes
Now at t=3 , T1 and T3 are in ready queue
Again T1 is closest hence it will execute for 1 time unit
Now at t=4 , T2 and T3 are in ready queue
T3’s deadline is closest hence T3 executes for 1 time unit and completes
At t=5 , only T2 in ready queue
Now T2 executes for 1 time unit
At t=6 , T1 , T2 and T3 all three are in ready queue, but T2’s deadline is closest
Now T2 executes for 1 time unit and completes
At t=7 , T 1 and T3 in ready queue, T1’s deadline is closest
T1 executes for 1 time unit and it completes
At t=8, T2 and T3 are in ready queue, but both have same deadline so we will check for CPU time
Since T3 has less CPU time it will execute for 1 time unit and completes
At t=9, T1 and T2 are in ready queue , but both have same deadline so we will check for CPU time
Since T1 has less CPU time it will execute for 1 time unit and completes
At t =10 , only T2 in ready queue
T2 executes for one time unit and again for one time unit as there is no other process in ready queue
Suppose that we have 3 periodic real-time tasks: T1(1, 3), T2 (2, 4), and T3(1, 6)....
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