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acta societatis botanicorum poloniae - LV Zjazd Polskiego ...

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VArIEd SENSITIVITY OF MAIZE (zeA mAys L.)<br />

rOOTS TO ALLELOCHEMICAL-COUMArIN<br />

Kupidłowska Ewa, Nowakowska Kaja. University of Warsaw,<br />

Faculty of Biology, Department of Plant Anatomy and Cytology,<br />

1 Miecznikowa St., 02-096 Warsaw, Poland, ewmak@biol.<br />

uw.edu.pl<br />

Coumarin, a natural compound of high allelopathic activity,<br />

acts as a root growth inhibitor. The effects of coumarin on the<br />

growth of three types of maize roots: radicle, seminal and nodal<br />

were compared. Our results suggest, that two mechanisms<br />

are responsible for the observed growth inhibition: loss of cell<br />

expansion anisotropy in root elongation zone and a decrease<br />

in meristem mitotic activity. Isotropic expansion is most pronounced<br />

in seminal roots, whereas mitodepression in the radicle.<br />

Ultrastructural changes in the cortical cells also show that<br />

coumarin is the most toxic compound for seminal roots. Both<br />

root types formed during embryogenesis, the radicle and the<br />

seminal, are more sensitive to coumarin than postembryonic,<br />

shoot-borne nodal roots.<br />

COMPUTEr TESTING OF CELL dIVISION ALGOrITHMS<br />

Lipowczan Marcin1 , Piekarska-Stachowiak Anna2 , Nakielski<br />

Jerzy3 . University of Silesia, Department of Biophysics and<br />

Morphogenesis of Plants, 28 Jagiellońska St., 40-032 Katowice,<br />

Poland, marcin.lipowczan@us.edu.pl<br />

The plant organs grow simplastically. It means that cells within<br />

an organ grow in a coordinated way and neighboring cells do<br />

not slide or glide with respect to each other. The organ develops<br />

continuously while maintaining its physical integrity. Such<br />

coordination involves a link between growth of individual cells<br />

and growth of the organ as a whole. It is known that in meristems,<br />

where growth is accompanied by cell divisions, the division<br />

walls adjust themselves to the existing cell wall network.<br />

The question is what affects the orientation of a new cell wall?<br />

The growth with cell divisions, may be simulated by a computer<br />

using the growth tensor method. This enables testing of different<br />

algorithms for orientation of the new wall. The present paper<br />

shows how some of these algorithms work, assuming the 2-D<br />

approach in which growth is described by different anisotropy<br />

factors. Four “rules” have been tested giving the division wall<br />

formed with respect to the direction: 1) of principal growth rate,<br />

2) of extreme deformation, 3) minimizing length of the new cell<br />

wall and, 4) minimizing distance from the wall to the geometric<br />

cell center. In 1) and 2) the orientation is determined by growth<br />

of the whole organ, whereas in 3 and 4 – by geometry of the<br />

dividing cell. Comparing the computer generated cell patterns<br />

it can be concluded that the most realistic results are for rules<br />

1) and 2). This indicates an essential role of control of the orientation<br />

of cell division at the organ level.<br />

SAM CUrVATUrES<br />

Lissowski Andrzej. Society of the Polish Free University, Computer<br />

Section, 7 Słupecka St., 03-309 Warsaw, Poland, aliss@<br />

fuw.edu.pl<br />

Gaussian curvature of primordia (P) must be prepared by oriented<br />

cell divisions (OCD) in virtual primordia (VP) at SAM L1<br />

as combinatorial curvature (CC) of close-packed cells, mainly<br />

5- and 7- sided among Hexagonal (5H7), often 5 contacting 7<br />

– known as edge dislocation (ED). Topological Descartes-Euler<br />

Law forces compensation of each P dome extra positive CC (six<br />

5) and extra negative CC (three 7) concentrated near each triple<br />

junction between three P. CC gradually splits during OCD into<br />

increasing positive CC scattering inside VP and increasing negative<br />

CC concentrating between three VP. It was postulated during<br />

certain conferences: “Shaping of tissue by deviation from<br />

Plant Structure and Development<br />

hexagonal close-packing of cells”; MIT 1970 with Harvard’s<br />

Frederic Thomas Lewis school (also grain boundary movement<br />

by ED glide, 5H7 with Herbert Gleiter, John W. Cahn, Cyril<br />

Stanley Smith, R. Buckminster Fuller), “Plant Morphogenesis”;<br />

Rogow 1976 (also storeyed cambium ED), 1971– 2008 visits to<br />

Kornik, Wroclaw, Katowice, and Nowy Sacz. Simulation of<br />

phyllotaxis with increasing VP, represented also as Voronoi 5-,<br />

6- and 7-gons, changing Fibonacci and Lucas pattern by ED<br />

glide during grain boundary movement (like Voronoi-sunflower<br />

p.657 ”Anatomia…”; Hejnowicz 1980) was discussed with Ralph<br />

Erickson during April-June and August 1978. Recently Gibson<br />

started a profound revival of Lewis-Nicolas Rivier’s 5H7 approach<br />

to OCD, tissue curvature. Advances in research on CC<br />

flow allowed animation of Fibonacci and Lucas SAM VP +/–<br />

CC creation by OCD: ED climb, 5H7 vortical splits shown here,<br />

during int.applied math.conferences (2008– 2010), Warsaw, Poland<br />

2008 Science Festival.<br />

MOrPHOLOGICAL ANd ANATOMICAL ANALYSIS OF<br />

CAMPHOr TrEE cinnAmomum cAmPhorA T.NESS<br />

EBErM<br />

Majda Mateusz1 , Zagórska-Marek Beata2 . University of<br />

Wrocław, Institute of Plant Biology, 6/8 Kanonia St., 50-328<br />

Wrocław, Poland; 1matmajda@gmail.com, 2beata@biol.uni. wroc.pl<br />

Cinnamomum camphora is a representative of basal angiosperms,<br />

with such ancestral features as trimerous flowers or<br />

vessel elements with scalariform plates. This species also exhibits<br />

some progressive features, to which interlocked grain and<br />

reduced number of flower parts belong. The species has been<br />

used in ethno medicine for a long time. Nowadays it is cultivated<br />

mainly in Far East countries. Taking into account the position<br />

of the Camphor tree on the phylogenetic tree, it is reasonable<br />

to extend our knowledge on particular morphological and anatomical<br />

traits of the species. In the study, the most interesting<br />

results came from analyzing leaf lamina of the plants growing<br />

in greenhouses and of plants growing outdoors. Significant differences<br />

in the shape and structure of epidermal cells have been<br />

found between these plants. The development of functional leaf<br />

lamina veins was analyzed with the help of fluorescent markers.<br />

This analysis showed parallel development of veins and sclerenchyma.<br />

The analysis also showed correlation between occurrence<br />

of vascular tissue and sclerechymatic reinforcements<br />

in subsequent branches of the main vein. This research, apart<br />

from verifying the existing data, extended our knowledge about<br />

Camphor tree leaf structure with such key results as variability<br />

of the features of epidermal cells related to distinct environmental<br />

conditions and occurrence of two mutually inducible tissue<br />

systems.<br />

THE dEFOrMATION STEM WOOd STrUCTUrE OF<br />

PINES (Pinus sylvestris L.) GrOWN IN A LUBSKO<br />

FOrEST STANd<br />

Michalska Aneta. Warsaw University of Life Sciences<br />

– SGGW, Faculty of Forestry, Division of Forest Botany, 159<br />

Nowoursynowska St., Poland, Aneta.Michalska@wl.sggw.pl<br />

In the Lubsko Forest District, a group of deformed pines (Pinus<br />

sylvestris) in a 3,37 hectare area of the forest stand, was found.<br />

The trees are 83 years old and they were probably deformed<br />

due to human activity. This paper covers the stem wood structure<br />

of deformed pines. The wood samples were collected from<br />

four deformed trees from different parts of their stem. The<br />

next step was making thin sections from compression wood<br />

and normal wood side. Sections were kept on a microscope<br />

slide, after a little bit of glycerol had been dropped on the sections.<br />

Detailed observation and analysis was done using a microscope<br />

with a mounted digital camera. Tree-ring analysis<br />

101

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