Worker Pools in Modelica
Our example demonstrates how to implement a worker pool using Modelica’s synchronization and concurrency features.
model WorkerPool
constant Integer numJobs = 5;
constant Integer numWorkers = 3;
class Job
Integer id;
Boolean finished = false;
end Job;
Job[numJobs] jobs;
Integer[numJobs] results;
Integer jobsCompleted = 0;
function worker
input Integer id;
input Job job;
output Integer result;
algorithm
print("worker " + String(id) + " started job " + String(job.id));
Modelica.Utilities.System.sleep(1);
print("worker " + String(id) + " finished job " + String(job.id));
result := job.id * 2;
job.finished := true;
end worker;
equation
when jobsCompleted == numJobs then
terminate("All jobs completed");
end when;
algorithm
// Initialize jobs
for i in 1:numJobs loop
jobs[i].id := i;
end for;
// Start workers
for w in 1:numWorkers loop
Modelica.Utilities.Streams.print("Starting worker " + String(w));
for j in 1:numJobs loop
when pre(not jobs[j].finished) then
results[j] := worker(w, jobs[j]);
jobsCompleted := jobsCompleted + 1;
end when;
end for;
end for;
end WorkerPool;
In this Modelica implementation, we create a WorkerPool
model that simulates a worker pool with concurrent job processing. Here’s a breakdown of the code:
We define constants for the number of jobs and workers.
A
Job
class is created to represent each job with an id and a finished status.We create arrays to store jobs and results, and a counter for completed jobs.
The
worker
function simulates the work done by each worker. It takes a job, prints start and finish messages, sleeps for a second to simulate work, and returns a result.We use an equation to terminate the simulation when all jobs are completed.
In the algorithm section, we initialize the jobs and start the workers.
For each worker, we use
when
statements to process unfinished jobs. This simulates concurrent execution in Modelica.When a job is finished, we store the result and increment the
jobsCompleted
counter.
To run this model, you would typically use a Modelica simulation environment. The output would show jobs being processed by different workers, similar to the original example.
Note that Modelica doesn’t have built-in constructs for true parallel execution like Go’s goroutines. This implementation simulates concurrency within Modelica’s equation-based paradigm. In a real-world scenario, the actual parallelism would depend on the Modelica tool’s capabilities and the underlying hardware.