Need: A simple way to draw pedigrees. This R script will draw a PNG per family in a pedigree file.
Some answers here: https://twitter.com/brent_p/status/1222196118563381248 and others off-line:
Also see: https://twitter.com/Yutaka__Masuda/status/1222214145233182720 which uses:
ped=some.ped
fam=famid
awk -v family=$famid 'BEGIN{print "digraph fam{"} $1==family{if($3!="0"){printf("%s -> %s;\n",$3,$2)}if($4!="0"){printf("%s -> %s;\n",$4,$2)}} END{print "}"}' $ped | dot -Tpng -o fam.png
More info on drawing pedigrees with dot format here The awk above could be expanded to something that shows sex and affection status quite simply. Here is an example dot output:
digraph G {
mom [shape=oval]
momdadjoint [shape=diamond,style=filled,label="",height=.01,width=.01] ;
dad [shape=square]
kidA [shape=square color=red]
edge[arrowhead=none];
{mom dad} -> momdadjoint
edge[arrowhead=normal];
momdadjoint -> {kidA kidB kidC}
}
I have not been successful in getting large pedigrees with missing members to draw in common online software like progeny. While madeline is simple to build and install, it requires using M/F for Male/Female instead of the usual 0 or 1 and it has other odd conventions. It would require a script to pre-process a pedigree file--which could be a good option.
Here is an example pedigree that should be possible with a tool:
#famid id dadid momid sex affected
1356 1401 8513 8514 2 0
1356 1402 8513 8514 2 0
1356 1442 8513 8514 2 0
1356 8503 8513 8514 1 0
1356 8504 8513 8514 2 0
1356 8505 8513 8514 2 0
1356 8506 8513 8514 2 0
1356 8507 0 0 2 0
1356 8508 8513 8514 2 0
1356 8509 0 0 2 0
1356 8510 8513 8514 1 0
1356 8511 8513 8514 1 0
1356 8512 8513 8514 2 0
1356 8513 0 8507 1 0
1356 8514 8515 8509 2 0
1356 8515 0 0 1 0
1356 8612 8513 8514 1 0
note that sample 8513 has a mom specified, but not a dad. and other samples can have a mom or dad that is not in the pedigree file.
And here is a huuuge pedigree where kinship2 defaults fail:
132829 1829 0 0 1 0
132829 1830 dad_132829_somalier mom_132829_somalier 2 0
132829 1836 1829 1830 1 0
132829 1837 1836 1838 2 0
132829 1838 1847 1848 2 0
132829 1839 1836 1838 1 0
132829 1840 1836 1838 2 0
132829 1841 1836 1838 1 0
132829 1842 1836 1838 1 0
132829 1843 1836 1838 2 0
132829 1844 1836 1838 2 0
132829 1845 1836 1838 1 0
132829 1846 1836 1838 2 0
132829 1847 0 0 1 0
132829 1848 0 0 2 0
132829 2777 8100 8101 2 0
132829 2778 8100 8101 2 0
132829 2779 8100 8101 1 0
132829 2780 8100 8101 2 0
132829 2788 8125 8126 1 0
132829 2789 8136 8135 2 0
132829 2790 8136 8135 2 0
132829 2946 8107 8108 2 0
132829 46077 1829 1830 1 0
132829 46078 46494 0 2 0
132829 46079 46077 46078 2 0
132829 46080 46077 46078 1 0
132829 46081 46077 46078 1 0
132829 46082 46077 46078 2 0
132829 46083 46077 46078 1 0
132829 46084 46077 46078 1 0
132829 46086 46077 46078 2 0
132829 46494 0 0 1 0
132829 4841 8100 8101 2 0
132829 4875 1836 1838 1 0
132829 51497 8123 8124 2 0
132829 51498 8123 8124 2 0
132829 51499 8123 8124 2 0
132829 51500 8123 8124 2 0
132829 51501 8123 8124 2 0
132829 51502 8123 8124 2 0
132829 51503 8123 8124 2 0
132829 51504 8123 8124 2 0
132829 51505 8136 8135 2 0
132829 51506 8095 8097 1 0
132829 51507 8095 8097 2 0
132829 51508 8095 8097 1 0
132829 51509 8142 8143 1 0
132829 51510 8142 8143 1 0
132829 51511 8142 8143 2 0
132829 51512 8142 8143 2 0
132829 58078 8100 8101 2 0
132829 8090 8095 8097 1 0
132829 8091 8095 8097 1 0
132829 8092 8095 8097 2 0
132829 8093 8095 8097 2 0
132829 8094 8100 8101 1 0
132829 8095 8123 8124 1 0
132829 8096 8095 8097 1 0
132829 8097 8107 8108 2 0
132829 8098 8100 8101 2 0
132829 8099 8100 8101 2 0
132829 8100 8139 8140 1 0
132829 8101 8107 8108 2 0
132829 8102 8107 8108 2 0
132829 8103 8107 8108 2 0
132829 8104 8107 8108 2 0
132829 8105 8107 8108 2 0
132829 8106 8107 8108 1 0
132829 8107 0 0 1 0
132829 8108 0 0 2 0
132829 8109 8107 8108 2 0
132829 8110 8107 8108 1 0
132829 8123 0 0 1 0
132829 8124 0 0 2 0
132829 8125 8123 8124 1 0
132829 8126 8373 8374 2 0
132829 8127 8125 8126 1 0
132829 8128 8125 8126 1 0
132829 8129 8125 8126 1 0
132829 8130 8136 8135 1 0
132829 8131 8136 8135 1 0
132829 8132 8136 8135 2 0
132829 8133 8136 8135 1 0
132829 8134 8136 8135 1 0
132829 8135 8123 8124 2 0
132829 8136 8138 8137 1 0
132829 8137 0 0 2 0
132829 8138 0 0 1 0
132829 8139 0 0 1 0
132829 8140 0 0 2 0
132829 8141 8142 8143 1 0
132829 8142 8123 8124 1 0
132829 8143 8138 8137 2 0
132829 8144 8125 8126 2 0
132829 8145 8125 8126 2 0
132829 8146 8142 8143 1 0
132829 8175 8142 8143 2 0
132829 8373 0 0 1 0
132829 8374 dad_132829_somalier mom_132829_somalier 2 0
132829 8425 8142 8143 1 0
132829 8426 8142 8143 1 0
132829 8427 8125 8126 2 0
132829 8428 8125 8126 1 0
132829 8429 8136 8135 1 0
132829 8432 8095 8097 1 0
132829 8433 8095 8097 1 0
132829 8598 8142 8143 2 0
132829 8599 8142 8143 2 0
https://github.com/mvelinder/ped_draw