qarTvelur enaTa Seswavlisa da swavlebis sakiTxebi
qarTvelur enaTa Seswavlisa da swavlebis sakiTxebi
qarTvelur enaTa Seswavlisa da swavlebis sakiTxebi
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Tu В= В I /maT Soris reduqciis TvalsazrisiT<br />
ar aris sxvaoba/, maSin potenciurad sam- oTxmarcvlian<br />
sityvebSi aRniSnuli saxis reduqciis<br />
zogadi В formula iqneba:<br />
V+/CVCsC/+VC(VC) →<br />
→ VC éCsC VC(VC)= В<br />
yuradRebas iqcevs zogierTi iseTi magaliTi,<br />
romelic <strong>da</strong>matebiT axsnas moiTxovs. gvxvdeba paraleluri<br />
formebi: reducirebuli <strong>da</strong> arareducirebuli.<br />
mag.:<br />
gðnj- /Jangi/ _ _ _ _ _ _ _ C V & CsC<br />
↓<br />
légénje- /<strong>da</strong>Janguli/ _ CV/CéVsC/V<br />
magram:<br />
↓<br />
ðdgénjón- /<strong>da</strong>iJanga/ _ _ V & CCéCsC V & C<br />
hðnwæ- /nakeli/ _ _ _ _ _ _ _ C V & CsC<br />
↓<br />
lihénwóli- /nakelisagan<br />
gawmen<strong>da</strong>/_ _ _CV/C éCsC/ V & CV<br />
magram:<br />
↓<br />
qêThénwól- /gawmin<strong>da</strong>/_ _ C V CCéCsC V & C<br />
sðrk- /sarke/_ _ _ _ _ _ _ _ _ _ _ C VCsCV<br />
↓<br />
isérkól- /sarkeSi iyureba/_ _ _ _ V/CéCsC/ V C<br />
magram:<br />
↓<br />
ðdsérkêle- /sarkeSi Caixe<strong>da</strong>/_ _ _ V & CCéCsC V CV<br />
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