qarTvelur enaTa Seswavlisa da swavlebis sakiTxebi
qarTvelur enaTa Seswavlisa da swavlebis sakiTxebi
qarTvelur enaTa Seswavlisa da swavlebis sakiTxebi
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e/ tipis msubuq birTvSi CcVCæ<br />
samive SemTxvevaSi birTvis meore Tanxmovani<br />
warmodgenilia labialuri kompleqsiT: e.i. Cæ an<br />
Ccæ-s win <strong>da</strong>saSvebia u/ò/ <strong>da</strong> gamoricxulia o/ñ/.<br />
amrigad, msubuqi birTvis yvela tipi /romelic<br />
Segvxv<strong>da</strong> oTxmarcvlian sityvaSi gvaZlevs<br />
o/ñ/ <strong>da</strong> u/ò/ xmovnebis monacvleobas æ-sTan, e.i.<br />
xmovani kargavs marcvlovnobas, funqcionalurad<br />
Tanxmovans utoldeba.<br />
rodesac: V = o/ñ/ an u/ò/-s<br />
V+/CVC/+ VCVC →<br />
→ V CæC VCVC = Б I<br />
Б <strong>da</strong> Б I SemTxvevebi reduqciis TvalsazrisiT<br />
erTgvar suraTs gviCvenebs, i.e. Б=Б I Tu zogadi<br />
formulisaTvis, pirobiTad avirCevT erT-erTs, magaliTad<br />
Б-s, maSin Cveni Б formula miiRebs aseT<br />
saxes:<br />
rodesac:<br />
V = o/ñ/ an u/ò/-s<br />
V+/CVC/+ VC(VC) →<br />
→ VCæCVC(VC) = Б<br />
amrigad, Б formula asaxavs balszemour<br />
dialeqtSi `sakuTriv~ reduqciis erT-erT saxes,<br />
kerZod, marcvlovnoba<strong>da</strong>kargviTs, e.i. xmovnis<br />
alternacias æ-sTan V/ æ.<br />
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