LSSTApplications  19.0.0-14-gb0260a2+72efe9b372,20.0.0+7927753e06,20.0.0+8829bf0056,20.0.0+995114c5d2,20.0.0+b6f4b2abd1,20.0.0+bddc4f4cbe,20.0.0-1-g253301a+8829bf0056,20.0.0-1-g2b7511a+0d71a2d77f,20.0.0-1-g5b95a8c+7461dd0434,20.0.0-12-g321c96ea+23efe4bbff,20.0.0-16-gfab17e72e+fdf35455f6,20.0.0-2-g0070d88+ba3ffc8f0b,20.0.0-2-g4dae9ad+ee58a624b3,20.0.0-2-g61b8584+5d3db074ba,20.0.0-2-gb780d76+d529cf1a41,20.0.0-2-ged6426c+226a441f5f,20.0.0-2-gf072044+8829bf0056,20.0.0-2-gf1f7952+ee58a624b3,20.0.0-20-geae50cf+e37fec0aee,20.0.0-25-g3dcad98+544a109665,20.0.0-25-g5eafb0f+ee58a624b3,20.0.0-27-g64178ef+f1f297b00a,20.0.0-3-g4cc78c6+e0676b0dc8,20.0.0-3-g8f21e14+4fd2c12c9a,20.0.0-3-gbd60e8c+187b78b4b8,20.0.0-3-gbecbe05+48431fa087,20.0.0-38-ge4adf513+a12e1f8e37,20.0.0-4-g97dc21a+544a109665,20.0.0-4-gb4befbc+087873070b,20.0.0-4-gf910f65+5d3db074ba,20.0.0-5-gdfe0fee+199202a608,20.0.0-5-gfbfe500+d529cf1a41,20.0.0-6-g64f541c+d529cf1a41,20.0.0-6-g9a5b7a1+a1cd37312e,20.0.0-68-ga3f3dda+5fca18c6a4,20.0.0-9-g4aef684+e18322736b,w.2020.45
LSSTDataManagementBasePackage
Functions | Variables
lsst::meas::algorithms::interp Namespace Reference

Functions

template<typename MaskedImageT >
std::pair< bool, typename MaskedImageT::Image::Pixel > singlePixel (int x, int y, MaskedImageT const &image, bool horizontal, double minval)
 Return a boolean status (true: interpolation is OK) and the interpolated value for a pixel, ignoring pixels given by badmask. More...
 

Variables

double const lpc_1_c1 = 0.7737
 LPC coefficients for sigma = 1, S/N = infty. More...
 
double const lpc_1_c2 = -0.2737
 
double const lpc_1s2_c1 = 0.7358
 LPC coefficients for sigma = 1/sqrt(2), S/N = infty. More...
 
double const lpc_1s2_c2 = -0.2358
 
double const min2GaussianBias = -0.5641895835
 Mean value of the minimum of two N(0,1) variates. More...
 

Function Documentation

◆ singlePixel()

template<typename MaskedImageT >
std::pair< bool, typename MaskedImageT::Image::Pixel > lsst::meas::algorithms::interp::singlePixel ( int  x,
int  y,
MaskedImageT const &  image,
bool  horizontal,
double  minval 
)

Return a boolean status (true: interpolation is OK) and the interpolated value for a pixel, ignoring pixels given by badmask.

Interpolation can either be vertical or horizontal

Note
: This is a pretty expensive routine, so use only after suitable thought.
Parameters
xx: column coordinate of the pixel in question
yy: row coordinate of the pixel in question
imageimage: in this image
horizontalhorizontal: interpolate horizontally?
minvalminval: minimum acceptable value

Definition at line 2125 of file Interp.cc.

2131  {
2132 #if defined(SDSS)
2133  BADCOLUMN defect; /* describe a bad column */
2134  PIX *data; /* temp array to interpolate in */
2135  int i;
2136  int i0, i1; /* data corresponds to range of
2137  {row,col} == [i0,i1] */
2138  int ndata; /* dimension of data */
2139  static int ndatamax = 40; /* largest allowable defect. XXX */
2140  int nrow, ncol; /* == reg->n{row,col} */
2141  PIX *val; /* pointer to pixel (rowc, colc) */
2142  int z1, z2; /* range of bad {row,columns} */
2143 
2144  shAssert(badmask != NULL && badmask->type == shTypeGetFromName("OBJMASK"));
2145  shAssert(reg != NULL && reg->type == TYPE_PIX);
2146  nrow = reg->nrow;
2147  ncol = reg->ncol;
2148 
2149  if (horizontal) {
2150  for (z1 = colc - 1; z1 >= 0; z1--) {
2151  if (!phPixIntersectMask(badmask, z1, rowc)) {
2152  break;
2153  }
2154  }
2155  z1++;
2156 
2157  for (z2 = colc + 1; z2 < ncol; z2++) {
2158  if (!phPixIntersectMask(badmask, z2, rowc)) {
2159  break;
2160  }
2161  }
2162  z2--;
2163 
2164  i0 = (z1 > 2) ? z1 - 2 : 0; /* origin of available required data */
2165  i1 = (z2 < ncol - 2) ? z2 + 2 : ncol - 1; /* end of " " " " */
2166 
2167  if (i0 < 2 || i1 >= ncol - 2) { /* interpolation will fail */
2168  return (-1); /* failure */
2169  }
2170 
2171  ndata = (i1 - i0 + 1);
2172  if (ndata > ndatamax) {
2173  return (-1); /* failure */
2174  }
2175 
2176  data = alloca(ndata * sizeof(PIX));
2177  for (i = i0; i <= i1; i++) {
2178  data[i - i0] = reg->ROWS[rowc][i];
2179  }
2180  val = &data[colc - i0];
2181  } else {
2182  for (z1 = rowc - 1; z1 >= 0; z1--) {
2183  if (!phPixIntersectMask(badmask, colc, z1)) {
2184  break;
2185  }
2186  }
2187  z1++;
2188 
2189  for (z2 = rowc + 1; z2 < nrow; z2++) {
2190  if (!phPixIntersectMask(badmask, colc, z2)) {
2191  break;
2192  }
2193  }
2194  z2--;
2195 
2196  i0 = (z1 > 2) ? z1 - 2 : 0; /* origin of available required data */
2197  i1 = (z2 < nrow - 2) ? z2 + 2 : nrow - 1; /* end of " " " " */
2198 
2199  if (i0 < 2 || i1 >= ncol - 2) { /* interpolation will fail */
2200  return (-1); /* failure */
2201  }
2202 
2203  ndata = (i1 - i0 + 1);
2204  if (ndata > ndatamax) {
2205  return (-1); /* failure */
2206  }
2207 
2208  data = alloca(ndata * sizeof(PIX));
2209  for (i = i0; i <= i1; i++) {
2210  data[i - i0] = reg->ROWS[i][colc];
2211  }
2212  val = &data[rowc - i0];
2213  }
2214 
2215  defect.x1 = z1 - i0;
2216  defect.x2 = z2 - i0;
2217  classify_defects(&defect, 1, ndata);
2218  do_defect(&defect, 1, data, ndata, minval);
2219 
2220  return (*val);
2221 #endif
2222 
2224 }

Variable Documentation

◆ lpc_1_c1

double const lsst::meas::algorithms::interp::lpc_1_c1 = 0.7737

LPC coefficients for sigma = 1, S/N = infty.

Definition at line 51 of file Interp.h.

◆ lpc_1_c2

double const lsst::meas::algorithms::interp::lpc_1_c2 = -0.2737

Definition at line 52 of file Interp.h.

◆ lpc_1s2_c1

double const lsst::meas::algorithms::interp::lpc_1s2_c1 = 0.7358

LPC coefficients for sigma = 1/sqrt(2), S/N = infty.

These are the coeffs to use when interpolating at 45degrees to the row/column

Definition at line 57 of file Interp.h.

◆ lpc_1s2_c2

double const lsst::meas::algorithms::interp::lpc_1s2_c2 = -0.2358

Definition at line 58 of file Interp.h.

◆ min2GaussianBias

double const lsst::meas::algorithms::interp::min2GaussianBias = -0.5641895835

Mean value of the minimum of two N(0,1) variates.

Definition at line 62 of file Interp.h.

val
ImageT val
Definition: CR.cc:146
data
char * data
Definition: BaseRecord.cc:62
std::make_pair
T make_pair(T... args)
std::numeric_limits