Modelos estatísticos para a água e para soluções diluídas de anfifílicas
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(291) . . dVcH]nlORcn^Y WMDYkgDGnTS^MPvkO LNY_-VY. ®x ® x <ÿ ®x ®x < ®x ®xü¸ ®x þ ®x þ ®x . ²-¸ ²-¸ . ¸¸. 0½ ¸ÀV¸. Á¯Ç. ¡Á. ©È. . 0½ ¸sÉp¸ ¸0Ê. Ç. ½. ü x ®x. ®-eYkSTMDUXY_cnTORg. <ü ü,þ ü<x . ÿx . = = ·. . ¼. D. =. ·. º. x x = = þx =. -. . . Å. D. = =¦üx. =. =ü => Aÿ = p A sü, x Å. Å. . µs´l» ·. ¹Gº. . =. G. 4. . = . -. =¦ x ¦= üxü =¦üx =¦üx =¦üx ÿ =¦üx. . . =ü. µs´l». ¹Gº. . . . . . D. . ² MÍ®- ¡]mMn^Y. . YG®e*OVc*]TiRd* ¢_£¤± ° ¤¬. WYkc*]_qDH°. =¦ x =¦üx . ÃÄ ·. ³Ì´kõ ·. É §RNË. aR®4q¯W*O . Uh_W<MDO**ª[«. x x x þ xü x ü<x x þþ x þ< ü<x ü = x . ÿ®ü ÿÿ < =. . . vGU+¦¨§p]. ³`´µ¶·. D4. 0½ ¸¿¾R¸ . ²-Æ. þ. P. . 0½ ¸À¸. d-YkZqWY vkdVcu*QHq. Uhdg ¤¬. ÿ. D4. § ©. ¢_£<¤¥. . D4. L. ²<². ©. b<n^dR ¡WMZwb*]TiRd. WYNWMDeHdgdH. d-W<YkgDd . c<Y_S^QMDO ©. dVUhY_cnTd. Å P. ÅÎ. ³Ì´ º. x. ·. D . . q+u (düx y. t.ORYkgPOhvGdUÏj¨aVS^MPOV]oQSTOVc*WYkÐ8OV]¿ZwÑD]^MPvkOV]odn^MPW<OV]oedVSÌ]^MU b<gPOVÒG-Y8]svkdVUhe<bnlOVvGMDdVcHORMP]oW<YtUhdWY_gd]. UhMDvkS^d]^vkÓVe<MPvGd]¯e*ORSlO6OÔaVQVb*OÔvGdVUhe*OVSTOW<OV]vkdVUd]¿jpORgDdVSTY_]dn^MPWd]¿Yk®-eYkSTMDUXY_cnTORgDUhYkcn^Yq n^Y_UXeYkSlOpnTb<SlOÖÕØ×ØÙÚV°. Y e*S^Y8]^]TiRdfÛÜ× ¢. ORn^UÝq. Ê. ]sW<OVW<d]o]^iVd[e*ORSlO. ]tQSTOVc*WYkÐ8OV]vGdVUÞd]NUhY_c<dVSTY_]tWY_]^j-Md]NY_UÞS^Y_gDOÒkiVdfORd]. W<OVW<d]oYG®eYkSTMUhYkcnlORMP]0Y_]mnTiRdhU+ORSlvkOWd]ovGdUàßâáVãq. ORYkgPOhOVW<OVenTOW<OhW<OXS^YkZwYkSTxkc*vkMDOJy . /4$< P$s',
(292) $Ms0~86
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(294) ü / 3
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(296) 8$<$2/ $®À= $9ÅWÒ"§}{$< /43 ~$3$< z Å3"
(297) ' 8 /4 W3 '
(298) $66 '
(299) B C$6 Å3 $<3
(300) ³/4' +$QA0~<8p38 ¥®8$W $<8B °® S"¥®8$< SW/4$<± ' 8( +u$<:<~<', vü x $<t$<u >"$%¥¡8 3 $<3 K³/4' )Â/% W 0~<8 Í Çx)v{8 °® W
(301) (¯= '$<" Pp $' $< Ñ 3$/
(302) !
(303) ' $<" Å'$</
(304) 8 !3 $<3
(305) ! > 88 !2~< $"= /4± ' " [' $</4$Ap
(306)
(307) u8B,C"$p$A¡Ã/ $Q)3$< zW $<~<&$2Kp'$<'v® " s/ $± '8(" 6'$</ f B x_§z
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(310) / )
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(315)
(316) / 0"' $< vü¸ x <0)$)$<8
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(318) ¯* >' $< 3 %%0"~<8 ¥¡8"/su$< 4u
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(320) = A $<u 4H
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(328) ' M
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(344) / $ / p("¡ 4~<8 Q 8v$
(345)
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(348) $´/ $®$ /s8$}
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(350) $8 $ 3$< #=@¤K/ ü WH
(351) 8$ÉÀ® v"/ i3$ 4v<
(352)
(353) ´H'$<("u$< $<
(354) ! 3$< )$8"Q'$<(u$< $<
(355) ü t3$< W/4 $MQ /s8("B °® !'$</ 38'$< Å$ /su !f3$ q; 8
(356) ×À H¢12!É8/%µ3 $,/ B C$µ.' / 3$}/4± $ <® x ¤
(357)
(358)
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(360) 3
(361)
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(376) +20"~<8 À</ $< /43
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(378) ' :<3',H$<8µH >" *
(379) ' x412 > {$<
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(382)
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(388) 8
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(422) 83
(423) ©'(Å3 / ' / '$<
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(438)
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(452) $< Md
(453) 3 B,C"$_d 8u
(454) ³' M$<
(455) ~³', 7b3
(456) $< 3 'B,C$_H3À : $7 /
(457)
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(460)
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(489) /43 Ý/ $
(490)
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(494)
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(496) ' $< A/ ' $¯ /o
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(498) ',x+kK /./4
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(500) ã. 4. 6©{*', W $< W/D{8B,C"$ 4' $<' B C$%$"{$<
(501) / A8/r3"Â$
(502)
(503) / 4C$
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(505) .
(506) 8"$< p{$< /¾$u$< p$</4 $"=¦
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(509)
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(512) $<" zi8/`'$</43$< >/4 $_¥®8 0¯'$Y3 Y 5
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(515) ~<ib/4' ,"B,C$ 58/ s 3 & '(4
(516) s'$</D5/4 $$4
(517) /%x §z/su$< É$ / $®$É¢' d"' / Y
(518) ' v$ C$´3
(519)
(520) b8/%É $<8B,C$ * = ' [3
(521) $'8 /4$< 6 >bq; H <$<v< 5/4$ $ f/% 6
(522) /43 6¥¡8H
(523) 3
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