toolhead: Calculate maximum junction start when adding moves
Take into account the maximum possible start speed of a move when calculating junction_start_max. This simplifies the lookahead logic. Signed-off-by: Kevin O'Connor <kevin@koconnor.net>
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@ -68,7 +68,8 @@ class Move:
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sin_theta_d2 = math.sqrt(0.5*(1.0-junction_cos_theta))
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sin_theta_d2 = math.sqrt(0.5*(1.0-junction_cos_theta))
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R = self.toolhead.junction_deviation * sin_theta_d2 / (1. - sin_theta_d2)
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R = self.toolhead.junction_deviation * sin_theta_d2 / (1. - sin_theta_d2)
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self.junction_start_max = min(
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self.junction_start_max = min(
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R * self.accel, self.junction_max, prev_move.junction_max)
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R * self.accel, self.junction_max, prev_move.junction_max
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, prev_move.junction_start_max + prev_move.junction_delta)
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def process(self, junction_start, junction_end):
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def process(self, junction_start, junction_end):
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# Determine accel, cruise, and decel portions of the move distance
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# Determine accel, cruise, and decel portions of the move distance
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junction_cruise = self.junction_max
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junction_cruise = self.junction_max
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@ -111,34 +112,30 @@ class MoveQueue:
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del self.queue[:]
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del self.queue[:]
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self.prev_junction_max = self.junction_flush = 0.
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self.prev_junction_max = self.junction_flush = 0.
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def flush(self, lazy=False):
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def flush(self, lazy=False):
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can_flush = not lazy
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flush_count = len(self.queue)
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flush_count = len(self.queue)
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junction_end = [None] * flush_count
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junction_end = [None] * flush_count
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# Traverse queue from last to first move and determine maximum
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# Traverse queue from last to first move and determine maximum
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# junction speed assuming the robot comes to a complete stop
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# junction speed assuming the robot comes to a complete stop
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# after the last move.
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# after the last move.
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next_junction_max = 0.
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next_junction_max = 0.
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for i in range(len(self.queue)-1, -1, -1):
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for i in range(flush_count-1, -1, -1):
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move = self.queue[i]
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move = self.queue[i]
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junction_end[i] = next_junction_max
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junction_end[i] = next_junction_max
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if not can_flush:
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flush_count -= 1
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next_junction_max = next_junction_max + move.junction_delta
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next_junction_max = next_junction_max + move.junction_delta
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if next_junction_max >= move.junction_start_max:
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if next_junction_max >= move.junction_start_max:
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next_junction_max = move.junction_start_max
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next_junction_max = move.junction_start_max
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can_flush = True
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if lazy:
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flush_count = i
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lazy = False
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# Generate step times for all moves ready to be flushed
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# Generate step times for all moves ready to be flushed
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prev_junction_max = self.prev_junction_max
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prev_junction_max = self.prev_junction_max
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for i in range(flush_count):
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for i in range(flush_count):
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move = self.queue[i]
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move = self.queue[i]
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next_junction_max = min(prev_junction_max + move.junction_delta
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move.process(prev_junction_max, junction_end[i])
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, junction_end[i])
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prev_junction_max = junction_end[i]
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move.process(prev_junction_max, next_junction_max)
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self.prev_junction_max = prev_junction_max
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prev_junction_max = next_junction_max
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# Remove processed moves from the queue
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# Remove processed moves from the queue
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del self.queue[:flush_count]
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del self.queue[:flush_count]
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self.prev_junction_max = prev_junction_max
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self.junction_flush = 0.
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if self.queue:
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if self.queue:
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self.junction_flush = self.queue[-1].junction_max
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self.junction_flush = self.queue[-1].junction_max
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def add_move(self, move):
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def add_move(self, move):
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