WWW.DISSERS.RU


...
    !

Pages:     | 1 ||

oepxoc oea epa pae ee ay po oepoxecx poeccax. B cepeax oo ep y ey epoeec oea (ea oea), oea coe. O opeeec c yeo oo, o ep co oo co co pa oooa ep co oey o, caax epy ay, yepac ooo apeo oepxoc p e epao ac ooceo oc. epoeece e (epoococ, epoope, oea ee, oea ocea) oycoe epa oepxoc apo.

o ooo paoec ey aa, oa oa a ece apee ac, ecocoe epe pyy ay. oyc, o e oe a, ao oopx pacope epo A+B, paee epao, poaeo epoa. yc oo a (aa 2) ec ooee cpoae ap Q, oope e oy poxo epe epay.

pyco paoec ooo oa ooo a epoxece oea (13.2) oox pacopax (1 2) oao RT 1nC + ZF = RT 1nC + ZF (13.10) A1 1 A2 RT 1nC + ZF = RT 1nC + ZF B1 1 B2 yco paoec (13.10) oyae ypaee paoc oeao CA RT CB RT = 1n = 1n, (13.11) 1 F CA F CB 1 oopoe aaec ypaee Hepca paoecoo oeaa a epae. Oo oaae, o paoec oea a epae opeeec coooee oepa epoa oex aax.

Ec CA1, = CB1, = CA2= CB2, = C, o = 0. ypae (13.11) ceye coooee CA2 CB2, = CA1 CB1, = C2. (13.12) Be eypyeo oa po oy, o a Q epae oec paoc oeao, ae ec oepa epoa o oe copo epa cxoo pa. B cao ee, yco epoepaoc epo a ceye, o CA1= CB1, = C. (13.13) a opo a o e ycoe pcyc ee Q CA2 + CB2. (13.14) Q= Oeo, o o opo ae CA2 < CB2, a a coaco (13.12, 13.13), CA2 CB2, = C2A1= C2, o CA2 > CA1.

a, ap ae 2 oecpyec oe coepae Q e aoo p oee o coepa aoo. B o B2 A2+ cyae oae oaoca paoc oeao, oopa paa CA RT C = = 1n = 1n D 2 1 RT 0, CA F CA 2 e CA2< C. Bea oe oca ooo ox ae, D oa p ae 2 ayypyc ao Q >> C B2 o oepa, aoo oe, e oepa C epoa oo pacope.

Pages:     | 1 ||



2011 www.dissers.ru -

, .
, , , , 1-2 .