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What the plan tool was missing was not geometry but the ordinary business of editing: taking a mistake back, dividing what is drawn, and seeing what the next click will do before making it. Cofanie. The document is plain data, so a step is a copy of it. What counts as one step is decided by watching the document - a fingerprint over the tracks, turnouts and catalogue - rather than by dressing every edit with a call: a frame that changes anything opens a step, and the step closes when the drawing settles. That is what makes a drag, or a number typed digit by digit, one step and not thirty, and nothing can be forgotten on the way in. Ctrl+Z / Ctrl+Y; the scene editor listens for the same keys, so it hands them over while the plan has the keyboard. Złącze i wycięcie. `insert_joint` divides whichever element a station lands in and leaves one chain: the ground does not move, the curvature at the new joint is the one that was always there, and the fit reads the chain the same way afterwards. It is refused on a straight, because two straights end to end are one straight and the skeleton will not read that, and under a turnout, which is one piece of geometry on one element. `cut_track` takes a piece out and does leave two tracks - a gap is the ground between them, not a hole in a chain. Przejście rozjazdowe. A turnout may now stand against another one: where it stands is then worked out from that one's frog, not authored, so moving either carries the other with it and a trapez stays shut. The frog has to land on the line leaving the other frog - not on the track's axis, which is 1,469 m further on for a 1:9 - so the station is settled by laying the turnout and walking it along until it does. Drawing is a tool now, not what a click happens to do: until Rysuj is on, a click picks what is under it. With it on, the cursor at the growing end shows the corner and the straight the next click would lay, worked out by the same fit_corner the click itself uses. A chain only grows at a loose end, and the first element of a track is put down by two clicks instead of landing on the plan's zero. Also here: the curvature strip under the panel, pikietaż in the rows and at the cursor, how far the laid axis runs from the clicks it was drawn from, the file format saying which frame and which units it is in (v9), plans chosen from the directory instead of typed, and editor/samples/demo.m0s - two parallel tracks and a trapez - with the generator that wrote it and a test that opens it and demands it lays clean.
120 lines
4.8 KiB
Python
120 lines
4.8 KiB
Python
"""Writes editor/samples/demo.m0s: the plan the editor is handed to open.
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It is deliberately small — two parallel tracks and a trapez between them — because
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that is the case worth having in front of you: a przejście rozjazdowe is the one
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piece of trackwork whose two halves have to agree with each other, and everything
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about how the editor ties one turnout to another shows up here.
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The numbers are not drawn by eye. A 1:9 turnout leaves its frog 1,469 m off the
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track it stands on, so between tracks 4,75 m apart the wstawka has 1,811 m left to
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cover, which at the crossing angle is 16,405 m of straight and nothing else.
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"""
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import math
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import pathlib
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ORIGIN = (643640.5594274866, 493212.77532093093) # what the scenery's zero stands for
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EAST = math.pi / 2.0 # azimuth: radians clockwise from north
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ALPHA = math.atan(1.0 / 9.0) # the crossing angle
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FROG_LAT = 190.0 * (1.0 - math.cos(ALPHA)) + 2.7808 * math.sin(ALPHA) # KR off the track
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FROG_ALONG = 3.3108 + 190.0 * math.sin(ALPHA) + 2.7808 * math.cos(ALPHA) # and along it
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X0, Y0 = 643400.0, 493100.0
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LENGTH = 1200.0
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SPACING = 4.75
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GAP = (SPACING - 2.0 * FROG_LAT) / math.sin(ALPHA) # the wstawka between the two frogs
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GAP_ALONG = GAP * math.cos(ALPHA)
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def g(value):
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return repr(float(value))
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ids = iter(range(1, 200))
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tracks = []
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turnouts = []
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def nid():
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return next(ids)
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def track(name, anchor, elems):
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tid = nid()
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tracks.append((tid, name, anchor, elems))
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return tid
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def elem(kind, radius, hand, length, hold=None):
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eid = nid()
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out = ["elem %d %s %s %d %s" % (eid, kind, g(radius), hand, g(length))]
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if hold is not None:
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out.append("epar %d %s" % (hold[0], g(hold[1])))
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return eid, out
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def turnout(on, station, side, facing=1, opposite=0, kind="Rz 1:9 R190"):
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"""`side` is which way the branch comes out in the world: +1 left of the
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kilometrage, -1 right. A trailing turnout is laid on a reversed pose, so the
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same side of the ground is the opposite hand."""
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tid = nid()
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turnouts.append((tid, on, station, side if facing else -side, facing, 1, 0.0, opposite, kind))
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return tid
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# --- the two tracks. the second is held at międzytorze against the first, so it lies
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# exactly parallel and stays that way when the first one is edited
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main_elems = []
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MAIN_STRAIGHT, l = elem("line", 0, 0, LENGTH)
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main_elems += l
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TOR1 = track("tor 1", "anchor pose %s %s %s" % (g(X0), g(Y0), g(EAST)), main_elems)
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second_elems = []
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_, l = elem("line", 0, 0, LENGTH, hold=(MAIN_STRAIGHT, SPACING))
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second_elems += l
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TOR2 = track("tor 2", "anchor pose %s %s %s" % (g(X0), g(Y0 + SPACING), g(EAST)), second_elems)
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def crossover(name, from_track, from_station, side, from_begin, to_track, to_begin):
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"""A turnout on one track, the wstawka off its frog, and the turnout standing
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against it on the other. The far one is trailing: it opens back toward the
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near one, which is what makes the two of them one przejście rozjazdowe."""
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near = turnout(from_track, from_station, side)
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# the far one stands against the near one: where it stands is worked out from that
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# one's frog, so moving either of them carries the other with it. the station written
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# here is only where it would go if the two were ever unpaired
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meets = (from_begin + from_station + FROG_ALONG + GAP_ALONG) - to_begin
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far = turnout(to_track, meets + FROG_ALONG, -side, facing=0, opposite=near)
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_, elems = elem("line", 0, 0, GAP)
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track(name, "anchor port %d frog" % near, elems)
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return near, far
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# the trapez: one crossover up onto tor 2, the other back down onto tor 1
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crossover("trapez 1-2 (wstawka)", TOR1, 400.0, 1, 0.0, TOR2, 0.0)
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crossover("trapez 3-4 (wstawka)", TOR2, 600.0, -1, 0.0, TOR1, 0.0)
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# --- the file
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curve = 190.0 * ALPHA - 7.188
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out = ["m0s 9", "crs 2180", "units m rad 1/m", "next %d" % (next(ids) + 50)]
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out += ["view %s %s 260" % (g(X0 + LENGTH * 0.5), g(Y0))]
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out += ["origin 1 1 %s %s" % (g(ORIGIN[0]), g(ORIGIN[1]))]
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out += ["scn scenery/plan_demo.scn"]
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out += ["types 1", "type 9 27.138 0.005 0.07 0 4",
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"tseg 0 3.3108 0 0 0", "tseg 1 7.188 190 190 0",
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"tseg 2 %s 190 190 0" % g(curve), "tseg 3 2.7808 0 0 0", "tname Rz 1:9 R190"]
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out += ["turnouts %d" % len(turnouts)]
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for tid, on, station, hand, facing, bft, bend, opposite, kind in turnouts:
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out += ["turnout %d %d %s %d %d %d %s %d" % (tid, on, g(station), hand, facing, bft, g(bend), opposite),
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"tutype " + kind]
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out += ["tracks %d" % len(tracks)]
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for tid, name, anchor, elems in tracks:
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out += ["track %d" % tid, "tkname " + name, anchor,
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"elems %d" % sum(1 for e in elems if e.startswith("elem "))]
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out += elems
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pathlib.Path(__file__).with_name("demo.m0s").write_text("\n".join(out) + "\n", encoding="utf-8")
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print("tory: %d, rozjazdy: %d, wstawka: %.3f m" % (len(tracks), len(turnouts), GAP))
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