#include <stdio.h>
#define FS 25 //sampling frequency
#define BUFFER_SIZE (FS* 2)
int min( int x, int y) {
if ( x< y) {
return x;
}
else { return y; }
}
//maxim_find_peaks( an_ir_valley_locs, &n_npks, an_x = avg.ir, BUFFER_SIZE, n_th1, 4, 15 );//peak_height, peak_distance, max_num_peaks
void printArr( int * arr, int count) {
int i = 0 ;
while ( i < count) {
i++;
}
}
void maxim_peaks_above_min_height( int * pn_locs, int * n_npks, int * pn_x, int n_size, int n_min_height )
/**
* \brief Find peaks above n_min_height
* \par Details
* Find all peaks above MIN_HEIGHT
*
* \retval None
*/
{
int i = 1 , n_width;
* n_npks = 0 ;
while ( i < n_size- 1 ) {
if ( pn_x[ i] > n_min_height && pn_x[ i] > pn_x[ i- 1 ] ) { // find left edge of potential peaks
n_width = 1 ;
while ( i+ n_width < n_size && pn_x[ i] == pn_x[ i+ n_width] ) // find flat peaks
n_width++;
if ( pn_x[ i] > pn_x[ i+ n_width] && ( * n_npks) < 15 ) { // find right edge of peaks
pn_locs[ ( * n_npks) ++ ] = i;
// for flat peaks, peak location is left edge
i += n_width+ 1 ;
}
else
i += n_width;
}
else
i++;
}
}
void maxim_sort_ascend( int * pn_x, int n_size)
/**
* \brief Sort array
* \par Details
* Sort array in ascending order (insertion sort algorithm)
*
* \retval None
*/
{
int i, j, n_temp;
for ( i = 1 ; i < n_size; i++ ) {
n_temp = pn_x[ i] ;
for ( j = i; j > 0 && n_temp < pn_x[ j- 1 ] ; j-- )
pn_x[ j] = pn_x[ j- 1 ] ;
pn_x[ j] = n_temp;
}
}
void maxim_sort_indices_descend( int * pn_x, int * pn_indx, int n_size)
/**
* \brief Sort indices
* \par Details
* Sort indices according to descending order (insertion sort algorithm)
*
* \retval None
*/
{
int i, j, n_temp;
for ( i = 1 ; i < n_size; i++ ) {
n_temp = pn_indx[ i] ;
for ( j = i; j > 0 && pn_x[ n_temp] > pn_x[ pn_indx[ j- 1 ] ] ; j-- )
pn_indx[ j] = pn_indx[ j- 1 ] ;
pn_indx[ j] = n_temp;
}
}
void maxim_remove_close_peaks( int * pn_locs, int * pn_npks, int * pn_x, int n_min_distance)
/**
* \brief Remove peaks
* \par Details
* Remove peaks separated by less than MIN_DISTANCE
*
* \retval None
*/
{
//maxim_remove_close_peaks( pn_locs = loclist, n_npks = count, pn_x = ir, n_min_distance = dis );
int i, j, n_old_npks, n_dist;
/* Order peaks from large to small */
//maxim_remove_close_peaks( pn_locs = list, pn_npks = count, pn_x = ir, n_min_distance = min );
maxim_sort_indices_descend( pn_x, pn_locs, * pn_npks ) ;
printArr( pn_locs, * pn_npks) ;
for ( i = - 1 ; i < * pn_npks; i++ ) {
n_old_npks = * pn_npks;
* pn_npks = i+ 1 ;
for ( j = i+ 1 ; j < n_old_npks; j++ ) {
n_dist = pn_locs[ j] - ( i == - 1 ? - 1 : pn_locs[ i] ) ; // lag-zero peak of autocorr is at index -1
if ( n_dist > n_min_distance || n_dist < - n_min_distance )
pn_locs[ ( * pn_npks) ++ ] = pn_locs[ j] ;
}
}
printArr( pn_locs, * pn_npks) ;
// Resort indices into ascending order
maxim_sort_ascend( pn_locs, * pn_npks ) ;
printArr( pn_locs, * pn_npks) ;
}
void maxim_find_peaks( int * pn_locs, int * n_npks, int * pn_x, int n_size, int n_min_height, int n_min_distance, int n_max_num )
/**
* \brief Find peaks
* \par Details
* Find at most MAX_NUM peaks above MIN_HEIGHT separated by at least MIN_DISTANCE
*
* \retval None
*/
{
maxim_peaks_above_min_height( pn_locs, n_npks, pn_x, n_size, n_min_height ) ;
printArr( pn_locs, * n_npks) ;
maxim_remove_close_peaks( pn_locs, n_npks, pn_x, n_min_distance ) ;
printArr( pn_locs, * n_npks) ;
* n_npks = min( * n_npks, n_max_num ) ;
}
void maxim_heart_rate_and_oxygen_saturation( unsigned int * pun_ir_buffer, int n_ir_buffer_length,
int * pn_heart_rate, int * pch_hr_valid, int unsigned * an_x)
{
unsigned int un_ir_mean, un_only_once ;
int k, n_i_ratio_count;
int i, s, m, n_exact_ir_valley_locs_count, n_middle_idx;
int n_th1, n_npks, n_c_min;
int an_ir_valley_locs[ 15 ] ;
int n_peak_interval_sum;
int n_y_ac, n_x_ac;
int n_spo2_calc;
int n_y_dc_max, n_x_dc_max;
int n_y_dc_max_idx, n_x_dc_max_idx;
int an_ratio[ 5 ] , n_ratio_average;
int n_nume, n_denom ;
// calculates DC mean and subtract DC from ir
un_ir_mean = 0 ;
for ( k= 0 ; k< n_ir_buffer_length ; k++ ) un_ir_mean += pun_ir_buffer[ k] ;
un_ir_mean = un_ir_mean/ n_ir_buffer_length ;
printf ( "mean is %d\n " , un_ir_mean
) ;
// remove DC and invert signal so that we can use peak detector as valley detector
for ( k= 0 ; k< n_ir_buffer_length ; k++ )
an_x[ k] = - 1 * ( pun_ir_buffer[ k] - un_ir_mean) ;
printf ( "ir array, dc removed " ) ; printArr( an_x, 50 ) ;
// 4 pt Moving Average
for ( k= 0 ; k< BUFFER_SIZE- 4 ; k++ ) {
an_x[ k] = ( an_x[ k] + an_x[ k+ 1 ] + an_x[ k+ 2 ] + an_x[ k+ 3 ] ) / ( int ) 4 ;
}
// calculate threshold
n_th1= 0 ;
for ( k= 0 ; k< BUFFER_SIZE ; k++ ) {
n_th1 += an_x[ k] ;
}
n_th1= n_th1/ ( BUFFER_SIZE) ;
if ( n_th1< 30 ) n_th1= 30 ; // min allowed
if ( n_th1> 60 ) n_th1= 60 ; // max allowed
for ( k= 0 ; k< 15 ; k++ ) an_ir_valley_locs[ k] = 0 ;
// since we flipped signal, we use peak detector as valley detector
printf ( "Array for averaged ir is " ) ; printArr( an_x, 50 ) ;
maxim_find_peaks( an_ir_valley_locs, & n_npks, an_x, BUFFER_SIZE, n_th1, 4 , 15 ) ; //peak_height, peak_distance, max_num_peaks
printArr( an_ir_valley_locs, n_npks) ;
n_peak_interval_sum = 0 ;
if ( n_npks>= 2 ) {
for ( k= 1 ; k< n_npks; k++ ) n_peak_interval_sum += ( an_ir_valley_locs[ k] - an_ir_valley_locs[ k - 1 ] ) ;
n_peak_interval_sum = n_peak_interval_sum/ ( n_npks- 1 ) ;
* pn_heart_rate = ( int ) ( ( FS* 60 ) / n_peak_interval_sum ) ;
* pch_hr_valid = 1 ;
}
else {
* pn_heart_rate = - 999 ; // unable to calculate because # of peaks are too small
* pch_hr_valid = 0 ;
}
}
int main( void ) {
// your code goes here
int ir[ 50 ] = { 6232 , 13423 , 319 , 8754 , 3660 , 15297 , 321 , 1028 , 2250 , 2828 , 7738 , 5072 , 2127 , 7393 , 76 , 12470 , 5088 , 902 , 16257 , 15355 , 6248 , 9790 , 5723 , 7578 , 8159 , 7071 , 4029 , 5814 , 7005 , 10472 , 11111 , 6675 , 9635 , 15670 , 643 , 4874 , 4433 , 9862 , 15868 , 10150 , 12961 , 15544 , 961 , 1341 , 15611 , 6682 , 1158 , 2765 , 9992 , 9486 } ;
int count = 0 ;
unsigned int list[ 15 ] ;
int hr = 0 ;
int valid = 0 ;
int irA[ 50 ] ;
maxim_heart_rate_and_oxygen_saturation( ir, 50 ,& hr, & valid, irA) ;
/*
maxim_peaks_above_min_height(list, &count, ir, 50, 10000 );
printArr(list, count);
maxim_remove_close_peaks(list, &count, ir, 4);
*/
printf ( "Hr valid is %d\n " , valid
) ; return 0 ;
}
#include <stdio.h>

#define FS 25    //sampling frequency
#define BUFFER_SIZE  (FS* 2) 


int min(int x, int y){
	if (x<y){
		return x;
	}
	else{return y;}
}
//maxim_find_peaks(  an_ir_valley_locs, &n_npks,         an_x = avg.ir,  BUFFER_SIZE,    n_th1,               4,                         15 );//peak_height, peak_distance, max_num_peaks 
void printArr(int *arr, int count){
	int i = 0;
	printf("[");
	while(i < count){
		printf(" %d", arr[i]);
		i++;
	}
	printf(" ]\n");
}


void maxim_peaks_above_min_height( int *pn_locs, int *n_npks,  int  *pn_x, int n_size, int n_min_height )
/**
* \brief        Find peaks above n_min_height
* \par          Details
*               Find all peaks above MIN_HEIGHT
*
* \retval       None
*/
{
  int i = 1, n_width;
  *n_npks = 0;
  
  while (i < n_size-1){
    if (pn_x[i] > n_min_height && pn_x[i] > pn_x[i-1]){      // find left edge of potential peaks
      n_width = 1;
      while (i+n_width < n_size && pn_x[i] == pn_x[i+n_width])  // find flat peaks
        n_width++;
      if (pn_x[i] > pn_x[i+n_width] && (*n_npks) < 15 ){      // find right edge of peaks
        pn_locs[(*n_npks)++] = i;    
        // for flat peaks, peak location is left edge
        i += n_width+1;
      }
      else
        i += n_width;
    }
    else
      i++;
  }
}


void maxim_sort_ascend(int  *pn_x, int n_size) 
/**
* \brief        Sort array
* \par          Details
*               Sort array in ascending order (insertion sort algorithm)
*
* \retval       None
*/
{
	
  int i, j, n_temp;
  for (i = 1; i < n_size; i++) {
    n_temp = pn_x[i];
    for (j = i; j > 0 && n_temp < pn_x[j-1]; j--)
        pn_x[j] = pn_x[j-1];
    pn_x[j] = n_temp;
  }
}

void maxim_sort_indices_descend(  int  *pn_x, int *pn_indx, int n_size)
/**
* \brief        Sort indices
* \par          Details
*               Sort indices according to descending order (insertion sort algorithm)
*
* \retval       None
*/ 
{
	
  int i, j, n_temp;
  for (i = 1; i < n_size; i++) {
    n_temp = pn_indx[i];
    for (j = i; j > 0 && pn_x[n_temp] > pn_x[pn_indx[j-1]]; j--)
      pn_indx[j] = pn_indx[j-1];
    pn_indx[j] = n_temp;
  }
}


void maxim_remove_close_peaks(int *pn_locs, int *pn_npks, int *pn_x, int n_min_distance)
/**
* \brief        Remove peaks
* \par          Details
*               Remove peaks separated by less than MIN_DISTANCE
*
* \retval       None
*/
{
  //maxim_remove_close_peaks( pn_locs = loclist, n_npks = count, pn_x = ir, n_min_distance = dis );  
  int i, j, n_old_npks, n_dist;
    
  /* Order peaks from large to small */
  
  
  //maxim_remove_close_peaks( pn_locs = list, pn_npks = count, pn_x = ir, n_min_distance = min );
  
  maxim_sort_indices_descend( pn_x, pn_locs, *pn_npks );
  
  printArr(pn_locs, *pn_npks);
  for ( i = -1; i < *pn_npks; i++ ){
    n_old_npks = *pn_npks;
    *pn_npks = i+1;
    for ( j = i+1; j < n_old_npks; j++ ){
      n_dist =  pn_locs[j] - ( i == -1 ? -1 : pn_locs[i] ); // lag-zero peak of autocorr is at index -1
      if ( n_dist > n_min_distance || n_dist < -n_min_distance )
        pn_locs[(*pn_npks)++] = pn_locs[j];
    }
  }
  printArr(pn_locs, *pn_npks);
  // Resort indices into ascending order
  maxim_sort_ascend( pn_locs, *pn_npks );
  printArr(pn_locs, *pn_npks);
}

void maxim_find_peaks( int *pn_locs, int *n_npks,  int  *pn_x, int n_size, int n_min_height, int n_min_distance, int n_max_num )
/**
* \brief        Find peaks
* \par          Details
*               Find at most MAX_NUM peaks above MIN_HEIGHT separated by at least MIN_DISTANCE
*
* \retval       None
*/
{
  maxim_peaks_above_min_height( pn_locs, n_npks, pn_x, n_size, n_min_height );
  printf("Above min arr: ");
  printArr(pn_locs, *n_npks);
  maxim_remove_close_peaks( pn_locs, n_npks, pn_x, n_min_distance );
  printf("remove close :");
  printArr(pn_locs, *n_npks);
 *n_npks = min( *n_npks, n_max_num );
}

void maxim_heart_rate_and_oxygen_saturation(unsigned int *pun_ir_buffer, int n_ir_buffer_length,
                int *pn_heart_rate, int *pch_hr_valid, int unsigned *an_x)
{
  unsigned int un_ir_mean,un_only_once ;
  int k, n_i_ratio_count;
  int i, s, m, n_exact_ir_valley_locs_count, n_middle_idx;
  int n_th1, n_npks, n_c_min;   
  int an_ir_valley_locs[15] ;
  int n_peak_interval_sum;
  
  int n_y_ac, n_x_ac;
  int n_spo2_calc; 
  int n_y_dc_max, n_x_dc_max; 
  int n_y_dc_max_idx, n_x_dc_max_idx; 
  int an_ratio[5], n_ratio_average; 
  int n_nume, n_denom ;

  // calculates DC mean and subtract DC from ir
  un_ir_mean =0; 
  for (k=0 ; k<n_ir_buffer_length ; k++ ) un_ir_mean += pun_ir_buffer[k] ;
  un_ir_mean =un_ir_mean/n_ir_buffer_length ;
  printf("mean is %d\n",un_ir_mean);
    
  // remove DC and invert signal so that we can use peak detector as valley detector
  for (k=0 ; k<n_ir_buffer_length ; k++ )  
    an_x[k] = -1*(pun_ir_buffer[k] - un_ir_mean) ; 
    
  printf("ir array, dc removed ");
  printArr(an_x, 50);
  // 4 pt Moving Average
  for(k=0; k< BUFFER_SIZE-4; k++){
    an_x[k]=( an_x[k]+an_x[k+1]+ an_x[k+2]+ an_x[k+3])/(int)4;        
  }
  // calculate threshold  
  n_th1=0; 
  for ( k=0 ; k<BUFFER_SIZE ;k++){
    n_th1 +=  an_x[k];
  }
  n_th1=  n_th1/ ( BUFFER_SIZE);
  printf("min is %d\n", n_th1);
  if( n_th1<30) n_th1=30; // min allowed
  if( n_th1>60) n_th1=60; // max allowed

  for ( k=0 ; k<15;k++) an_ir_valley_locs[k]=0;
  // since we flipped signal, we use peak detector as valley detector
 
 
  printf("Array for averaged ir is ");
  printArr(an_x, 50);
 
 
  maxim_find_peaks( an_ir_valley_locs, &n_npks, an_x, BUFFER_SIZE, n_th1, 4, 15 );//peak_height, peak_distance, max_num_peaks 
  
  printf("Array for list is");
  printArr(an_ir_valley_locs, n_npks);
  
  n_peak_interval_sum =0;
  if (n_npks>=2){
    for (k=1; k<n_npks; k++) n_peak_interval_sum += (an_ir_valley_locs[k] -an_ir_valley_locs[k -1] ) ;
    n_peak_interval_sum =n_peak_interval_sum/(n_npks-1);
    *pn_heart_rate =(int)( (FS*60)/ n_peak_interval_sum );
    *pch_hr_valid  = 1;
  }
  else  { 
    *pn_heart_rate = -999; // unable to calculate because # of peaks are too small
    *pch_hr_valid  = 0;
  }
}


int main(void) {
	// your code goes here
	
	int ir[50] = {6232, 13423, 319, 8754, 3660, 15297, 321, 1028, 2250, 2828, 7738, 5072, 2127, 7393, 76, 12470, 5088, 902, 16257, 15355, 6248, 9790, 5723, 7578, 8159, 7071, 4029, 5814, 7005, 10472, 11111, 6675, 9635, 15670, 643, 4874, 4433, 9862, 15868, 10150, 12961, 15544, 961, 1341, 15611, 6682, 1158, 2765, 9992, 9486};
	int count = 0;
	unsigned int list[15];
	int hr = 0;
	int valid = 0;
	int irA[50];	
	maxim_heart_rate_and_oxygen_saturation(ir,50,&hr, &valid, irA);
    /*
	maxim_peaks_above_min_height(list, &count, ir, 50, 10000 );
	printArr(list, count);
	maxim_remove_close_peaks(list, &count, ir, 4); 
	*/
	printf("Hr is %d\n", hr);
	printf("Hr valid is %d\n", valid);
	return 0;
}

