589 lines
18 KiB
C
589 lines
18 KiB
C
#include "dda.h"
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/** \file
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\brief Digital differential analyser - this is where we figure out which steppers need to move, and when they need to move
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*/
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#include <string.h>
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#include <stdlib.h>
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#include <avr/interrupt.h>
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#include "timer.h"
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#include "serial.h"
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#include "sermsg.h"
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#include "dda_queue.h"
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#include "debug.h"
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#include "sersendf.h"
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#include "pinio.h"
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#include "config.h"
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//#include "graycode.c"
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#ifdef DC_EXTRUDER
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#include "heater.h"
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#endif
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/// step timeout
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volatile uint8_t steptimeout = 0;
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/*
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position tracking
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*/
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/// \var startpoint
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/// \brief target position of last move in queue
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TARGET startpoint __attribute__ ((__section__ (".bss")));
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/// \var current_position
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/// \brief actual position of extruder head
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/// \todo make current_position = real_position (from endstops) + offset from G28 and friends
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TARGET current_position __attribute__ ((__section__ (".bss")));
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/*
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utility functions
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*/
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// courtesy of http://www.flipcode.com/archives/Fast_Approximate_Distance_Functions.shtml
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/*! linear approximation 2d distance formula
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\param dx distance in X plane
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\param dy distance in Y plane
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\return 3-part linear approximation of \f$\sqrt{\Delta x^2 + \Delta y^2}\f$
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see http://www.flipcode.com/archives/Fast_Approximate_Distance_Functions.shtml
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*/
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uint32_t approx_distance( uint32_t dx, uint32_t dy )
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{
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uint32_t min, max, approx;
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if ( dx < dy )
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{
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min = dx;
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max = dy;
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} else {
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min = dy;
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max = dx;
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}
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approx = ( max * 1007 ) + ( min * 441 );
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if ( max < ( min << 4 ))
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approx -= ( max * 40 );
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// add 512 for proper rounding
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return (( approx + 512 ) >> 10 );
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}
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// courtesy of http://www.oroboro.com/rafael/docserv.php/index/programming/article/distance
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/*! linear approximation 3d distance formula
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\param dx distance in X plane
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\param dy distance in Y plane
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\param dz distance in Z plane
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\return 3-part linear approximation of \f$\sqrt{\Delta x^2 + \Delta y^2 + \Delta z^2}\f$
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see http://www.oroboro.com/rafael/docserv.php/index/programming/article/distance
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*/
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uint32_t approx_distance_3( uint32_t dx, uint32_t dy, uint32_t dz )
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{
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uint32_t min, med, max, approx;
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if ( dx < dy )
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{
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min = dy;
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med = dx;
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} else {
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min = dx;
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med = dy;
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}
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if ( dz < min )
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{
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max = med;
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med = min;
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min = dz;
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} else if ( dz < med ) {
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max = med;
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med = dz;
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} else {
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max = dz;
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}
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approx = ( max * 860 ) + ( med * 851 ) + ( min * 520 );
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if ( max < ( med << 1 )) approx -= ( max * 294 );
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if ( max < ( min << 2 )) approx -= ( max * 113 );
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if ( med < ( min << 2 )) approx -= ( med * 40 );
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// add 512 for proper rounding
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return (( approx + 512 ) >> 10 );
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}
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/*!
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integer square root algorithm
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\param a find square root of this number
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\return sqrt(a - 1) < returnvalue <= sqrt(a)
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see http://www.embedded-systems.com/98/9802fe2.htm
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*/
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// courtesy of http://www.embedded-systems.com/98/9802fe2.htm
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uint16_t int_sqrt(uint32_t a) {
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uint32_t rem = 0;
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uint32_t root = 0;
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uint16_t i;
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for (i = 0; i < 16; i++) {
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root <<= 1;
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rem = ((rem << 2) + (a >> 30));
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a <<= 2;
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root++;
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if (root <= rem) {
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rem -= root;
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root++;
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}
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else
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root--;
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}
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return (uint16_t) ((root >> 1) & 0xFFFFL);
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}
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// this is an ultra-crude pseudo-logarithm routine, such that:
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// 2 ^ msbloc(v) >= v
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/*! crude logarithm algorithm
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\param v value to find \f$log_2\f$ of
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\return floor(log(v) / log(2))
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*/
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const uint8_t msbloc (uint32_t v) {
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uint8_t i;
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uint32_t c;
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for (i = 31, c = 0x80000000; i; i--) {
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if (v & c)
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return i;
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c >>= 1;
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}
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return 0;
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}
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/*! CREATE a dda given current_position and a target, save to passed location so we can write directly into the queue
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\param *dda pointer to a dda_queue entry to overwrite
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\param *target the target position of this move
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\ref startpoint the beginning position of this move
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This function does a /lot/ of math. It works out directions for each axis, distance travelled, the time between the first and second step
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It also pre-fills any data that the selected accleration algorithm needs, and can be pre-computed for the whole move.
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This algorithm is probably the main limiting factor to print speed in terms of firmware limitations
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*/
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void dda_create(DDA *dda, TARGET *target) {
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uint32_t distance, c_limit, c_limit_calc;
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// initialise DDA to a known state
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dda->allflags = 0;
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if (DEBUG_DDA && (debug_flags & DEBUG_DDA))
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serial_writestr_P(PSTR("\n{DDA_CREATE: ["));
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// we end at the passed target
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memcpy(&(dda->endpoint), target, sizeof(TARGET));
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dda->x_steps = dda->x_delta = labs(target->X - startpoint.X);
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dda->y_steps = dda->y_delta = labs(target->Y - startpoint.Y);
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dda->z_steps = dda->z_delta = labs(target->Z - startpoint.Z);
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dda->e_steps = dda->e_delta = labs(target->E - startpoint.E);
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dda->x_direction = (target->X >= startpoint.X)?1:0;
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dda->y_direction = (target->Y >= startpoint.Y)?1:0;
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dda->z_direction = (target->Z >= startpoint.Z)?1:0;
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dda->e_direction = (target->E >= startpoint.E)?1:0;
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if (DEBUG_DDA && (debug_flags & DEBUG_DDA))
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sersendf_P(PSTR("%ld,%ld,%ld,%ld] ["), target->X - startpoint.X, target->Y - startpoint.Y, target->Z - startpoint.Z, target->E - startpoint.E);
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dda->total_steps = dda->x_delta;
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if (dda->y_delta > dda->total_steps)
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dda->total_steps = dda->y_delta;
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if (dda->z_delta > dda->total_steps)
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dda->total_steps = dda->z_delta;
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if (dda->e_delta > dda->total_steps)
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dda->total_steps = dda->e_delta;
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if (DEBUG_DDA && (debug_flags & DEBUG_DDA))
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sersendf_P(PSTR("ts:%lu"), dda->total_steps);
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if (dda->total_steps == 0) {
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dda->nullmove = 1;
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}
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else {
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// get steppers ready to go
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steptimeout = 0;
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power_on();
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x_enable();
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y_enable();
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// Z is enabled in dda_start()
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e_enable();
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// since it's unusual to combine X, Y and Z changes in a single move on reprap, check if we can use simpler approximations before trying the full 3d approximation.
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if (dda->z_delta == 0)
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distance = approx_distance(dda->x_delta * UM_PER_STEP_X, dda->y_delta * UM_PER_STEP_Y);
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else if (dda->x_delta == 0 && dda->y_delta == 0)
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distance = dda->z_delta * UM_PER_STEP_Z;
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else
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distance = approx_distance_3(dda->x_delta * UM_PER_STEP_X, dda->y_delta * UM_PER_STEP_Y, dda->z_delta * UM_PER_STEP_Z);
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if (distance < 2)
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distance = dda->e_delta * UM_PER_STEP_E;
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if (DEBUG_DDA && (debug_flags & DEBUG_DDA))
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sersendf_P(PSTR(",ds:%lu"), distance);
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#ifdef ACCELERATION_TEMPORAL
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// bracket part of this equation in an attempt to avoid overflow: 60 * 16MHz * 5mm is >32 bits
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uint32_t move_duration = distance * (60 * F_CPU / startpoint.F);
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#else
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dda->x_counter = dda->y_counter = dda->z_counter = dda->e_counter =
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-(dda->total_steps >> 1);
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// pre-calculate move speed in millimeter microseconds per step minute for less math in interrupt context
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// mm (distance) * 60000000 us/min / step (total_steps) = mm.us per step.min
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// note: um (distance) * 60000 == mm * 60000000
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// so in the interrupt we must simply calculate
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// mm.us per step.min / mm per min (F) = us per step
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// break this calculation up a bit and lose some precision because 300,000um * 60000 is too big for a uint32
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// calculate this with a uint64 if you need the precision, but it'll take longer so routines with lots of short moves may suffer
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// 2^32/6000 is about 715mm which should be plenty
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// changed * 10 to * (F_CPU / 100000) so we can work in cpu_ticks rather than microseconds.
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// timer.c setTimer() routine altered for same reason
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// changed distance * 6000 .. * F_CPU / 100000 to
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// distance * 2400 .. * F_CPU / 40000 so we can move a distance of up to 1800mm without overflowing
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uint32_t move_duration = ((distance * 2400) / dda->total_steps) * (F_CPU / 40000);
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#endif
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// similarly, find out how fast we can run our axes.
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// do this for each axis individually, as the combined speed of two or more axes can be higher than the capabilities of a single one.
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c_limit = 0;
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// check X axis
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c_limit_calc = ( (dda->x_delta * (UM_PER_STEP_X * 2400L)) / dda->total_steps * (F_CPU / 40000) / MAXIMUM_FEEDRATE_X) << 8;
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if (c_limit_calc > c_limit)
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c_limit = c_limit_calc;
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// check Y axis
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c_limit_calc = ( (dda->y_delta * (UM_PER_STEP_Y * 2400L)) / dda->total_steps * (F_CPU / 40000) / MAXIMUM_FEEDRATE_Y) << 8;
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if (c_limit_calc > c_limit)
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c_limit = c_limit_calc;
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// check Z axis
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c_limit_calc = ( (dda->z_delta * (UM_PER_STEP_Z * 2400L)) / dda->total_steps * (F_CPU / 40000) / MAXIMUM_FEEDRATE_Z) << 8;
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if (c_limit_calc > c_limit)
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c_limit = c_limit_calc;
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// check E axis
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c_limit_calc = ( (dda->e_delta * (UM_PER_STEP_E * 2400L)) / dda->total_steps * (F_CPU / 40000) / MAXIMUM_FEEDRATE_E) << 8;
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if (c_limit_calc > c_limit)
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c_limit = c_limit_calc;
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#ifdef ACCELERATION_REPRAP
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// c is initial step time in IOclk ticks
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dda->c = (move_duration / startpoint.F) << 8;
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if (dda->c < c_limit)
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dda->c = c_limit;
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dda->end_c = (move_duration / target->F) << 8;
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if (dda->end_c < c_limit)
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dda->end_c = c_limit;
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if (DEBUG_DDA && (debug_flags & DEBUG_DDA))
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sersendf_P(PSTR(",md:%lu,c:%lu"), move_duration, dda->c >> 8);
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if (dda->c != dda->end_c) {
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uint32_t stF = startpoint.F / 4;
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uint32_t enF = target->F / 4;
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// now some constant acceleration stuff, courtesy of http://www.embedded.com/columns/technicalinsights/56800129?printable=true
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uint32_t ssq = (stF * stF);
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uint32_t esq = (enF * enF);
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int32_t dsq = (int32_t) (esq - ssq) / 4;
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uint8_t msb_ssq = msbloc(ssq);
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uint8_t msb_tot = msbloc(dda->total_steps);
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// the raw equation WILL overflow at high step rates, but 64 bit math routines take waay too much space
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// at 65536 mm/min (1092mm/s), ssq/esq overflows, and dsq is also close to overflowing if esq/ssq is small
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// but if ssq-esq is small, ssq/dsq is only a few bits
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// we'll have to do it a few different ways depending on the msb locations of each
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if ((msb_tot + msb_ssq) <= 30) {
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// we have room to do all the multiplies first
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if (DEBUG_DDA && (debug_flags & DEBUG_DDA))
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serial_writechar('A');
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dda->n = ((int32_t) (dda->total_steps * ssq) / dsq) + 1;
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}
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else if (msb_tot >= msb_ssq) {
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// total steps has more precision
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if (DEBUG_DDA && (debug_flags & DEBUG_DDA))
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serial_writechar('B');
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dda->n = (((int32_t) dda->total_steps / dsq) * (int32_t) ssq) + 1;
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}
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else {
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// otherwise
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if (DEBUG_DDA && (debug_flags & DEBUG_DDA))
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serial_writechar('C');
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dda->n = (((int32_t) ssq / dsq) * (int32_t) dda->total_steps) + 1;
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}
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if (DEBUG_DDA && (debug_flags & DEBUG_DDA))
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sersendf_P(PSTR("\n{DDA:CA end_c:%lu, n:%ld, md:%lu, ssq:%lu, esq:%lu, dsq:%lu, msbssq:%u, msbtot:%u}\n"), dda->end_c >> 8, dda->n, move_duration, ssq, esq, dsq, msb_ssq, msb_tot);
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dda->accel = 1;
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}
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else
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dda->accel = 0;
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#elif defined ACCELERATION_RAMPING
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// add the last bit of dda->total_steps to always round up
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dda->ramp_steps = dda->total_steps / 2 + (dda->total_steps & 1);
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dda->step_no = 0;
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// c is initial step time in IOclk ticks
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dda->c = ACCELERATION_STEEPNESS << 8;
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dda->c_min = (move_duration / target->F) << 8;
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if (dda->c_min < c_limit)
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dda->c_min = c_limit;
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dda->n = 1;
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dda->ramp_state = RAMP_UP;
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#else
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dda->c = (move_duration / target->F) << 8;
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if (dda->c < c_limit)
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dda->c = c_limit;
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#endif
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}
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if (DEBUG_DDA && (debug_flags & DEBUG_DDA))
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serial_writestr_P(PSTR("] }\n"));
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// next dda starts where we finish
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memcpy(&startpoint, target, sizeof(TARGET));
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// if E is relative, reset it here
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#ifndef E_ABSOLUTE
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startpoint.E = 0;
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#endif
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}
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/*! Start a prepared DDA
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\param *dda pointer to entry in dda_queue to start
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This function actually begins the move described by the passed DDA entry.
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We set direction and enable outputs, and set the timer for the first step from the precalculated value.
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We also mark this DDA as running, so other parts of the firmware know that something is happening
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*/
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void dda_start(DDA *dda) {
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// called from interrupt context: keep it simple!
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if (dda->nullmove) {
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// just change speed?
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current_position.F = dda->endpoint.F;
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// keep dda->live = 0
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}
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else {
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/* if (dda->waitfor_temp) {
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#ifndef REPRAP_HOST_COMPATIBILITY
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serial_writestr_P(PSTR("Waiting for target temp\n"));
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#endif
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}
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else {*/
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// get ready to go
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steptimeout = 0;
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if (dda->z_delta)
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z_enable();
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// set direction outputs
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x_direction(dda->x_direction);
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y_direction(dda->y_direction);
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z_direction(dda->z_direction);
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e_direction(dda->e_direction);
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#ifdef DC_EXTRUDER
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if (dda->e_delta)
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heater_set(DC_EXTRUDER, DC_EXTRUDER_PWM);
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#endif
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// }
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// ensure this dda starts
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dda->live = 1;
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// set timeout for first step
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setTimer(dda->c >> 8);
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}
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}
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/*! STEP
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\param *dda the current move
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This is called from our timer interrupt every time a step needs to occur.
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We first work out which axes need to step, and generate step pulses for them
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Then we re-enable global interrupts so serial data reception and other important things can occur while we do some math.
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Next, we work out how long until our next step using the selected acceleration algorithm and set the timer.
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Then we decide if this was the last step for this move, and if so mark this dda as dead so next timer interrupt we can start a new one.
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Finally we de-assert any asserted step pins.
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\todo take into account the time that interrupt takes to run
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*/
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void dda_step(DDA *dda) {
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// called from interrupt context! keep it as simple as possible
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uint8_t did_step = 0;
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if ((dda->x_steps) /* &&
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(x_max() != dda->x_direction) && (x_min() == dda->x_direction) */) {
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dda->x_counter -= dda->x_delta;
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if (dda->x_counter < 0) {
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x_step();
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did_step = 1;
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dda->x_steps--;
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dda->x_counter += dda->total_steps;
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}
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}
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if ((dda->y_steps) /* &&
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(y_max() != dda->y_direction) && (y_min() == dda->y_direction) */) {
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dda->y_counter -= dda->y_delta;
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if (dda->y_counter < 0) {
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y_step();
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did_step = 1;
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dda->y_steps--;
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dda->y_counter += dda->total_steps;
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}
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}
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if ((dda->z_steps) /* &&
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(z_max() != dda->z_direction) && (z_min() == dda->z_direction) */) {
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dda->z_counter -= dda->z_delta;
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if (dda->z_counter < 0) {
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z_step();
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did_step = 1;
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dda->z_steps--;
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dda->z_counter += dda->total_steps;
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}
|
|
}
|
|
|
|
if (dda->e_steps) {
|
|
dda->e_counter -= dda->e_delta;
|
|
if (dda->e_counter < 0) {
|
|
e_step();
|
|
did_step = 1;
|
|
dda->e_steps--;
|
|
dda->e_counter += dda->total_steps;
|
|
}
|
|
}
|
|
|
|
#if STEP_INTERRUPT_INTERRUPTIBLE
|
|
// since we have sent steps to all the motors that will be stepping and the rest of this function isn't so time critical,
|
|
// this interrupt can now be interruptible
|
|
// however we must ensure that we don't step again while computing the below, so disable *this* interrupt but allow others to fire
|
|
// disableTimerInterrupt();
|
|
sei();
|
|
#endif
|
|
|
|
#ifdef ACCELERATION_REPRAP
|
|
// linear acceleration magic, courtesy of http://www.embedded.com/columns/technicalinsights/56800129?printable=true
|
|
if (dda->accel) {
|
|
if (
|
|
((dda->n > 0) && (dda->c > dda->end_c)) ||
|
|
((dda->n < 0) && (dda->c < dda->end_c))
|
|
) {
|
|
dda->c = (int32_t) dda->c - ((int32_t) (dda->c * 2) / dda->n);
|
|
dda->n += 4;
|
|
}
|
|
else if (dda->c != dda->end_c) {
|
|
dda->c = dda->end_c;
|
|
}
|
|
// else we are already at target speed
|
|
}
|
|
#endif
|
|
#ifdef ACCELERATION_RAMPING
|
|
// - algorithm courtesy of http://www.embedded.com/columns/technicalinsights/56800129?printable=true
|
|
// - for simplicity, taking even/uneven number of steps into account dropped
|
|
// - number of steps moved is always accurate, speed might be one step off
|
|
switch (dda->ramp_state) {
|
|
case RAMP_UP:
|
|
case RAMP_MAX:
|
|
if (dda->step_no >= dda->ramp_steps) {
|
|
// RAMP_UP: time to decelerate before reaching maximum speed
|
|
// RAMP_MAX: time to decelerate
|
|
dda->ramp_state = RAMP_DOWN;
|
|
dda->n = -((int32_t)2) - dda->n;
|
|
}
|
|
if (dda->ramp_state == RAMP_MAX)
|
|
break;
|
|
case RAMP_DOWN:
|
|
dda->n += 4;
|
|
// be careful of signedness!
|
|
dda->c = (int32_t)dda->c - ((int32_t)(dda->c * 2) / dda->n);
|
|
if (dda->c <= dda->c_min) {
|
|
// maximum speed reached
|
|
dda->c = dda->c_min;
|
|
dda->ramp_state = RAMP_MAX;
|
|
dda->ramp_steps = dda->total_steps - dda->step_no;
|
|
}
|
|
break;
|
|
}
|
|
dda->step_no++;
|
|
#endif
|
|
|
|
if (did_step) {
|
|
// we stepped, reset timeout
|
|
steptimeout = 0;
|
|
|
|
// if we could do anything at all, we're still running
|
|
// otherwise, must have finished
|
|
}
|
|
else if (dda->x_steps == 0 && dda->y_steps == 0 && dda->z_steps == 0 && dda->e_steps == 0) {
|
|
dda->live = 0;
|
|
// if E is relative reset it
|
|
#ifndef E_ABSOLUTE
|
|
current_position.E = 0;
|
|
#endif
|
|
// linear acceleration code doesn't alter F during a move, so we must update it here
|
|
// in theory, we *could* update F every step, but that would require a divide in interrupt context which should be avoided if at all possible
|
|
current_position.F = dda->endpoint.F;
|
|
#ifdef DC_EXTRUDER
|
|
heater_set(DC_EXTRUDER, 0);
|
|
#endif
|
|
// z stepper is only enabled while moving
|
|
z_disable();
|
|
}
|
|
|
|
cli();
|
|
|
|
setTimer(dda->c >> 8);
|
|
|
|
// turn off step outputs, hopefully they've been on long enough by now to register with the drivers
|
|
// if not, too bad. or insert a (very!) small delay here, or fire up a spare timer or something.
|
|
// we also hope that we don't step before the drivers register the low- limit maximum speed if you think this is a problem.
|
|
unstep();
|
|
}
|
|
|
|
/// update global current_position struct
|
|
void update_position() {
|
|
DDA *dda = &movebuffer[mb_tail];
|
|
|
|
if (dda->live == 0)
|
|
return;
|
|
|
|
if (dda->x_direction)
|
|
current_position.X = dda->endpoint.X - dda->x_steps;
|
|
else
|
|
current_position.X = dda->endpoint.X + dda->x_steps;
|
|
|
|
if (dda->y_direction)
|
|
current_position.Y = dda->endpoint.Y - dda->y_steps;
|
|
else
|
|
current_position.Y = dda->endpoint.Y + dda->y_steps;
|
|
|
|
if (dda->z_direction)
|
|
current_position.Z = dda->endpoint.Z - dda->z_steps;
|
|
else
|
|
current_position.Z = dda->endpoint.Z + dda->z_steps;
|
|
|
|
#ifndef E_ABSOLUTE
|
|
current_position.E = dda->e_steps;
|
|
#else
|
|
if (dda->e_direction)
|
|
current_position.E = dda->endpoint.E - dda->e_steps;
|
|
else
|
|
current_position.E = dda->endpoint.E + dda->e_steps;
|
|
#endif
|
|
}
|