Evolution of Sesquiterpene Lactones in Angiosperms*
Evolution of Sesquiterpene Lactones in Angiosperms*
Evolution of Sesquiterpene Lactones in Angiosperms*
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148 VICENTE DE P. EMERENClANO, MARIA AUXlLIADORA C. KAPLAN AND OTTO R. Go1-rUEB<br />
1 : 1.1<br />
= 1.2<br />
] = 1.3<br />
~<br />
1.5<br />
- i.~<br />
!.7<br />
1.8<br />
!.~<br />
I.!0<br />
"-'•<br />
i.1.1 -~~ 1.1J.l<br />
- 1.1.2 1.1.1.2<br />
i<br />
I<br />
= i.1.3 1.1.1.3<br />
I = 1.1.4 1.1.1.4<br />
1.2.2 1.2.1.2<br />
I<br />
- 1.2.1.3<br />
~ 1,2.1A<br />
FIG. 6. BIOGENETIC SCHEME FOR SKELETAL TYPES OF C,~RMACRANE<br />
ACID DERIVED SESQUn'ERPENE LACTONES.<br />
t~naW advencemam pamrn~ere (respectively EA s and EAo)<br />
with respect to =escluiterpene lactone~ <strong>of</strong> the ~enem O'abte 7).<br />
The EA s and F-Ao pamn'wtem <strong>of</strong> mxa <strong>of</strong> higher ranks are<br />
calculllm:l is aga<strong>in</strong> <strong>in</strong>dicated <strong>in</strong> Table 7. The ¢on~'ibu0on <strong>of</strong> the<br />
character state <strong>of</strong> a particular cons'dtuem <strong>of</strong> the taxon to the<br />
average is thus proportional to its frequency <strong>of</strong> distribution <strong>in</strong><br />
the taxon. The ~Pmadl between m<strong>in</strong>imal and maximal Sand 0<br />
values <strong>of</strong> compounds <strong>in</strong> texa Ire also given <strong>in</strong> Tabtes 8-10, as<br />
are Spome's ~ i c a l advancement <strong>in</strong>dices [7] <strong>in</strong> Table 8<br />
and basic chromosome numbers [8] <strong>in</strong> Tables 9 and 10.<br />
TABLE 1. EXAMPLES OF THE DETERMINATION OF SKELETAL SPECIALIZATION (S) AND OXIDATION STATE (O) VALUES FOR SESQUITERPENES LAC-<br />
TONES NUMBERED AS IN REF. [3].<br />
Formulae<br />
Carbons with bonds S Numbers <strong>of</strong> bonds O<br />
Broken (b) Formed (~) ~(b+~1 C--H C--O C--C ~ (o+3c--h)<br />
At positions No. <strong>of</strong> C (h) (d (d No. <strong>of</strong> C<br />
1 (C,s) 0<br />
656 (C,s) 0<br />
~0~ (c,~) 4:5<br />
(total 2)<br />
1348 (C,~) 5,6,10,14<br />
(total 4)<br />
1252 (C,,) 2,3,3A,4,15<br />
(total 6)<br />
(6,12) 2/15-0.13 20 4<br />
(total 2)<br />
5,6,10,12 4/15-0 ~.,6 20 4<br />
(total 4)<br />
1,5,5,6,12,15 8/I s--0.53 2o 6<br />
(total 6)<br />
5,5,8,I0,12,14 I0115--0,66 19 3<br />
(total 6)<br />
1,2A,5,5,6,12,15 14/14-1 .oo 17 9<br />
(total 8)<br />
-- -16/15,--1.06<br />
-- -16115,-1.06<br />
-- -14115--0.93<br />
-- -16115--1.06<br />
1 -5/14=--0.36<br />
~ 12<br />
a<br />
~ ~ 0<br />
~ OR<br />
1 566 10~8 1348, R = ,4~e~lte<br />
12~2