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3) a τ = f (t),<br />

a = 0 - wrfivi aCqarebuli moZraobaa,<br />

n<br />

4) a = 0,<br />

an = const - Tanabari moZraoba wrewirze,<br />

τ<br />

5) a = 0,<br />

an = f (t)<br />

- Tanabari mrudwiruli moZraoba,<br />

τ<br />

6) a = const,<br />

a ≠ 0 - Tanabarcvladi mrudwiruli moZraoba,<br />

n<br />

7) a τ = f (t),<br />

a n ≠ 0 - aCqarebuli mrudwiruli moZraoba.<br />

mxedvelobaSi unda miviRoT, rom Cvens mier ganxilul sidideebs<br />

Soris adgili aqvs Semdeg Tanafardobebs:<br />

r ( t)<br />

= x(<br />

t)<br />

i + y(<br />

t)<br />

j + Z(<br />

t)<br />

k,<br />

dr dx dy i j dzk<br />

v(<br />

t)<br />

= = i + j + k,<br />

siCqaris modulisaTvis:<br />

dt dt dt dt<br />

v = v = v + v + v<br />

2<br />

x<br />

dv dv x y dvz<br />

( t)<br />

= i + j + k = axi<br />

+ ay<br />

j + a k,<br />

dt dt dt<br />

a z<br />

2<br />

dv d r<br />

a = = aCqarebis modulisaTvis<br />

2<br />

dt dt<br />

2<br />

2 2 2<br />

dv d r<br />

a = a = ax<br />

+ ay<br />

+ az<br />

, magram a ≠ ≠ 2<br />

dt dt<br />

1.3. absoluturad myari sxeulis kinematika<br />

absoluturad myari sxeuli iseTi sxeulis fizikuri modelia,<br />

romelic ar ganicdis deformacias mocemul konkretul amocanaSi. myari<br />

sxeulis nebismieri moZraoba SeiZleba dayvanil iqnas gadataniT da<br />

brunviT moZraobaze. gadataniTi ewodeba iseT moZraobas, romlis drosac<br />

sxeulSi gavlebuli yoveli wrfe Tavisi paraleluri rCeba (nax.6).<br />

nax. 6<br />

17<br />

2<br />

4<br />

2<br />

z

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