qarTvelur enaTa Seswavlisa da swavlebis sakiTxebi
qarTvelur enaTa Seswavlisa da swavlebis sakiTxebi
qarTvelur enaTa Seswavlisa da swavlebis sakiTxebi
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Cvens yuradRebas iqcevs erTi iseTi magaliTi,<br />
romlis sareduqcio birTvi warmodgenilia ori<br />
harmoniuli kompleqsiT; amasTanave erT-erT<br />
maTgans <strong>da</strong>matebiT axlavs æ. iqmneba msubuqi<br />
birTvebi. reduqcia xdeba yvela im wesis mixedviT,<br />
rac zemoT iyo gaTvaliswinebuli.<br />
ðntyæðsg_ /naperwkali/_ _ _ _ V & /CØCcæ/ V & Cc<br />
lityæsgìne _ /gakvra,<br />
↓<br />
naperwklis gamovardna/_ _ CV/CcæØCc/ V CV<br />
pirveli sityva sammarcvliania. reduqcias<br />
ganicdis Tavi<strong>da</strong>n meore xmovani. sareduqcio<br />
birTvia CVCcæ.<br />
meore sityva oTxmarcvliania. reduqcias<br />
ganicdis Tavi<strong>da</strong>n meore xmovani. sareduqcio<br />
birTvia CcæVCc.<br />
ganxiluli magaliTebi<strong>da</strong>n SeiZleba <strong>da</strong>vaskvnaT,<br />
rom msubuqi birTvis yvela tipi oTxmarcvlian<br />
sityvaSi warmogvidgens a/ð/, e, i <strong>da</strong> é xmovnebis<br />
sruli saxis reduqcias, rodesac sareduqcio<br />
xmovani sityvis Tavi<strong>da</strong>n meore xmovania.<br />
amrigad: V +/CVC/+VCVC <br />
VCØCVCVC = A I ,<br />
rodesac: V = a/ ð/, e, i <strong>da</strong> é-s.<br />
rogorc vxe<strong>da</strong>vT, A <strong>da</strong> A I SemTxvevebi iZleva<br />
reduqciis erTgvar saxes, sinkopes. Tu aRniSnul<br />
formulebs A, A I gavutolebT erTmaneTs <strong>da</strong><br />
pirobiTad avirCevT erT-erT maTgans, magaliTad:<br />
A-s, maSin zogadi formula miiRebs aseT saxes:<br />
V +/CVC/+VC(VC) <br />
VCØCVC(VC) = A,<br />
rodesac: V = a/ð/, e, i <strong>da</strong> é –s.<br />
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