I have a 2D double precision array that is being manipulated in parallel by several processes. Each process manipulates a part of the array, and at the end of every iteration, I need to ensure that all the processes have the SAME copy of the 2D array.
Assuming an array of size 10*10 and 2 processes (or processors). Process 1 (P1) manipulates the first 5 rows of the 2D row (5*10=50 elements in total) and P2 manipulates the last 5 rows (50 elements total). And at the end of each iteration, I need P1 to have (ITS OWN first 5 rows + P2's last 5 rows). P2 should have (P1's first 5 rows + it's OWN last 5 rows). I hope the scenario is clear.
I am trying to broadcast using the code given below. But my program keeps exiting with this error: "APPLICATION TERMINATED WITH THE EXIT STRING: Hangup (signal 1)".
I am already using a contiguous 2D memory allocator as pointed out here: MPI_Bcast a dynamic 2d array by Jonathan. But I am still getting the same error.
Can someone help me out?
My code:
double **grid, **oldgrid;
int gridsize; // size of grid
int rank, size; // rank of current process and no. of processes
int rowsforeachprocess, offset; // to keep track of rows that need to be handled by each process
/* allocation, MPI_Init, and lots of other stuff */
rowsforeachprocess = ceil((float)gridsize/size);
offset = rank*rowsforeachprocess;
/* Each process is handling "rowsforeachprocess" #rows.
* Lots of work done here
* Now I need to broadcast these rows to all other processes.
*/
for(i=0; i<gridsize; i++){
MPI_Bcast(&(oldgrid[i]), gridsize-2, MPI_DOUBLE, (i/rowsforeachprocess), MPI_COMM_WORLD);
}
Part 2: The code above is part of a parallel solver for the laplace equation using 1D decomposition and I did not want to use a Master-worker model. Will my code be easier if I use a Master-worker model?
The crash-causing problem here is a 2d-array pointer issue -- &(oldgrid[i]) is a pointer-to-a-pointer to doubles, not a pointer to doubles, and it points to the pointer to row i of your array, not to row i of your array. You want
MPI_Bcast(&(oldgrid[i][0]),..
orMPI_Bcast(oldgrid[i],...
.There's another way to do this, too, which only uses one expensive collective communicator instead of one per row; if you need everyone to have a copy of the whole array, you can use MPI_Allgather to gather the data together and distribute it to everyone; or, in the general case where the processes don't have the same number of rows, MPI_Allgatherv. Instead of the loop over broadcasts, this would look a little like:
where counts are the number of items sent by each task, and displs are the displacements.
But finally, are you sure that every process has to have a copy of the entire array? If you're just computing a laplacian, you probably just need neighboring rows, not the whole array.
This would look like: