ngspice/src/maths/sparse/spoutput.c

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/*
* MATRIX OUTPUT MODULE
*
* Author: Advisor:
* Kenneth S. Kundert Alberto Sangiovanni-Vincentelli
* UC Berkeley
*
* This file contains the output-to-file and output-to-screen routines for
* the matrix package.
*
* >>> User accessible functions contained in this file:
* spPrint
* spFileMatrix
* spFileVector
* spFileStats
*
* >>> Other functions contained in this file:
*/
/*
* Revision and copyright information.
*
* Copyright (c) 1985,86,87,88,89,90
* by Kenneth S. Kundert and the University of California.
*
* Permission to use, copy, modify, and distribute this software and
* its documentation for any purpose and without fee is hereby granted,
* provided that the copyright notices appear in all copies and
* supporting documentation and that the authors and the University of
* California are properly credited. The authors and the University of
* California make no representations as to the suitability of this
* software for any purpose. It is provided `as is', without express
* or implied warranty.
*/
/*
* IMPORTS
*
* >>> Import descriptions:
* spConfig.h
* Macros that customize the sparse matrix routines.
* spMatrix.h
* Macros and declarations to be imported by the user.
* spDefs.h
* Matrix type and macro definitions for the sparse matrix routines.
*/
#include <assert.h>
#include <stdlib.h>
#define spINSIDE_SPARSE
#include "spconfig.h"
#include "ngspice/spmatrix.h"
#include "spdefs.h"
int Printer_Width = PRINTER_WIDTH;
#include "ngspice/config.h"
#ifdef HAS_WINGUI
#include "ngspice/wstdio.h"
#endif
#if DOCUMENTATION
/*
* PRINT MATRIX
*
* Formats and send the matrix to standard output. Some elementary
* statistics are also output. The matrix is output in a format that is
* readable by people.
*
* >>> Arguments:
* Matrix <input> (char *)
* Pointer to matrix.
* PrintReordered <input> (int)
* Indicates whether the matrix should be printed out in its original
* form, as input by the user, or whether it should be printed in its
* reordered form, as used by the matrix routines. A zero indicates that
* the matrix should be printed as inputed, a one indicates that it
* should be printed reordered.
* Data <input> (int)
* Boolean flag that when FALSE indicates that output should be
* compressed such that only the existence of an element should be
* indicated rather than giving the actual value. Thus 11 times as
* many can be printed on a row. A zero signifies that the matrix
* should be printed compressed. A one indicates that the matrix
* should be printed in all its glory.
* Header <input> (int)
* Flag indicating that extra information should be given, such as row
* and column numbers.
*
* >>> Local variables:
* Col (int)
* Column being printed.
* ElementCount (int)
* Variable used to count the number of nonzero elements in the matrix.
* LargestElement (RealNumber)
* The magnitude of the largest element in the matrix.
* LargestDiag (RealNumber)
* The magnitude of the largest diagonal in the matrix.
* Magnitude (RealNumber)
* The absolute value of the matrix element being printed.
* PrintOrdToIntColMap (int [])
* A translation array that maps the order that columns will be
* printed in (if not PrintReordered) to the internal column numbers.
* PrintOrdToIntRowMap (int [])
* A translation array that maps the order that rows will be
* printed in (if not PrintReordered) to the internal row numbers.
* pElement (ElementPtr)
* Pointer to the element in the matrix that is to be printed.
* pImagElements (ElementPtr [ ])
* Array of pointers to elements in the matrix. These pointers point
* to the elements whose real values have just been printed. They are
* used to quickly access those same elements so their imaginary values
* can be printed.
* Row (int)
* Row being printed.
* Size (int)
* The size of the matrix.
* SmallestDiag (RealNumber)
* The magnitude of the smallest diagonal in the matrix.
* SmallestElement (RealNumber)
* The magnitude of the smallest element in the matrix excluding zero
* elements.
* StartCol (int)
* The column number of the first column to be printed in the group of
* columns currently being printed.
* StopCol (int)
* The column number of the last column to be printed in the group of
* columns currently being printed.
* Top (int)
* The largest expected external row or column number.
*/
void
spPrint(MatrixPtr Matrix, int PrintReordered, int Data, int Header)
{
int J = 0;
int I, Row, Col, Size, Top;
int StartCol = 1, StopCol, Columns, ElementCount = 0;
double Magnitude;
double SmallestDiag = 0;
double SmallestElement = 0;
double LargestElement = 0.0, LargestDiag = 0.0;
ElementPtr pElement, *pImagElements;
int *PrintOrdToIntRowMap, *PrintOrdToIntColMap;
/* Begin `spPrint'. */
assert( IS_SPARSE( Matrix ) );
Size = Matrix->Size;
SP_CALLOC(pImagElements, ElementPtr, Printer_Width / 10 + 1);
if ( pImagElements == NULL)
{
Matrix->Error = spNO_MEMORY;
SP_FREE(pImagElements);
return;
}
/* Create a packed external to internal row and column translation
array. */
# if TRANSLATE
Top = Matrix->AllocatedExtSize;
#else
Top = Matrix->AllocatedSize;
#endif
SP_CALLOC( PrintOrdToIntRowMap, int, Top + 1 );
if ( PrintOrdToIntRowMap == NULL)
{
Matrix->Error = spNO_MEMORY;
SP_FREE(pImagElements);
return;
}
SP_CALLOC( PrintOrdToIntColMap, int, Top + 1 );
if (PrintOrdToIntColMap == NULL)
{
Matrix->Error = spNO_MEMORY;
SP_FREE(pImagElements);
SP_FREE(PrintOrdToIntRowMap);
return;
}
for (I = 1; I <= Size; I++)
{
PrintOrdToIntRowMap[ Matrix->IntToExtRowMap[I] ] = I;
PrintOrdToIntColMap[ Matrix->IntToExtColMap[I] ] = I;
}
/* Pack the arrays. */
for (J = 1, I = 1; I <= Top; I++)
{
if (PrintOrdToIntRowMap[I] != 0)
PrintOrdToIntRowMap[ J++ ] = PrintOrdToIntRowMap[ I ];
}
for (J = 1, I = 1; I <= Top; I++)
{
if (PrintOrdToIntColMap[I] != 0)
PrintOrdToIntColMap[ J++ ] = PrintOrdToIntColMap[ I ];
}
/* Print header. */
if (Header)
{
printf("MATRIX SUMMARY\n\n");
printf("Size of matrix = %1d x %1d.\n", Size, Size);
if ( Matrix->Reordered && PrintReordered )
printf("Matrix has been reordered.\n");
putchar('\n');
if ( Matrix->Factored )
printf("Matrix after factorization:\n");
else
printf("Matrix before factorization:\n");
SmallestElement = LARGEST_REAL;
SmallestDiag = SmallestElement;
}
/* Determine how many columns to use. */
Columns = Printer_Width;
if (Header) Columns -= 5;
if (Data) Columns = (Columns+1) / 10;
/* Print matrix by printing groups of complete columns until all
* the columns are printed. */
J = 0;
while ( J <= Size )
{
/* Calculatestrchr of last column to printed in this group. */
StopCol = StartCol + Columns - 1;
if (StopCol > Size)
StopCol = Size;
/* Label the columns. */
if (Header)
{
if (Data)
{
printf(" ");
for (I = StartCol; I <= StopCol; I++)
{
if (PrintReordered)
Col = I;
else
Col = PrintOrdToIntColMap[I];
printf(" %9d", Matrix->IntToExtColMap[ Col ]);
}
printf("\n\n");
}
else
{
if (PrintReordered)
printf("Columns %1d to %1d.\n",StartCol,StopCol);
else
{
printf("Columns %1d to %1d.\n",
Matrix->IntToExtColMap[ PrintOrdToIntColMap[StartCol] ],
Matrix->IntToExtColMap[ PrintOrdToIntColMap[StopCol] ]);
}
}
}
/* Print every row ... */
for (I = 1; I <= Size; I++)
{
if (PrintReordered)
Row = I;
else
Row = PrintOrdToIntRowMap[I];
if (Header)
{
if (PrintReordered && !Data)
printf("%4d", I);
else
printf("%4d", Matrix->IntToExtRowMap[ Row ]);
if (!Data) putchar(' ');
}
/* ... in each column of the group. */
for (J = StartCol; J <= StopCol; J++)
{
if (PrintReordered)
Col = J;
else
Col = PrintOrdToIntColMap[J];
pElement = Matrix->FirstInCol[Col];
while(pElement != NULL && pElement->Row != Row)
pElement = pElement->NextInCol;
if (Data)
pImagElements[J - StartCol] = pElement;
if (pElement != NULL)
{
/* Case where element exists */
if (Data)
printf(" %9.3g", pElement->Real);
else
putchar('x');
/* Update status variables */
if ( (Magnitude = ELEMENT_MAG(pElement)) > LargestElement )
LargestElement = Magnitude;
if ((Magnitude < SmallestElement) && (Magnitude != 0.0))
SmallestElement = Magnitude;
ElementCount++;
}
/* Case where element is structurally zero */
else
{
if (Data)
printf(" ...");
else
putchar('.');
}
}
putchar('\n');
if (Matrix->Complex && Data)
{
printf(" ");
for (J = StartCol; J <= StopCol; J++)
{
if (pImagElements[J - StartCol] != NULL)
{
printf(" %8.2gj",
pImagElements[J-StartCol]->Imag);
}
else printf(" ");
}
putchar('\n');
}
}
/* Calculatestrchr of first column in next group. */
StartCol = StopCol;
StartCol++;
putchar('\n');
}
if (Header)
{
printf("\nLargest element in matrix = %-1.4g.\n", LargestElement);
printf("Smallest element in matrix = %-1.4g.\n", SmallestElement);
/* Search for largest and smallest diagonal values */
for (I = 1; I <= Size; I++)
{
if (Matrix->Diag[I] != NULL)
{
Magnitude = ELEMENT_MAG( Matrix->Diag[I] );
if ( Magnitude > LargestDiag ) LargestDiag = Magnitude;
if ( Magnitude < SmallestDiag ) SmallestDiag = Magnitude;
}
}
/* Print the largest and smallest diagonal values */
if ( Matrix->Factored )
{
printf("\nLargest diagonal element = %-1.4g.\n", LargestDiag);
printf("Smallest diagonal element = %-1.4g.\n", SmallestDiag);
}
else
{
printf("\nLargest pivot element = %-1.4g.\n", LargestDiag);
printf("Smallest pivot element = %-1.4g.\n", SmallestDiag);
}
/* Calculate and print sparsity and number of fill-ins created. */
printf("\nDensity = %2.2f%%.\n", ((double)(ElementCount * 100)) /
((double)(Size * Size)));
printf("Number of originals = %1d.\n", Matrix->Originals);
if (!Matrix->NeedsOrdering)
printf("Number of fill-ins = %1d.\n", Matrix->Fillins);
}
putchar('\n');
(void)fflush(stdout);
SP_FREE(PrintOrdToIntColMap);
SP_FREE(PrintOrdToIntRowMap);
return;
}
/*
* OUTPUT MATRIX TO FILE
*
* Writes matrix to file in format suitable to be read back in by the
* matrix test program.
*
* >>> Returns:
* One is returned if routine was successful, otherwise zero is returned.
* The calling function can query errno (the system global error variable)
* as to the reason why this routine failed.
*
* >>> Arguments:
* Matrix <input> (char *)
* Pointer to matrix.
* File <input> (char *)
* Name of file into which matrix is to be written.
* Label <input> (char *)
* String that is transferred to file and is used as a label.
* Reordered <input> (int)
* Specifies whether matrix should be output in reordered form,
* or in original order.
* Data <input> (int)
* Indicates that the element values should be output along with
* the indices for each element. This parameter must be TRUE if
* matrix is to be read by the sparse test program.
* Header <input> (int)
* Indicates that header is desired. This parameter must be TRUE if
* matrix is to be read by the sparse test program.
*
* >>> Local variables:
* Col (int)
* The original column number of the element being output.
* pElement (ElementPtr)
* Pointer to an element in the matrix.
* pMatrixFile (FILE *)
* File pointer to the matrix file.
* Row (int)
* The original row number of the element being output.
* Size (int)
* The size of the matrix.
*/
int
spFileMatrix(MatrixPtr Matrix, char *File, char *Label, int Reordered,
int Data, int Header)
{
int I, Size;
ElementPtr pElement;
int Row, Col, Err;
FILE *pMatrixFile;
/* Begin `spFileMatrix'. */
assert( IS_SPARSE( Matrix ) );
/* Open file matrix file in write mode. */
if ((pMatrixFile = fopen(File, "w")) == NULL)
return 0;
/* Output header. */
Size = Matrix->Size;
if (Header)
{
if (Matrix->Factored && Data)
{
Err = fprintf(pMatrixFile,
"Warning : The following matrix is "
"factored in to LU form.\n");
if (Err < 0)
return 0;
}
if (fprintf(pMatrixFile, "%s\n", Label) < 0)
return 0;
Err = fprintf( pMatrixFile, "%d\t%s\n", Size,
(Matrix->Complex ? "complex" : "real"));
if (Err < 0)
return 0;
}
/* Output matrix. */
if (!Data)
{
for (I = 1; I <= Size; I++)
{
pElement = Matrix->FirstInCol[I];
while (pElement != NULL)
{
if (Reordered)
{
Row = pElement->Row;
Col = I;
}
else
{
Row = Matrix->IntToExtRowMap[pElement->Row];
Col = Matrix->IntToExtColMap[I];
}
pElement = pElement->NextInCol;
if (fprintf(pMatrixFile, "%d\t%d\n", Row, Col) < 0) return 0;
}
}
/* Output terminator, a line of zeros. */
if (Header)
if (fprintf(pMatrixFile, "0\t0\n") < 0) return 0;
}
if (Data && Matrix->Complex)
{
for (I = 1; I <= Size; I++)
{
pElement = Matrix->FirstInCol[I];
while (pElement != NULL)
{
if (Reordered)
{
Row = pElement->Row;
Col = I;
}
else
{
Row = Matrix->IntToExtRowMap[pElement->Row];
Col = Matrix->IntToExtColMap[I];
}
Err = fprintf
( pMatrixFile,"%d\t%d\t%-.15g\t%-.15g\n",
Row, Col, pElement->Real, pElement->Imag
);
if (Err < 0) return 0;
pElement = pElement->NextInCol;
}
}
/* Output terminator, a line of zeros. */
if (Header)
if (fprintf(pMatrixFile,"0\t0\t0.0\t0.0\n") < 0) return 0;
}
if (Data && !Matrix->Complex)
{
for (I = 1; I <= Size; I++)
{
pElement = Matrix->FirstInCol[I];
while (pElement != NULL)
{
Row = Matrix->IntToExtRowMap[pElement->Row];
Col = Matrix->IntToExtColMap[I];
Err = fprintf
( pMatrixFile,"%d\t%d\t%-.15g\n",
Row, Col, pElement->Real
);
if (Err < 0) return 0;
pElement = pElement->NextInCol;
}
}
/* Output terminator, a line of zeros. */
if (Header)
if (fprintf(pMatrixFile,"0\t0\t0.0\n") < 0) return 0;
}
/* Close file. */
if (fclose(pMatrixFile) < 0) return 0;
return 1;
}
/*
* OUTPUT SOURCE VECTOR TO FILE
*
* Writes vector to file in format suitable to be read back in by the
* matrix test program. This routine should be executed after the function
* spFileMatrix.
*
* >>> Returns:
* One is returned if routine was successful, otherwise zero is returned.
* The calling function can query errno (the system global error variable)
* as to the reason why this routine failed.
*
* >>> Arguments:
* Matrix <input> (char *)
* Pointer to matrix.
* File <input> (char *)
* Name of file into which matrix is to be written.
* RHS <input> (RealNumber [])
* Right-hand side vector, real portion
* iRHS <input> (RealNumber [])
* Right-hand side vector, imaginary portion.
*
* >>> Local variables:
* pMatrixFile (FILE *)
* File pointer to the matrix file.
* Size (int)
* The size of the matrix.
*
*/
int
spFileVector(MatrixPtr Matrix, char *File, RealVector RHS, RealVector iRHS)
{
int I, Size, Err;
FILE *pMatrixFile;
/* Begin `spFileVector'. */
assert( IS_SPARSE( Matrix ) && RHS != NULL);
if (File) {
/* Open File in append mode. */
pMatrixFile = fopen(File,"a");
if (pMatrixFile == NULL)
return 0;
}
else
pMatrixFile=stdout;
/* Output vector. */
Size = Matrix->Size;
if (Matrix->Complex)
{
for (I = 1; I <= Size; I++)
{
Err = fprintf
( pMatrixFile, "%-.15g\t%-.15g\n",
RHS[I], iRHS[I]
);
if (Err < 0) return 0;
}
}
else
{
for (I = 1; I <= Size; I++)
{
if (fprintf(pMatrixFile, "%-.15g\n", RHS[I]) < 0)
return 0;
}
}
/* Close file. */
if (File)
if (fclose(pMatrixFile) < 0) return 0;
return 1;
}
/*
* OUTPUT STATISTICS TO FILE
*
* Writes useful information concerning the matrix to a file. Should be
* executed after the matrix is factored.
*
* >>> Returns:
* One is returned if routine was successful, otherwise zero is returned.
* The calling function can query errno (the system global error variable)
* as to the reason why this routine failed.
*
* >>> Arguments:
* Matrix <input> (char *)
* Pointer to matrix.
* File <input> (char *)
* Name of file into which matrix is to be written.
* Label <input> (char *)
* String that is transferred to file and is used as a label.
*
* >>> Local variables:
* Data (RealNumber)
* The value of the matrix element being output.
* LargestElement (RealNumber)
* The largest element in the matrix.
* NumberOfElements (int)
* Number of nonzero elements in the matrix.
* pElement (ElementPtr)
* Pointer to an element in the matrix.
* pStatsFile (FILE *)
* File pointer to the statistics file.
* Size (int)
* The size of the matrix.
* SmallestElement (RealNumber)
* The smallest element in the matrix excluding zero elements.
*/
int
spFileStats(MatrixPtr Matrix, char *File, char *Label)
{
int Size, I;
ElementPtr pElement;
int NumberOfElements;
RealNumber Data, LargestElement, SmallestElement;
FILE *pStatsFile;
/* Begin `spFileStats'. */
assert( IS_SPARSE( Matrix ) );
/* Open File in append mode. */
if ((pStatsFile = fopen(File, "a")) == NULL)
return 0;
/* Output statistics. */
Size = Matrix->Size;
if (!Matrix->Factored)
fprintf(pStatsFile, "Matrix has not been factored.\n");
fprintf(pStatsFile, "||| Starting new matrix |||\n");
fprintf(pStatsFile, "%s\n", Label);
if (Matrix->Complex)
fprintf(pStatsFile, "Matrix is complex.\n");
else
fprintf(pStatsFile, "Matrix is real.\n");
fprintf(pStatsFile," Size = %d\n",Size);
/* Search matrix. */
NumberOfElements = 0;
LargestElement = 0.0;
SmallestElement = LARGEST_REAL;
for (I = 1; I <= Size; I++)
{
pElement = Matrix->FirstInCol[I];
while (pElement != NULL)
{
NumberOfElements++;
Data = ELEMENT_MAG(pElement);
if (Data > LargestElement)
LargestElement = Data;
if (Data < SmallestElement && Data != 0.0)
SmallestElement = Data;
pElement = pElement->NextInCol;
}
}
SmallestElement = MIN( SmallestElement, LargestElement );
/* Output remaining statistics. */
fprintf(pStatsFile, " Initial number of elements = %d\n",
NumberOfElements - Matrix->Fillins);
fprintf(pStatsFile,
" Initial average number of elements per row = %f\n",
(double)(NumberOfElements - Matrix->Fillins) / (double)Size);
fprintf(pStatsFile, " Fill-ins = %d\n",Matrix->Fillins);
fprintf(pStatsFile, " Average number of fill-ins per row = %f%%\n",
(double)Matrix->Fillins / (double)Size);
fprintf(pStatsFile, " Total number of elements = %d\n",
NumberOfElements);
fprintf(pStatsFile, " Average number of elements per row = %f\n",
(double)NumberOfElements / (double)Size);
fprintf(pStatsFile," Density = %f%%\n",
(double)(100.0*NumberOfElements)/(double)(Size*Size));
fprintf(pStatsFile," Relative Threshold = %e\n", Matrix->RelThreshold);
fprintf(pStatsFile," Absolute Threshold = %e\n", Matrix->AbsThreshold);
fprintf(pStatsFile," Largest Element = %e\n", LargestElement);
fprintf(pStatsFile," Smallest Element = %e\n\n\n", SmallestElement);
/* Close file. */
(void)fclose(pStatsFile);
return 1;
}
#endif /* DOCUMENTATION */