From c58e07cbd44630962ca917e74515f256753ed844 Mon Sep 17 00:00:00 2001 From: even1024 Date: Wed, 9 Oct 2024 10:10:56 +0200 Subject: [PATCH] Backmerge: #2433 - Issues with Saving and Opening Structures with Multi-Tailed Arrow in CDX and CDXML Formats (#2521) --- .../ref/formats/rdf_to_cdxml.py.out | 11 + .../integration/tests/formats/rdf_to_cdxml.py | 59 + .../tests/formats/reactions/rdf/pathway1.rdf | 155 +++ .../tests/formats/reactions/rdf/pathway10.rdf | 279 +++++ .../tests/formats/reactions/rdf/pathway2.rdf | 132 +++ .../tests/formats/reactions/rdf/pathway3.rdf | 112 ++ .../tests/formats/reactions/rdf/pathway4.rdf | 95 ++ .../tests/formats/reactions/rdf/pathway5.rdf | 52 + .../tests/formats/reactions/rdf/pathway6.rdf | 327 ++++++ .../tests/formats/reactions/rdf/pathway7.rdf | 538 +++++++++ .../tests/formats/reactions/rdf/pathway8.rdf | 879 ++++++++++++++ .../tests/formats/reactions/rdf/pathway9.rdf | 1033 +++++++++++++++++ .../integration/tests/formats/ref/image.ket | 491 ++++++++ .../tests/formats/ref/pathway1.cdxml | 120 ++ .../tests/formats/ref/pathway10.cdxml | 215 ++++ .../tests/formats/ref/pathway2.cdxml | 102 ++ .../tests/formats/ref/pathway3.cdxml | 87 ++ .../tests/formats/ref/pathway4.cdxml | 75 ++ .../tests/formats/ref/pathway5.cdxml | 61 + .../tests/formats/ref/pathway6.cdxml | 196 ++++ .../tests/formats/ref/pathway7.cdxml | 363 ++++++ .../tests/formats/ref/pathway8.cdxml | 523 +++++++++ .../tests/formats/ref/pathway9.cdxml | 619 ++++++++++ .../tests/reaction/ref/pathway1.ket | 2 +- .../tests/reaction/ref/pathway10.ket | 2 +- .../tests/reaction/ref/pathway2.ket | 2 +- .../tests/reaction/ref/pathway3.ket | 2 +- .../tests/reaction/ref/pathway4.ket | 2 +- .../tests/reaction/ref/pathway5.ket | 2 +- .../tests/reaction/ref/pathway6.ket | 2 +- .../tests/reaction/ref/pathway7.ket | 2 +- .../tests/reaction/ref/pathway8.ket | 2 +- .../tests/reaction/ref/pathway9.ket | 2 +- .../indigo-ketcher/test/pathway_layout.ket | 2 +- core/indigo-core/layout/pathway_layout.h | 39 +- .../indigo-core/layout/src/pathway_layout.cpp | 3 +- core/indigo-core/molecule/base_molecule.h | 4 + .../molecule/src/base_molecule.cpp | 35 + .../reaction/reaction_cdxml_saver.h | 2 + .../reaction/src/reaction_cdxml_saver.cpp | 47 +- 40 files changed, 6645 insertions(+), 31 deletions(-) create mode 100644 api/tests/integration/ref/formats/rdf_to_cdxml.py.out create mode 100644 api/tests/integration/tests/formats/rdf_to_cdxml.py create mode 100644 api/tests/integration/tests/formats/reactions/rdf/pathway1.rdf create mode 100644 api/tests/integration/tests/formats/reactions/rdf/pathway10.rdf create mode 100644 api/tests/integration/tests/formats/reactions/rdf/pathway2.rdf create mode 100644 api/tests/integration/tests/formats/reactions/rdf/pathway3.rdf create mode 100644 api/tests/integration/tests/formats/reactions/rdf/pathway4.rdf create mode 100644 api/tests/integration/tests/formats/reactions/rdf/pathway5.rdf create mode 100644 api/tests/integration/tests/formats/reactions/rdf/pathway6.rdf create mode 100644 api/tests/integration/tests/formats/reactions/rdf/pathway7.rdf create mode 100644 api/tests/integration/tests/formats/reactions/rdf/pathway8.rdf create mode 100644 api/tests/integration/tests/formats/reactions/rdf/pathway9.rdf create mode 100644 api/tests/integration/tests/formats/ref/image.ket create mode 100644 api/tests/integration/tests/formats/ref/pathway1.cdxml create mode 100644 api/tests/integration/tests/formats/ref/pathway10.cdxml create mode 100644 api/tests/integration/tests/formats/ref/pathway2.cdxml create mode 100644 api/tests/integration/tests/formats/ref/pathway3.cdxml create mode 100644 api/tests/integration/tests/formats/ref/pathway4.cdxml create mode 100644 api/tests/integration/tests/formats/ref/pathway5.cdxml create mode 100644 api/tests/integration/tests/formats/ref/pathway6.cdxml create mode 100644 api/tests/integration/tests/formats/ref/pathway7.cdxml create mode 100644 api/tests/integration/tests/formats/ref/pathway8.cdxml create mode 100644 api/tests/integration/tests/formats/ref/pathway9.cdxml diff --git a/api/tests/integration/ref/formats/rdf_to_cdxml.py.out b/api/tests/integration/ref/formats/rdf_to_cdxml.py.out new file mode 100644 index 0000000000..730aa7c8b8 --- /dev/null +++ b/api/tests/integration/ref/formats/rdf_to_cdxml.py.out @@ -0,0 +1,11 @@ +*** RDF to CDXML *** +pathway1.cdxml:SUCCEED +pathway10.cdxml:SUCCEED +pathway2.cdxml:SUCCEED +pathway3.cdxml:SUCCEED +pathway4.cdxml:SUCCEED +pathway5.cdxml:SUCCEED +pathway6.cdxml:SUCCEED +pathway7.cdxml:SUCCEED +pathway8.cdxml:SUCCEED +pathway9.cdxml:SUCCEED diff --git a/api/tests/integration/tests/formats/rdf_to_cdxml.py b/api/tests/integration/tests/formats/rdf_to_cdxml.py new file mode 100644 index 0000000000..da54f91e7f --- /dev/null +++ b/api/tests/integration/tests/formats/rdf_to_cdxml.py @@ -0,0 +1,59 @@ +import difflib +import os +import sys + + +def find_diff(a, b): + return "\n".join(difflib.unified_diff(a.splitlines(), b.splitlines())) + + +sys.path.append( + os.path.normpath( + os.path.join(os.path.abspath(__file__), "..", "..", "..", "common") + ) +) +from env_indigo import * # noqa + +indigo = Indigo() +indigo.setOption("ignore-stereochemistry-errors", True) + +print("*** RDF to CDXML ***") + +root = joinPathPy("reactions/rdf/", __file__) +ref_path = joinPathPy("ref/", __file__) + +files = [ + "pathway1", + "pathway2", + "pathway3", + "pathway4", + "pathway5", + "pathway6", + "pathway7", + "pathway8", + "pathway9", + "pathway10", +] + +files.sort() +for filename in files: + try: + ket = indigo.loadReactionFromFile( + os.path.join(root, filename + ".rdf") + ) + except IndigoException as e: + print(" %s" % (getIndigoExceptionText(e))) + + cdxml_text = ket.cdxml() + # with open(os.path.join(ref_path, filename + ".cdxml"), "w") as file: + # file.write(cdxml_text) + + with open(os.path.join(ref_path, filename) + ".cdxml", "r") as file: + cdxml_ref = file.read() + + diff = find_diff(cdxml_ref, cdxml_text) + if not diff: + print(filename + ".cdxml:SUCCEED") + else: + print(filename + ".cdxml:FAILED") + print(diff) diff --git a/api/tests/integration/tests/formats/reactions/rdf/pathway1.rdf b/api/tests/integration/tests/formats/reactions/rdf/pathway1.rdf new file mode 100644 index 0000000000..9bc2ee8678 --- /dev/null +++ b/api/tests/integration/tests/formats/reactions/rdf/pathway1.rdf @@ -0,0 +1,155 @@ +$RDFILE 1 +$RFMT +$RXN + + -INDIGO- 0808240900 + + 2 1 +$MOL + + -INDIGO-08082409002D + + 6 6 0 0 0 0 0 0 0 0999 V2000 + 0.0560 -6.4789 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 1.7863 -6.4784 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 0.9228 -5.9788 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 1.7863 -7.4794 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 0.0560 -7.4839 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 0.9250 -7.9789 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 3 1 2 0 0 0 0 + 1 5 1 0 0 0 0 + 5 6 2 0 0 0 0 + 6 4 1 0 0 0 0 + 4 2 2 0 0 0 0 + 2 3 1 0 0 0 0 +M END +$MOL + + -INDIGO-08082409002D + + 5 5 0 0 0 0 0 0 0 0999 V2000 + 6.2577 -6.2569 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 6.7581 -7.7970 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 7.0674 -6.8507 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 5.7574 -7.7970 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 5.4480 -6.8507 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 1 5 1 0 0 0 0 + 5 4 2 0 0 0 0 + 4 2 1 0 0 0 0 + 2 3 2 0 0 0 0 + 3 1 1 0 0 0 0 +M END +$MOL + + -INDIGO-08082409002D + + 7 7 0 0 0 0 0 0 0 0999 V2000 + 12.1705 -6.6231 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 12.1705 -7.6231 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 13.0365 -8.1231 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 13.9026 -7.6231 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 13.9026 -6.6231 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 13.0365 -6.1231 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 14.7686 -6.1231 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 6 1 1 0 0 0 0 + 1 2 1 0 0 0 0 + 2 3 1 0 0 0 0 + 3 4 1 0 0 0 0 + 4 5 1 0 0 0 0 + 5 6 1 0 0 0 0 + 5 7 1 0 0 0 0 +M END + +$RFMT +$RXN + + -INDIGO- 0809241137 + + 3 1 +$MOL + + -INDIGO-08092411372D + + 7 7 0 0 0 0 0 0 0 0999 V2000 + 11.6489 -9.0554 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 11.6489 -10.0554 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 12.5149 -10.5554 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 13.3810 -10.0554 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 13.3810 -9.0554 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 12.5149 -8.5554 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 14.2470 -8.5554 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 6 1 1 0 0 0 0 + 1 2 1 0 0 0 0 + 2 3 1 0 0 0 0 + 3 4 1 0 0 0 0 + 4 5 1 0 0 0 0 + 5 6 1 0 0 0 0 + 5 7 1 0 0 0 0 +M END +$MOL + + -INDIGO-08092411372D + + 7 7 0 0 0 0 0 0 0 0999 V2000 + 19.5343 -8.8815 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 20.0347 -10.4216 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 20.3439 -9.4753 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 19.0339 -10.4216 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 18.7246 -9.4753 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 19.5343 -7.8815 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 20.5343 -7.8815 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 1 5 1 0 0 0 0 + 5 4 2 0 0 0 0 + 4 2 1 0 0 0 0 + 2 3 2 0 0 0 0 + 3 1 1 0 0 0 0 + 1 6 2 0 0 0 0 + 6 7 1 0 0 0 0 +M END +$MOL + + -INDIGO-08092411372D + + 8 8 0 0 0 0 0 0 0 0999 V2000 + 5.9649 -9.1617 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 6.7488 -8.5442 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 7.7218 -8.7667 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 8.1559 -9.6625 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 5.9704 -10.1689 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 7.7225 -10.5696 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 6.7488 -10.7921 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 4.9990 -8.9029 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 2 1 1 0 0 0 0 + 1 5 1 0 0 0 0 + 5 7 1 0 0 0 0 + 7 6 1 0 0 0 0 + 6 4 1 0 0 0 0 + 4 3 1 0 0 0 0 + 3 2 1 0 0 0 0 + 1 8 1 0 0 0 0 +M END +$MOL + + -INDIGO-08092411372D + + 9 9 0 0 0 0 0 0 0 0999 V2000 + 26.4095 -9.2478 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 28.1398 -9.2473 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 27.2763 -8.7477 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 28.1398 -10.2482 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 26.4095 -10.2527 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 27.2785 -10.7477 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 25.5435 -10.7527 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 26.5714 -11.4548 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 28.8469 -10.9553 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 3 1 2 0 0 0 0 + 1 5 1 0 0 0 0 + 5 6 2 0 0 0 0 + 6 4 1 0 0 0 0 + 4 2 2 0 0 0 0 + 2 3 1 0 0 0 0 + 5 7 1 0 0 0 0 + 6 8 2 0 0 0 0 + 4 9 1 0 0 0 0 +M END + diff --git a/api/tests/integration/tests/formats/reactions/rdf/pathway10.rdf b/api/tests/integration/tests/formats/reactions/rdf/pathway10.rdf new file mode 100644 index 0000000000..3a6376e46f --- /dev/null +++ b/api/tests/integration/tests/formats/reactions/rdf/pathway10.rdf @@ -0,0 +1,279 @@ +$RDFILE 1 +$RFMT +$RXN + + -INDIGO- 0903241149 + + 2 3 +$MOL + + -INDIGO-09032411492D + + 5 5 0 0 0 0 0 0 0 0999 V2000 + 5.1216 -4.8963 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 5.1179 -3.9012 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 4.1096 -4.8834 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 4.1071 -3.9012 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 3.4000 -3.1941 0.0000 F 0 0 0 0 0 0 0 0 0 0 0 0 + 1 2 1 0 0 0 0 + 2 4 1 0 0 0 0 + 4 3 1 0 0 0 0 + 3 1 1 0 0 0 0 + 4 5 1 0 0 0 0 +M END +$MOL + + -INDIGO-09032411492D + + 4 4 0 0 0 0 0 0 0 0999 V2000 + 6.9387 -4.8812 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 7.9400 -4.8812 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 7.4394 -4.0163 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 7.4394 -3.0163 0.0000 Cl 0 0 0 0 0 0 0 0 0 0 0 0 + 1 2 1 0 0 0 0 + 2 3 1 0 0 0 0 + 3 1 1 0 0 0 0 + 3 4 1 0 0 0 0 +M END +$MOL + + -INDIGO-09032411492D + + 6 6 0 0 0 0 0 0 0 0999 V2000 + 15.0894 -3.3537 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 15.5898 -4.8938 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 15.8990 -3.9476 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 14.5890 -4.8938 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 14.2797 -3.9476 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 15.0894 -2.3537 0.0000 S 0 0 0 0 0 0 0 0 0 0 0 0 + 1 5 1 0 0 0 0 + 5 4 2 0 0 0 0 + 4 2 1 0 0 0 0 + 2 3 2 0 0 0 0 + 3 1 1 0 0 0 0 + 1 6 1 0 0 0 0 +M END +$MOL + + -INDIGO-09032411492D + + 4 4 0 0 0 0 0 0 0 0999 V2000 + 17.6887 -4.6312 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 18.6900 -4.6312 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 18.1894 -3.7663 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 18.4482 -2.8004 0.0000 O 0 0 0 0 0 0 0 0 0 0 0 0 + 1 2 1 0 0 0 0 + 2 3 1 0 0 0 0 + 3 1 1 0 0 0 0 + 3 4 1 0 0 0 0 +M END +$MOL + + -INDIGO-09032411492D + + 5 5 0 0 0 0 0 0 0 0999 V2000 + 21.4966 -4.7213 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 21.4929 -3.7262 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 20.4846 -4.7084 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 20.4821 -3.7262 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 22.2000 -3.0191 0.0000 N 0 0 0 0 0 0 0 0 0 0 0 0 + 1 2 1 0 0 0 0 + 2 4 1 0 0 0 0 + 4 3 1 0 0 0 0 + 3 1 1 0 0 0 0 + 2 5 1 0 0 0 0 +M END + +$RFMT +$RXN + + -INDIGO- 0903241151 + + 2 2 +$MOL + + -INDIGO-09032411512D + + 5 5 0 0 0 0 0 0 0 0999 V2000 + 4.9844 -5.1799 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 5.4848 -6.7200 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 5.7940 -5.7738 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 4.4840 -6.7200 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 4.1747 -5.7738 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+ -INDIGO-09032411512D + + 6 6 0 0 0 0 0 0 0 0999 V2000 + 19.7433 -5.3250 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 19.7433 -6.3250 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 20.6093 -6.8250 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 21.4753 -6.3250 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 21.4753 -5.3250 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 20.6093 -4.8250 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 6 1 1 0 0 0 0 + 1 2 1 0 0 0 0 + 2 3 1 0 0 0 0 + 3 4 1 0 0 0 0 + 4 5 1 0 0 0 0 + 5 6 1 0 0 0 0 +M END + +$RFMT +$RXN + + -INDIGO- 0903241152 + + 5 1 +$MOL + + -INDIGO-09032411522D + + 4 4 0 0 0 0 0 0 0 0999 V2000 + 2.3905 -7.2966 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 3.3917 -7.2966 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 2.8912 -6.4316 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 3.1500 -5.4657 0.0000 O 0 0 0 0 0 0 0 0 0 0 0 0 + 1 2 1 0 0 0 0 + 2 3 1 0 0 0 0 + 3 1 1 0 0 0 0 + 3 4 1 0 0 0 0 +M END +$MOL + + -INDIGO-09032411522D + + 6 6 0 0 0 0 0 0 0 0999 V2000 + 6.3501 -5.7811 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0 + 6.3501 -6.7811 0.0000 C 0 0 0 0 0 0 0 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\ No newline at end of file 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\ No newline at end of file diff --git a/core/indigo-core/layout/pathway_layout.h b/core/indigo-core/layout/pathway_layout.h index f47057f0cc..14b8255297 100644 --- a/core/indigo-core/layout/pathway_layout.h +++ b/core/indigo-core/layout/pathway_layout.h @@ -49,11 +49,13 @@ namespace indigo static constexpr float VERTICAL_SPACING = 2.5f; static constexpr float MULTIPATHWAY_VERTICAL_SPACING = 1.5f; static constexpr float ARROW_LENGTH_FACTOR = 6.5f; + static constexpr float MIN_BOND_MEAN = 0.01f; + static constexpr int MAX_DEPTHS = 10; PathwayLayout(PathwayReaction& reaction, const LayoutOptions& options) - : _reaction(reaction), _depths(MAX_DEPTHS, 0), _maxDepth(0), _bond_length(options.bondLength), - _default_arrow_size((float)options.bondLength * ARROW_LENGTH_FACTOR / options.ppi), + : _reaction(reaction), _depths(MAX_DEPTHS, 0), _maxDepth(0), _bond_length(options.DEFAULT_BOND_LENGTH), + _default_arrow_size((float)options.DEFAULT_BOND_LENGTH * ARROW_LENGTH_FACTOR), _reaction_margin_size(options.reactionComponentMarginSize / options.ppi) { } @@ -63,7 +65,7 @@ namespace indigo private: struct PathwayLayoutItem { - PathwayLayoutItem(PathwayReaction& pwr, int nodeIdx, int reactantIdx = -1) + PathwayLayoutItem(PathwayReaction& pwr, int nodeIdx, float bondLength, int reactantIdx = -1) : levelTree(-1), prelim(0.0), mod(0.0), shift(0.0), change(0.0), width(0.0), height(0.0), ancestor(this), thread(nullptr), children(), parent(nullptr), nextSibling(nullptr), prevSibling(nullptr), reaction(pwr) { @@ -73,8 +75,18 @@ namespace indigo if (reactantIdx != -1) { auto& mol = reaction.getMolecule(reactantIdx); - // MoleculeLayout molLayout(mol, true); - // molLayout.make(); + auto mean = mol.getBondsMeanLength(); + if (mean < MIN_BOND_MEAN) + { + MoleculeLayout molLayout(mol, true); + molLayout.make(); + } + else + { + Vec2f center; + mol.getAtomsCenterPoint(center); + mol.scale(center, bondLength / mean); + } Rect2f boundingBox; mol.getBoundingBox(boundingBox); molecules.push_back(std::make_pair(reactantIdx, boundingBox)); @@ -86,8 +98,19 @@ namespace indigo for (auto pidx : simpleReaction.productIndexes) { auto& mol = reaction.getMolecule(pidx); - // MoleculeLayout molLayout(mol, true); - // molLayout.make(); + auto mean = mol.getBondsMeanLength(); + if (mean < MIN_BOND_MEAN) + { + MoleculeLayout molLayout(mol, true); + molLayout.make(); + } + else + { + Vec2f center; + mol.getAtomsCenterPoint(center); + mol.scale(center, bondLength / mean); + } + Rect2f boundingBox; mol.getBoundingBox(boundingBox); molecules.push_back(std::make_pair(pidx, boundingBox)); @@ -102,7 +125,7 @@ namespace indigo if (!reactionNode.connectedReactants.find(i)) { auto ridx = simpleReaction.reactantIndexes[i]; - reactantsNoPrecursors.emplace_back(reaction, nodeIdx, ridx); + reactantsNoPrecursors.emplace_back(reaction, nodeIdx, bondLength, ridx); PathwayLayoutItem* item = &reactantsNoPrecursors.back(); children.push_back(item); item->parent = this; diff --git a/core/indigo-core/layout/src/pathway_layout.cpp b/core/indigo-core/layout/src/pathway_layout.cpp index 467b38fbd1..bad744ccb6 100644 --- a/core/indigo-core/layout/src/pathway_layout.cpp +++ b/core/indigo-core/layout/src/pathway_layout.cpp @@ -27,6 +27,7 @@ IMPL_ERROR(PathwayLayout, "pathway_layout"); void PathwayLayout::make() { + buildLayoutTree(); auto roots = _reaction.getRootReactions(); _layoutRootItems.reserve(roots.size()); @@ -94,7 +95,7 @@ void PathwayLayout::buildLayoutTree() _layoutItems.reserve(_reaction.getReactionNodeCount()); for (int i = 0; i < _reaction.getReactionNodeCount(); ++i) - _layoutItems.emplace_back(_reaction, i); + _layoutItems.emplace_back(_reaction, i, _bond_length); // fill layout tree for (int i = 0; i < _reaction.getReactionNodeCount(); ++i) diff --git a/core/indigo-core/molecule/base_molecule.h b/core/indigo-core/molecule/base_molecule.h index 7e6ffeeaf1..7da05ba606 100644 --- a/core/indigo-core/molecule/base_molecule.h +++ b/core/indigo-core/molecule/base_molecule.h @@ -475,6 +475,10 @@ namespace indigo void getSGroupAtomsCenterPoint(SGroup& sgroup, Vec2f& res); void getAtomsCenterPoint(Array& atoms, Vec2f& res); + void getAtomsCenterPoint(Vec2f& res); + float getBondsMeanLength(); + + void scale(const Vec2f& center, float scale); void getAtomSymbol(int v, Array& output); diff --git a/core/indigo-core/molecule/src/base_molecule.cpp b/core/indigo-core/molecule/src/base_molecule.cpp index 860fe49903..5760f7737a 100644 --- a/core/indigo-core/molecule/src/base_molecule.cpp +++ b/core/indigo-core/molecule/src/base_molecule.cpp @@ -4096,6 +4096,41 @@ void BaseMolecule::getAtomsCenterPoint(Array& atoms, Vec2f& res) res.scale(1.0f / atoms.size()); } +void BaseMolecule::getAtomsCenterPoint(Vec2f& res) +{ + Array atoms; + for (auto i : vertices()) + atoms.push(i); + getAtomsCenterPoint(atoms, res); +} + +float BaseMolecule::getBondsMeanLength() +{ + double bondSum = 0.0; + for (auto j : edges()) + { + const Edge& edge = getEdge(j); + auto& v1 = getAtomXyz(edge.beg); + auto& v2 = getAtomXyz(edge.end); + float bondLength = std::hypot(v1.x - v2.x, v1.y - v2.y); + bondSum += bondLength; + } + if (edgeCount()) + bondSum /= edgeCount(); + return static_cast(bondSum); +} + +void BaseMolecule::scale(const Vec2f& center, float scale) +{ + for (int i = vertexBegin(); i != vertexEnd(); i = vertexNext(i)) + { + Vec3f& p = getAtomXyz(i); + p.x = center.x + (p.x - center.x) * scale; + p.y = center.y + (p.y - center.y) * scale; + p.z *= scale; + } +} + void BaseMolecule::getAtomSymbol(int v, Array& result) { if (isPseudoAtom(v)) diff --git a/core/indigo-core/reaction/reaction_cdxml_saver.h b/core/indigo-core/reaction/reaction_cdxml_saver.h index 0fb8ed5c45..70bf7e62ee 100644 --- a/core/indigo-core/reaction/reaction_cdxml_saver.h +++ b/core/indigo-core/reaction/reaction_cdxml_saver.h @@ -56,6 +56,8 @@ namespace indigo void _addStep(BaseReaction& rxn, MoleculeCdxmlSaver& molsaver, std::vector& mol_ids, std::vector>& nodes_ids, const std::pair& arrow_id, std::unordered_map& retro_arrows_graph_id); void _generateCdxmlObjIds(BaseReaction& rxn, std::vector& mol_ids, std::vector& meta_ids, std::vector>& nodes_ids); + void _generateMolNodeIds(BaseMolecule& mol, int mol_index, std::vector& mol_ids, std::vector>& nodes_ids); + void _addTitle(BaseReaction& rxn, MoleculeCdxmlSaver& molsaver); int _id; bool _is_binary; diff --git a/core/indigo-core/reaction/src/reaction_cdxml_saver.cpp b/core/indigo-core/reaction/src/reaction_cdxml_saver.cpp index e435f3731f..91f7df13ab 100644 --- a/core/indigo-core/reaction/src/reaction_cdxml_saver.cpp +++ b/core/indigo-core/reaction/src/reaction_cdxml_saver.cpp @@ -21,7 +21,9 @@ #include "base_cpp/output.h" #include "molecule/ket_commons.h" #include "molecule/molecule_cdxml_saver.h" +#include "reaction/pathway_reaction.h" #include "reaction/reaction.h" + #include "reaction/reaction_cdxml_saver.h" using namespace indigo; @@ -76,7 +78,6 @@ ReactionCdxmlSaver::~ReactionCdxmlSaver() void ReactionCdxmlSaver::saveReaction(BaseReaction& rxn) { - int i; std::vector mol_ids; std::vector meta_ids; @@ -110,8 +111,18 @@ void ReactionCdxmlSaver::saveReaction(BaseReaction& rxn) Vec2f offset(0, 0); - for (i = rxn.begin(); i != rxn.end(); i = rxn.next(i)) - molsaver.saveMoleculeFragment(rxn.getBaseMolecule(i), offset, 1, mol_ids[i], _id, nodes_ids[i]); + if (rxn.isPathwayReaction()) + { + auto& pw = rxn.asPathwayReaction(); + for (int i = 0; i < pw.getMoleculeCount(); ++i) + { + auto& mol = pw.getMolecule(i); + molsaver.saveMoleculeFragment(mol, offset, 1, mol_ids[i], _id, nodes_ids[i]); + } + } + else + for (int i = rxn.begin(); i != rxn.end(); i = rxn.next(i)) + molsaver.saveMoleculeFragment(rxn.getBaseMolecule(i), offset, 1, mol_ids[i], _id, nodes_ids[i]); if (rxn.meta().metaData().size()) // we have metadata { @@ -455,16 +466,21 @@ void ReactionCdxmlSaver::_addStep(BaseReaction& rxn, MoleculeCdxmlSaver& molsave void ReactionCdxmlSaver::_generateCdxmlObjIds(BaseReaction& rxn, std::vector& mol_ids, std::vector& meta_ids, std::vector>& nodes_ids) { - for (auto i = rxn.begin(); i != rxn.end(); i = rxn.next(i)) + if (rxn.isPathwayReaction()) { - mol_ids.push_back(++_id); - - BaseMolecule& mol = rxn.getBaseMolecule(i); - nodes_ids.push_back({}); - - for (auto j = mol.vertexBegin(); j != mol.vertexEnd(); j = mol.vertexNext(j)) - nodes_ids[i].emplace(j, ++_id); + auto& pw = rxn.asPathwayReaction(); + for (int i = 0; i < pw.getMoleculeCount(); ++i) + { + auto& mol = pw.getMolecule(i); + _generateMolNodeIds(mol, i, mol_ids, nodes_ids); + } } + else + for (auto i = rxn.begin(); i != rxn.end(); i = rxn.next(i)) + { + BaseMolecule& mol = rxn.getBaseMolecule(i); + _generateMolNodeIds(mol, i, mol_ids, nodes_ids); + } // generate ids for meta objects. 1 node and 1 extra object. text or graphics for (auto i = 0; i < rxn.meta().metaData().size(); ++i) @@ -477,6 +493,15 @@ void ReactionCdxmlSaver::_generateCdxmlObjIds(BaseReaction& rxn, std::vector& mol_ids, std::vector>& nodes_ids) +{ + mol_ids.push_back(++_id); + nodes_ids.push_back({}); + + for (auto j = mol.vertexBegin(); j != mol.vertexEnd(); j = mol.vertexNext(j)) + nodes_ids[mol_index].emplace(j, ++_id); +} + void ReactionCdxmlSaver::_addTitle(BaseReaction& rxn, MoleculeCdxmlSaver& molsaver) { Vec2f p(0, 0);