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@ -1614,6 +1614,7 @@ void Planner::finish_and_disable() {
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float Planner::get_axis_position_mm(const AxisEnum axis) {
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float axis_steps;
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#if IS_CORE
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// Requesting one of the "core" axes?
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if (axis == CORE_AXIS_1 || axis == CORE_AXIS_2) {
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@ -1631,9 +1632,30 @@ float Planner::get_axis_position_mm(const AxisEnum axis) {
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}
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else
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axis_steps = stepper.position(axis);
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#elif ENABLED(MARKFORGED_XY)
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// Requesting one of the joined axes?
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if (axis == CORE_AXIS_1 || axis == CORE_AXIS_2) {
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// Protect the access to the position.
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const bool was_enabled = stepper.suspend();
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const int32_t p1 = stepper.position(CORE_AXIS_1),
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p2 = stepper.position(CORE_AXIS_2);
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if (was_enabled) stepper.wake_up();
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axis_steps = ((axis == CORE_AXIS_1) ? p1 - p2 : p2);
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}
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else
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axis_steps = stepper.position(axis);
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#else
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axis_steps = stepper.position(axis);
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#endif
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return axis_steps * steps_to_mm[axis];
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}
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@ -1808,6 +1830,12 @@ bool Planner::_populate_block(block_t * const block, bool split_move,
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if (dc < 0) SBI(dm, Z_HEAD); // ...and Z
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if (db + dc < 0) SBI(dm, B_AXIS); // Motor B direction
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if (CORESIGN(db - dc) < 0) SBI(dm, C_AXIS); // Motor C direction
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#elif ENABLED(MARKFORGED_XY)
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if (da < 0) SBI(dm, X_HEAD); // Save the real Extruder (head) direction in X Axis
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if (db < 0) SBI(dm, Y_HEAD); // ...and Y
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if (dc < 0) SBI(dm, Z_AXIS);
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if (da + db < 0) SBI(dm, A_AXIS); // Motor A direction
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if (db < 0) SBI(dm, B_AXIS); // Motor B direction
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#else
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if (da < 0) SBI(dm, X_AXIS);
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if (db < 0) SBI(dm, Y_AXIS);
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@ -1843,6 +1871,8 @@ bool Planner::_populate_block(block_t * const block, bool split_move,
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block->steps.set(ABS(da + dc), ABS(db), ABS(da - dc));
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#elif CORE_IS_YZ
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block->steps.set(ABS(da), ABS(db + dc), ABS(db - dc));
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#elif ENABLED(MARKFORGED_XY)
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block->steps.set(ABS(da + db), ABS(db), ABS(dc));
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#elif IS_SCARA
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block->steps.set(ABS(da), ABS(db), ABS(dc));
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#else
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@ -1859,7 +1889,9 @@ bool Planner::_populate_block(block_t * const block, bool split_move,
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* Having the real displacement of the head, we can calculate the total movement length and apply the desired speed.
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*/
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struct DistanceMM : abce_float_t {
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TERN_(IS_CORE, xyz_pos_t head);
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#if EITHER(IS_CORE, MARKFORGED_XY)
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xyz_pos_t head;
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#endif
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} steps_dist_mm;
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#if IS_CORE
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#if CORE_IS_XY
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@ -1881,6 +1913,12 @@ bool Planner::_populate_block(block_t * const block, bool split_move,
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steps_dist_mm.b = (db + dc) * steps_to_mm[B_AXIS];
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steps_dist_mm.c = CORESIGN(db - dc) * steps_to_mm[C_AXIS];
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#endif
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#elif ENABLED(MARKFORGED_XY)
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steps_dist_mm.head.x = da * steps_to_mm[A_AXIS];
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steps_dist_mm.head.y = db * steps_to_mm[B_AXIS];
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steps_dist_mm.z = dc * steps_to_mm[Z_AXIS];
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steps_dist_mm.a = (da - db) * steps_to_mm[A_AXIS];
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steps_dist_mm.b = db * steps_to_mm[B_AXIS];
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#else
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steps_dist_mm.a = da * steps_to_mm[A_AXIS];
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steps_dist_mm.b = db * steps_to_mm[B_AXIS];
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@ -1907,7 +1945,7 @@ bool Planner::_populate_block(block_t * const block, bool split_move,
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block->millimeters = millimeters;
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else
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block->millimeters = SQRT(
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#if CORE_IS_XY
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#if EITHER(CORE_IS_XY, MARKFORGED_XY)
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sq(steps_dist_mm.head.x) + sq(steps_dist_mm.head.y) + sq(steps_dist_mm.z)
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#elif CORE_IS_XZ
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sq(steps_dist_mm.head.x) + sq(steps_dist_mm.y) + sq(steps_dist_mm.head.z)
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@ -1964,7 +2002,7 @@ bool Planner::_populate_block(block_t * const block, bool split_move,
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#endif
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// Enable active axes
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#if CORE_IS_XY
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#if EITHER(CORE_IS_XY, MARKFORGED_XY)
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if (block->steps.a || block->steps.b) {
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ENABLE_AXIS_X();
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ENABLE_AXIS_Y();
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@ -2325,9 +2363,9 @@ bool Planner::_populate_block(block_t * const block, bool split_move,
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* On CoreXY the length of the vector [A,B] is SQRT(2) times the length of the head movement vector [X,Y].
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* So taking Z and E into account, we cannot scale to a unit vector with "inverse_millimeters".
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* => normalize the complete junction vector.
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* Elsewise, when needed JD factors in the E component
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* Elsewise, when needed JD will factor-in the E component
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*/
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if (ENABLED(IS_CORE) || esteps > 0)
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if (EITHER(IS_CORE, MARKFORGED_XY) || esteps > 0)
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normalize_junction_vector(unit_vec); // Normalize with XYZE components
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else
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unit_vec *= inverse_millimeters; // Use pre-calculated (1 / SQRT(x^2 + y^2 + z^2))
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