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Commit 1a1c8814 authored by Christopher Subich's avatar Christopher Subich
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Removed old "Transformer" code 

The pair of Transformer.[ch]pp files contained old code built for SPINS
before parallel transformation (over MPI) was fully implemented.  These
classes were replaced wholesale with Parformer.[ch]pp (Parallel
Transformer), but the older code remained in the repository.

Removing these files should not affect any active code.  It will affect
certain disued test cases (subject to changing #includes), but these
cases themselves need more serious maintenance to update for the
"gradient object" interface.
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src/Makefile
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......@@ -57,9 +57,6 @@ NSIntegrator.o: NSIntegrator.cpp NSIntegrator_impl.cc
tests/test%.o: tests/test%.cpp
$(MPICXX) $(CFLAGS) -o $@ -c $<
tests/test%_x: tests/test%.o tests/test%.src.o TArray.o Parformer.o T_util.o ESolver.o Timestep.o NSIntegrator.o BaseCase.o Science.o Splits.o Par_util.o Split_reader.o gmres.o gmres_1d_solver.o gmres_2d_solver.o grad.o multigrid.o Options.o
$(LD) $(LDFLAGS) -o $@ $^ $(LDLIBS)
cases/%.o: cases/%.cpp NSIntegrator_impl.cc NSIntegrator.hpp
$(MPICXX) $(CFLAGS) -o $@ -c $<
......@@ -75,11 +72,6 @@ cases/%.x: cases/%.o cases/%.src.o TArray.o T_util.o Parformer.o ESolver.o Times
cases/%_x: cases/%.o cases/%.src.o TArray.o T_util.o Parformer.o ESolver.o Timestep.o NSIntegrator.o BaseCase.o Science.o Splits.o Par_util.o Split_reader.o gmres.o gmres_1d_solver.o gmres_2d_solver.o grad.o multigrid.o Options.o
$(LD) $(LDFLAGS) -o $@ $^ $(LDLIBS)
tests/test%.src.c: tests/test%.cpp CaseFileSource.c
echo "const char casefilesource[] = {`xxd -i < $<`, 0x00};" > $@
echo "const char casefilename[] = \"$<\";" >> $@
cat CaseFileSource.c >> $@
cases/%.src.c: cases/%.cpp CaseFileSource.c
echo "const char casefilesource[] = {`xxd -i < $<`, 0x00};" > $@
echo "const char casefilename[] = \"$<\";" >> $@
......
src/Transformer.cpp deleted 100644 → 0
+ 0
− 475
View file @ c8cdf0c1
#include "Transformer.hpp"
#include "TArray.hpp"
#include <iostream>
using namespace std;
/* Implementation of TransWrapper, the abstraction class for Physical->Spectral
transforms */
namespace Transformer {
// using namespace TArray;
using blitz::Array;
/* Constructor */
TransWrapper::TransWrapper(int szx, int szy, int szz, // sizes
S_EXP dim1, S_EXP dim2, S_EXP dim3): // expansions, by dimension
real_temp(0), real_temp_rc(0), complex_temp(0), complex_temp_rc(0),
allNone(true), r2c_dim(firstDim) {
sizes[firstDim] = szx;
sizes[secondDim] = szy;
sizes[thirdDim] = szz;
/* If a size is one, force a NONE-type transform, since anything
else doesn't make sense */
if (szx == 1) dim1 = NONE;
if (szy == 1) dim2 = NONE;
if (szz == 1) dim3 = NONE;
compute_ordering(dim1, dim2, dim3); // Compute transform order
alloc_real(); // Allocate real temporary array, if necessary
alloc_complex(); // Allocate complex temporary, if necessary
}
/* Copy constructor */
TransWrapper::TransWrapper(const TransWrapper & copyfrom):
/* Most importantly, copy over temporary pointers and reference counts */
real_temp(copyfrom.real_temp), real_temp_rc(copyfrom.real_temp_rc),
complex_temp(copyfrom.complex_temp),
complex_temp_rc(copyfrom.complex_temp_rc)
{
/* Copy private data over. */
sizes[firstDim] = copyfrom.sizes[firstDim];
sizes[secondDim] = copyfrom.sizes[secondDim];
sizes[thirdDim] = copyfrom.sizes[thirdDim];
transform_types[firstDim] = copyfrom.transform_types[firstDim];
transform_types[secondDim] = copyfrom.transform_types[secondDim];
transform_types[thirdDim] = copyfrom.transform_types[thirdDim];
/* This is calculated by ordering, but there's no need to recompute */
use_real[firstDim] = copyfrom.use_real[firstDim];
use_real[secondDim] = copyfrom.use_real[secondDim];
use_real[thirdDim] = copyfrom.use_real[thirdDim];
ordering[firstDim] = copyfrom.ordering[firstDim];
ordering[secondDim] = copyfrom.ordering[secondDim];
ordering[thirdDim] = copyfrom.ordering[thirdDim];
r2c_dim = copyfrom.r2c_dim;
alloc_real();
alloc_complex();
}
/* Destructor -- clean up temporaries */
TransWrapper::~TransWrapper() {
if (real_temp) { // Real temporary allocated
(*real_temp_rc)--; // decrement reference
if (!(*real_temp_rc)) { // If the reference is 0
delete real_temp; // delete the temporary
real_temp = 0;
delete real_temp_rc; // and the reference counter
real_temp_rc = 0;
}
} // Otherwise, we didn't allocate a real temporary
if (complex_temp) { // repeat for complex temporary
(*complex_temp_rc)--;
if (!(*complex_temp_rc)) {
delete complex_temp;
complex_temp = 0;
delete complex_temp_rc;
complex_temp_rc = 0;
}
}
}
namespace {
/* Helper function: compute the general transform type (REAL/COMPLEX/NONE)
given a input type which may be specific. Replaces multiple switch
statements */
S_EXP general_transform(S_EXP in) {
switch(in) {
case COSINE: // Real-trig expansions
case SINE:
case CHEBY: // Chebyshev is a mapped cosine expansion
case REAL:
return REAL;
case FOURIER:
case COMPLEX:
return COMPLEX;
case NONE:
return NONE;
default:
abort(); // Shouldn't get here.
}
}
} // End anonymous namespace
/* Compute the order in which to take transforms, whether to use the real
or complex array, and which dimension (if any) gets halved in a
real-to-complex transform */
void TransWrapper::compute_ordering(S_EXP dim1, S_EXP dim2, S_EXP dim3) {
/* First, generalize the transform types. If we construct with a DCT
specified, then there's no technical reason we can't transform with
a DST later. (Indeed, that will be highly useful since on a free-slip
box the velocities are a mix of cosine and sine expansions). */
/* Array to tell if we've assigned an order to this dimension */
bool assigned[3] = {false, false, false};
allNone = true; // Sanity check -- all None-type transforms is an error
bool usingImag = false; // Whether we've made an imaginary transform yet
int current_dim = 0;
transform_types[firstDim] = general_transform(dim1);
transform_types[secondDim] = general_transform(dim2);
transform_types[thirdDim] = general_transform(dim3);
/* Now, loop through the dimensions, and transform real dims first */
for (int d = firstDim; d <= thirdDim; d++) {
if (transform_types[d] == REAL || transform_types[d] == NONE) {
assigned[d] = true;
use_real[d] = true;
ordering[current_dim] = Dimension(d);
current_dim = current_dim + 1;
}
if (transform_types[d] == REAL)
allNone = false;
}
/* Pick up any complex dimensions last */
for (int d = firstDim; d <= thirdDim; d++) {
if (transform_types[d] == COMPLEX) {
assigned[d] = true;
use_real[d] = false;
if (!usingImag) { // First imaginary transform seen -- real2complex
usingImag = true;
r2c_dim = Dimension(d);
}
ordering[current_dim] = Dimension(d);
current_dim = current_dim + 1;
allNone = false;
}
}
// Error checking
assert(assigned[0] && assigned[1] && assigned[2]);
//assert(!allNone);
}
/* Allocate real temporary, if used */
void TransWrapper::alloc_real() {
/* If the real temporary is used somewhere, then make sure it's allocated */
if ( allNone || (use_real[0] && transform_types[0] != NONE) ||
(use_real[1] && transform_types[1] != NONE) ||
(use_real[2] && transform_types[2] != NONE)) {
if (real_temp){ // Have one already from copy constructor
assert(real_temp_rc); // Reference should be allocated also
*real_temp_rc += 1; // Increment the reference
} else { // Allocate the temporary ourselves
real_temp = new DTArray(sizes[0], sizes[1], sizes[2]);
real_temp_rc = new int; // Don't forget the reference count
*real_temp_rc = 1;
}
} else { // We're not using the real temporary. Make sure it's -not- there.
assert(!real_temp && !real_temp_rc);
}
}
/* Likewise, for the complex temporary */
void TransWrapper::alloc_complex() {
if (!use_real[0] || !use_real[1] || !use_real[2]) {
if (complex_temp) {
assert(complex_temp_rc);
*complex_temp_rc += 1;
} else {
int c_size[3] ; // Array sizes -- one dimension is reduced
c_size[0] = sizes[0]; c_size[1] = sizes[1]; c_size[2] = sizes[2];
/* The reduced dimension has floor(N/2 + 1) complex entries */
c_size[r2c_dim] = (1+c_size[r2c_dim]/2);
complex_temp = new CTArray(c_size[0], c_size[1], c_size[2]);
complex_temp_rc = new int;
*complex_temp_rc = 1;
}
} else { // Complex temporary is unused
assert(!complex_temp && !complex_temp_rc);
}
}
/* Whether user code should read the spectral data from the complex array */
bool TransWrapper::use_complex() {
return (!allNone && !use_real[ordering[2]]);
}
/* Pointer to the complex array */
CTArray * TransWrapper::get_complex_temp() {
/* It's an error to get the temporary when you're not supposed to */
assert(use_complex());
return complex_temp;
}
DTArray * TransWrapper::get_real_temp() {
assert(!use_complex());
return real_temp;
}
/* Finally, the beef -- actual computation of the forward transforms */
void TransWrapper::forward_transform(DTArray * in,
S_EXP dim1, S_EXP dim2, S_EXP dim3) {
/* Zeroth, repeat the initial checking of array sizes. A dimension
with a size of 1 (reducing dimension, e.g. 2D as NxNx1) gets
a transform type of NONE */
if (sizes[firstDim] == 1) dim1 = NONE;
if (sizes[secondDim] == 1) dim2 = NONE;
if (sizes[thirdDim] == 1) dim3 = NONE;
/* First, make sure the input transform parameters match the configuration:
that is, make sure we're not doing a FFT on a "REAL"-type transform or
a real-trig transform on a "COMPLEX"-type. */
assert(general_transform(dim1) == general_transform(transform_types[0]) &&
general_transform(dim2) == general_transform(transform_types[1]) &&
general_transform(dim3) == general_transform(transform_types[2]));
if (allNone) {
/* In the special case of no transform, copy the input to the real
temporary array and return. */
*real_temp = *in;
return;
}
/* Now, record the transform we're doing. This isn't necessary for
the transform itself, but it means less complication when getting
the wavenumbers. */
transform_types[0] = dim1;
transform_types[1] = dim2;
transform_types[2] = dim3;
/* Flag on whether we've done any transforms yet */
bool transformed = false;
/* Do the transform, dimension-by-dimension */
for (int dd = 0; dd < 3; dd++) {
Trans cur_trans; // Type (from TArray) of current transform
switch(transform_types[ordering[dd]]) {
case COSINE:
cur_trans = DCT1; break;
case SINE:
cur_trans = DST1; break;
case CHEBY:
cur_trans = DCT0; break;
case FOURIER:
if (ordering[dd] == r2c_dim) {
cur_trans = FFTR;
} else {
cur_trans = FFT;
} break;
case NONE:
continue; // If no transform, go to the next dimension
default:
abort(); // Must give a specific, rather than general type.
}
if (use_real[ordering[dd]]) { // Real transform, so DCT/DST-type
DTArray * from;
/* If we've done a transform already (must have been real), then
we want to transform what's already in the temporary array.
Else, transform the array we were passed in. */
if (transformed) from = real_temp;
else from = in;
from->transform(*real_temp, ordering[dd], cur_trans);
transformed = true;
}
if (!use_real[ordering[dd]]) { // Complex transform
/* There are two different types of complex transforms:
1) is the real-to-complex, meaning we want to start with DTArray,
2) is the complex-to-complex, CTArray throughout */
if (ordering[dd] == r2c_dim) { // Real-to-complex transform
DTArray * from;
if (transformed) from = real_temp;
else from = in;
from->transform(*complex_temp, ordering[dd], cur_trans);
transformed = true;
} else { // complex-to-complex transform
/* Going forward, a complex-to-complex transform can never be
the first transform, since we're given a -real- array. */
assert(transformed);
complex_temp->transform(*complex_temp, ordering[dd], cur_trans);
}
}
}
}
/* Based on forward_transform above, do the inverse problem -- take the
wavenumbers from the appopriate temporary, invert the transform as if
it had been computed by the specified transform types.
Why not just re-use the types given in the forward transforms? First-
derivatives. Taking the derivative of a sine series (trig-sense) gives
a cosine series, and vice versa -- we need to account for this. */
void TransWrapper::back_transform(Array<double,3> * out,
S_EXP dim1, S_EXP dim2, S_EXP dim3) {
/* Zeroth, repeat the initial checking of array sizes. A dimension
with a size of 1 (reducing dimension, e.g. 2D as NxNx1) gets
a transform type of NONE */
if (sizes[firstDim] == 1) dim1 = NONE;
if (sizes[secondDim] == 1) dim2 = NONE;
if (sizes[thirdDim] == 1) dim3 = NONE;
// Sanity checking, copied from forward_transform
assert(general_transform(dim1) == general_transform(transform_types[0]) &&
general_transform(dim2) == general_transform(transform_types[1]) &&
general_transform(dim3) == general_transform(transform_types[2]));
if (allNone) {
/* In the degenerate case of no acutal transform, the "transform"
is just a copy of the real temporary */
*out = *real_temp;
return;
}
// Unlike forward_transform, we do NOT want to record the transform type.
// We can also get away without a 'transformed' check.
/* Figure out the last transform that acually does anything */
int lastTrans = 0;
while (transform_types[ordering[lastTrans]] == NONE) lastTrans++;
/* Reassign transform_types to reflect given transformations */
transform_types[0] = dim1;
transform_types[1] = dim2;
transform_types[2] = dim3;
/* Loop over wavenumbers, in reverse order */
for (int dd = 2; dd >= 0; dd--) {
Dimension mydim = ordering[dd];
Trans cur_trans;
switch (transform_types[mydim]) { // Find out the TArray::transform type
case COSINE:
cur_trans = IDCT1; break;
case SINE:
cur_trans = IDST1; break;
case CHEBY:
cur_trans = DCT0; break;
case FOURIER:
if (mydim == r2c_dim) {
cur_trans = IFFTR;
} else {
cur_trans = IFFT;
} break;
case NONE:
continue;
default:
abort(); // Shouldn't reach here -- need a specific type
cur_trans = IFFT; break;
}
if (use_real[mydim]) { // Real transform
Array<double,3> * to;
/* On the last backward transform, the output goes in *out */
if (dd == lastTrans) to = out;
else to = real_temp;
real_temp->transform(*to,mydim,cur_trans);
} else { // Complex transform
if (mydim == r2c_dim) { // output is real
Array<double,3> * to;
if (dd == lastTrans) to = out;
else to = real_temp;
complex_temp->transform(*to,mydim,cur_trans);
} else {// output is still complex
assert(dd != 0); // This should -not- be the last inverse transform
complex_temp->transform(*complex_temp,mydim,cur_trans);
}
}
}
}
/* Return a 1D array of wavenumbers for dimension dim of the last forward
transform */
Array<double,1> TransWrapper::wavenums(Dimension dim) {
Array<double,1> out;
blitz::firstIndex ii;
switch (transform_types[dim]) {
case NONE: // Provided strictly for convenience. No physical meaning
out.resize(sizes[dim]);
out = 0;
return out;
case SINE:
out.resize(sizes[dim]);
out = ii+1; // no 0-frequency for sine expansions
return out;
case COSINE:
case CHEBY:
/* The expressions are identical, but they have slightly different
meanings between a normal Cosine transform and a Chebyshev-specific
DCT0. In the DCT0 case, the "wavenumber" is really the Chebyshev
polynomial number, T_0 -> T_n */
out.resize(sizes[dim]);
out = ii;
return out;
case FOURIER:
/* Two subcases -- r2c and c2c transforms */
if (dim == r2c_dim) {
out.resize(sizes[dim]/2+1);
out = ii; // Simple case -- negative frequencies are removed
} else { // Now with 100% more (negative) frequencies!
out.resize(sizes[dim]);
out = where(ii <= sizes[dim]/2, ii,
(ii-sizes[dim]));
} return out;
default:
abort(); // Must call wavenums -after- a specific transform
}
}
/* Compute and return the normalization factor to apply to a transformed
array */
double TransWrapper::norm_factor() {
double factor = 1;
for (int dim = 0; dim < 3; dim++) {
switch(transform_types[dim]) {
case NONE:
break; // No normalization if no transform;
case SINE: case COSINE: case CHEBY: case REAL:
factor = factor * 2 * sizes[dim];
break;
case FOURIER: case COMPLEX:
factor = factor * sizes[dim];
break;
default:
abort(); // Shouldn't reach this
}
}
return factor;
}
/* Specialized implementation for Trans1D, because derivatives only involve one
transform at a time */
Trans1D::Trans1D(int szx, int szy, int szz, // Array sizes
Dimension dim, S_EXP type // transformed dimension, type
):
TransWrapper(szx, szy, szz, // sizes
(dim == firstDim ? type : NONE) , // And expand the (dim/type) to
(dim == secondDim ? type : NONE) ,// a type per dimension
(dim == thirdDim ? type : NONE)) {
trans_dim = dim;
}
Trans1D::Trans1D(const Trans1D& copyfrom): // Copy constructor
TransWrapper(copyfrom), trans_dim(copyfrom.trans_dim) {
}
Dimension Trans1D::getdim() {
return trans_dim;
}
Array<double, 1> Trans1D::wavenums() {
return TransWrapper::wavenums(trans_dim);
}
void Trans1D::forward_transform(DTArray * in, S_EXP type) {
TransWrapper::forward_transform(in,
(trans_dim == firstDim ? type : NONE),
(trans_dim == secondDim ? type : NONE),
(trans_dim == thirdDim ? type : NONE));
}
void Trans1D::back_transform(Array<double,3> * out, S_EXP type) {
TransWrapper::back_transform(out,
(trans_dim == firstDim ? type : NONE),
(trans_dim == secondDim ? type : NONE),
(trans_dim == thirdDim ? type : NONE));
}
Trans1D::~Trans1D() { } // Empty destructor
} // End namespace
src/Transformer.hpp deleted 100644 → 0
+ 0
− 150
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/* Transformer.hpp -- header for class that abstracts out the mechanics of
physical/spectral transforms, including proper handling of CTArray / DTArray
(complex/real) array differences.
This class is necessary to properly support FFT/DCT/DST-based fields with the
same codebase, since the mathematical mechanics remain the same but datatypes
and parameters change. Also, CVT (Chebyshev Transform) dimensions should
integrate fairly well.
With parallelization, this will be one of the classes that directly deals with
the split array semantics. If the transform is entirely Trig (Winters-model-
esque) then it will be the only high-level parallel-aware class. */
#ifndef TRANSFORMER_HPP
#define TRANSFORMER_HPP 1
#include <blitz/array.h>
#include "TArray.hpp"
namespace Transformer {
using namespace TArrayn;
using blitz::Array;
enum S_EXP { /* Spectral Expansion */
COSINE, // Discrete Cosine Transform
SINE, // Discrete Sine Transform
FOURIER, // Fast Fourier Transform
CHEBY, // Chebyshev (different cosine) Transform
REAL, // Generalized real transform -- placeholder for DCT/DST/CVT
COMPLEX, // Generalized complex transform -- only FFT, included for symmetry
NONE // No transform
};
class TransWrapper {
/* Unlike other code in Spins, this class is not templated. The problems
of the CTArray/DTArray type differences can't be solved elegantly
(and moreover maintainably) with template semantics. So, we'll have
to accept the minor wart of explicitly checking for Complex/Real output
(spectral space) arrays. */
/* This class will require a fairly extensive rewrite for parallelization.
Most importantly, we won't (necessarily) have just a single real
or complex temporary array, since at least one transpose will change
the (distributed) shape.
Addiitonally, local and global array sizes (domains) will not be
the same, which will impact wavenumber computation. */
public:
TransWrapper(int szx, int szy, int szz, // array sizes
S_EXP dim1, S_EXP dim2, S_EXP dim3 // expansions
);
TransWrapper(const TransWrapper & copy_from); // copy constructor
~TransWrapper(); // Destructor
/* Compute and return wavenumbers along the given dimension, based
on the last transformed array */
Array<double,1> wavenums(Dimension dim);
/* Compute and return the normalization factor to apply to a
transformed array */
double norm_factor();
/* Calling code needs to know where to get the transform after it's
completed. */
bool use_complex(); // Use the complex temporary?
CTArray * get_complex_temp();
DTArray * get_real_temp();
/* The meat of the matter, actual transforms */
// Forward transform
void forward_transform(DTArray * in, S_EXP dim1, S_EXP dim2, S_EXP dim3);
// Backward transform
void back_transform(Array<double,3> * out, S_EXP dim1, S_EXP dim2, S_EXP dim3);
protected:
/* Recorded transform types. It's okay to construct this class with a
SINE expansion and then call it with a COSINE -- that's just what will
happen if you want to use the same codepath for, say, pressure and a
tracer. What's not okay is to construct this code for a REAL-type
transform and call it with a COMPLEX-type. This Shouldn't Happen
(because FFT and Real-Trig expansions don't match on the same
dmension), but this will catch those sorts of errors. */
S_EXP transform_types[3];
bool use_real[3]; // Whether the output of the Nth transform is real
/* Ordering -- what dimension goes first? Specifically, ordering[0]
is the first transform done, ordering[2] is the last */
Dimension ordering[3];
Dimension r2c_dim; // Which dimension gets the real-to-complex (if any)
DTArray * real_temp; // Real temporary array
int * real_temp_rc; // Reference count for real temporary array
CTArray * complex_temp; // Complex temporary array
int * complex_temp_rc; // Reference count; complex
/* Implementation note -- why reference-count the arrays? This class
is pretty inexpensive, so it makes structural sense for anything
needing a spectral-transform to have one around. Still, the
temporary arrays deserve reuse, hence the copy constructor will
reusue them. But since dellocation of TransWrappers might happen
in a mixed order, we have to be careful about when we delete the
temporaries. Multiple deletions can cause crashes or Bad Things. */
// NOTE: ranges for local (parallel-split) sizes added later
int sizes[3]; // global array sizes
bool allNone; // Flag for degenerate no-transforms
// Compute the proper transform ordering, since we can't do Real transform
// operations on a Complex array.
void compute_ordering(S_EXP dim1, S_EXP dim2, S_EXP dim3);
void alloc_real(); // Allocate the real temporary, if necessary
void alloc_complex(); // Allocate the complex temporary, if necessary
};
/* Trans1D: Derivative class of TransWrapper for the special case of 1D
transformations.
These sorts of transformations come up all the time in derivative computations,
whereas general (triple) spectral transforms show up in (separable) elliptic
solves. Requiring numerical code to use transform(&src,NONE,FOURIER,NONE) or
transform(&src,FOURIER,NONE,NONE), [etc] is just plain stupid when a much
simpler syntax of transform(&src,dimension,FOURIER) would suffice. Indeed,
because of temporary array considerations, we can fix the dimension at
object creation time and do transform(&src,TYPE).
By extending TransWrapper, we get to re-use the machinery of temporary array
allocation and (later) parallelizing transposes. */
class Trans1D: protected TransWrapper {
public:
Trans1D(int szx, int szy, int szz, // Array sizes
Dimension dim, S_EXP type // dimension, type
);
Trans1D(const Trans1D & copy_from); // copy constructor
~Trans1D();
Array<double,1> wavenums(); // wavenumbers along transformed dimension
Dimension getdim(); // retrieve transformed dimension number
/* These functions can be exported wholesale from TransWrapper */
using TransWrapper::use_complex;
using TransWrapper::get_complex_temp;
using TransWrapper::get_real_temp;
using TransWrapper::norm_factor;
/* Simplified forward/backward syntax */
void forward_transform(DTArray * in, S_EXP type);
void back_transform(Array<double,3> * out, S_EXP type);
protected:
Dimension trans_dim;
};
}
#endif // TRANSFORMER_HPP
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