La Energía en sus claves

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OTRAS PUBLICACIONES
La Energía en sus Claves.
COLECCIÓN
CONFERENCIAS Y SEMINARIOS
Agua y Desarrollo Sostenible: Vida,
medio ambiente y sociedad.
Ciencia, Tecnología y Educación.
COLECCIÓN
ENSAYO
Europa: ¿Comunidad de valores u
ordenamiento jurídico? / El carácter
relacional de los valores cívicos.
Empresa y Sociedad Civil.
COLECCIÓN
CUADERNOS DEL FORO
DE PENSAMIENTO ACTUAL
1
Principios Físicos del Desarrollo
Energético Sostenible.
2
Principios del Desarrollo Económico
Sostenible.
l progresivo dominio de la Energía,
como capacidad para producir un trabajo,
ha ido cambiando drásticamente las condiciones de desarrollo de la Humanidad.
Desde el dominio circunstancial del fuego,
en épocas remotísimas, hasta nuestra civilización fuertemente dependiente de los
usos energéticos, los seres humanos hemos
encontrado en la Energía un aliado de
extraordinario poder para lograr mayores
cotas de bienestar y prosperidad. Esto es
particularmente cierto desde la Revolución
Industrial, que propició un progreso
socioeconómico que ha cambiado radicalmente la vida de miles de millones de
seres, aun cuando haya una amplia fracción de la Humanidad que no se ha beneficiado aún significativamente de estos
avances. Éste, en si, constituye un reto de
equidad al que sólo podremos responder
positivamente con suficiente Energía.
Patronato de la Fundación Iberdrola
Presidente: D. IÑIGO DE ORIOL YBARRA
Vicepresidente: D. JAVIER HERRERO SORRIQUETA
Vocales: D. RICARDO ÁLVAREZ ISASI
D. JOSÉ IGNACIO BERROETA ECHEVARRÍA
D. JOSÉ ORBEGOZO ARROYO
D. IGNACIO DE PINEDO CABEZUDO
D. ANTONIO SÁEZ DE MIERA
D. IGNACIO SÁNCHEZ GALÁN
D. VICTOR URRUTIA VALLEJO
Secretario: D. FEDERICO SAN SEBASTIÁN FLECHOSO
La Energía es un concepto de múltiples dimensiones que abarca desde su neto
significado físico hasta el sector económico que sustenta sus aplicaciones, pasando
por una complejísima tecnología que hace
posible su aprovechamiento. De ahí que
sea un concepto de difícil comprensión,
no bien conocido en general, a pesar de la
importancia que la Energía tiene en nuestras vidas. Podríamos decir que la sociedad está en deuda con la Energía. De ahí
nuestro interés en acercar la Energía a la
sociedad.
En este libro se pasan revista a la
Energía y sus múltiples facetas, y se apuntan soluciones y alternativas a su futuro y
al de las respuestas que tiene que aportar
para el desarrollo de la Humanidad.
Edita
ISBN 84-609-1337-6
9 788460 913375
Serrano 26, 1.ª planta
28001 Madrid
www.fundacioniberdrola.org
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//-
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//.
Crka^`f”kF_boaoli^
#UADRO#ONSUMODEENERGÓAPRIMARIA0)"
5NIDADES
TEPPORMILLONESCONST
TEPPORMILLONES%UROSCONST
TEPPORMILLONES%UROSCONST&UENTE-INISTERIODE%CONOMÓA
bi^pqf`fa^a*`bol bk obi^`f”k `lk bi MF?
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///
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bi `lkprjl ab bkbod^ pbdrfo„ ^rjbk*
q^kalcrboqbjbkqbaro^kqbilpmo”ufjlp
/2^“lpbkbiQbo`boJrkal)mloalpo^*
wlkbp7mlonrbpbmfbkp^`lkgrpqf`f^nrb
pr`ob`fjfbkqlb`lk”jf`lpbo„j„po„*
mfalnrbbiabilpm^pbpfkarpqof^ifw^alp)
vmlonrbi^bi^pqf`fa^a,MF?pbj^kqbk*
ao„^kfsbibpprmboflobp^i^rkfa^a+Bp*
q^bi^pqf`fa^abibs^a^bp`ljm^qf_ib`lk
ilpl_gbqfslpmofk`fm^ibpabi^j^vlo^ab
ilpm^pbpbks^pababp^ooliilbkj^qb*
of^ab`ob^`f”kabfkarpqof^p_„pf`^pvab
fkarpqof^p ab qo^kpcloj^`f”k) `lk ^iqlp
`lkqbkfalpbkbod‹qf`lp+
Bi`lkprjlabbkbod^jrkaf^ie^^r*
jbkq^albkrklp/+2--jfiilkbpabqbm
bkqob.652v/---)abilpnrb.+---`l*
oobpmlkabk ^ i^ L@AB %/2- ^ i^ @B& v
.+2--^iobpqlabijrkal+>rknrbpbob*
arw`^i^bi^pqf`fa^a^iMF?jrkaf^ie^p*
q^bikfsbi^`qr^iabilpm^pbpfkarpqof^*
ibp^s^kw^alp)lpb^e^pq^bi-Ò2)rk^q^p^
ab `ob`fjfbkql abpb^_ib ab rk 1" m^o^
i^b`lklj^jrkaf^ifjmif`^o^rk^q^p^
abi/"m^o^bi`lkprjlbkbod‹qf`l+Jr*
`e^bkbod^)nrbara^`^_b)vrk^rodbk*
qbkb`bpfa^aab^rjbkq^oi^^mloq^`f”k
abi^pbkbod^pobkls^_ibp)lab^`qr^if*
w^oi^pfk`boqfarj_obpnrbqla^s^cob*
k^kbiabp^ooliilkr`ib^ovi^bkbod^ab
crpf”k+
0+Ilp`f`ilpi^odlpvi^bkbod^
@ljlbsl`„_^jlpbki^mofjbo^pb`*
`f”kabbpqb`^mqril)i^bslir`f”kabi^
molar``f”kvabi`lkprjlabi^bkbod^
e^pfalqlq^ijbkqbfkafpl`f^_ibabi^Ob*
slir`f”kFkarpqof^ivabprabp^ooliilbk
bi `ropl ab ilp alp ™iqfjlp pfdilp+ Rk^
bslir`f”k ab bpqb qfml) pl_ob rk i^odl
mboflal pb`ri^o) pb fkp`of_b bk bi `lk*
`bmql ab ?o^rabi %.636& ab i^ ii^j^a^
Ïilkdrbaro‹bÐ)i^i^od^aro^`f”kbki^
nrbpbmolar`bibkq^jbkqbbi`^j_flbp*
qor`qro^i+
I^I^`olb`lklj^abi^Bkbod^bkprEfpqlof^
//0
Crka^`f”kF_boaoli^
M^o^?o^rabi)bpqb`^j_flbpqor`qro^i
molcrkal) jrv ^ibg^al ab i^p Ür`qr^*
`flkbp`lvrkqro^ibpvabilpbsbkqlpfk*
jbaf^qlp) ^_plo_b bk pr pbkl q^j_f‹k
ilpdo^kabp`f`ilp^jbaflvi^odlmi^wl
nrb`r_obkmboflalpmirof^kr^ibplmb*
oflalp ab s^of^p a‹`^a^p8 bpqb mi^kqb^*
jfbkqlfkpmfo^bp`rbi^p`lkqbjmlo„kb^p
ab fksbpqfd^`f”k efpq”of`^ %S^k Ollk)
.65.&+
I^efpqlof^b`lk”jf`^pb“^i^)^m^oqfo
abi^Obslir`f”kFkarpqof^i)`r^qoldo^k*
abp mbolalp ab bibs^a^ molpmbofa^a bk
Brolm^L``fabkq^i7bkqob.5.2v.5/-)^
Ûk^ibpabilp^“lp.53-)^kqbpabnrbbj*
mbw^pbbk.6.1i^Mofjbo^Drboo^Jrk*
af^i v aro^kqb i^ a‹`^a^ ab ilp pbpbkq^
bkbpqbpfdil+Q^j_f‹kpbl_pbos^kmbol*
alpabdo^sbabmobpf”ke^`f^.51-).56-)
.60-ve^`f^.660+I^^jmifqrabkqobilp
mrkqlpabfkÜbuf”kabbpq^pdo^kabpli^p
abmolpmbofa^avabmobpf”kpbpfq™^bkqob
`r^obkq^vpbpbkq^^“lp7bpab`fo)nrbbk
prfkqboflopbbk`rbkqo^ks^of^pÜr`qr^*
`flkbpabj„p`loqlmi^wl+
Bkilp^“lpsbfkqb)rkb`lkljfpq^or*
pl)Kf`li^fHlkao^qfbs%.661&)^k^ifw^k*
al pbofbp efpq”of`^p ab mob`flp) mrpl bk
bsfabk`f^ i^ bufpqbk`f^ ab bpq^p do^kabp
Ür`qr^`flkbpbfabkqfÛ`”ilpmbolalpab
molpmbofa^a`lkpr_fa^pabmob`flpvi^p
abmobpflkbp `lk qbkabk`f^p ^ i^ _^g^ ab
ilp mob`flp+ I^p l_pbos^`flkbp ab Hlk*
ao^qfbspl_obilpmob`flpvprpfkqbkqlpab
bumif`^`f”kabi^p`^rp^pabbpq^pdo^k*
abp Ür`qr^`flkbp e^k pfal `ofqf`^a^p v)
//1
`lkcob`rbk`f^)e^kpfalabp`^oq^a^pmlo
lqolpb`lkljfpq^p)mlopr`^o„`qbo^o_f*
qo^oflvabqbojfkfpq^+Mboli^fab^abnrb)
j„p ^ii„ ab ilp `f`ilp b`lk”jf`lp %`l*
vrkqro^ibp&)bufpqbkdo^kabpÜr`qr^`fl*
kbpabi^pqbkabk`f^pabi`ob`fjfbkqlab
i^pb`lklj^p)bprk^fab^nrbmboaro^)v
afpmlkbjlpabl_pbos^`flkbpprÛ`fbkqbp
m^o^`lkqo^pq^oi^+%Mrifal)/---&+
>p) qlalp p^_bjlp nrb bk Brolm^) v
bpmb`f^ijbkqb bk Bpm^“^) q^p^p ab `ob*
`fjfbkqlabiMF?prmboflobp^i2"^kr^i
bo^k Ïkloj^ibpÐ) `loobpmlka^k ^ rk^
qbkabk`f^abclkalaro^kqbi^palpa‹`^*
a^pabpmr‹pabi^Pbdrka^Drboo^Jrk*
af^i) jfbkqo^p nrb) aro^kqb ilp ™iqfjlp
qobfkq^ ^“lp) q^p^p prmboflobp ^i 0" m^*
ob`bkfkplpqbkf_ibp^jbaflmi^wl8m^pbp
qla^s^fkprÛ`fbkqbjbkqbabp^oolii^alp)
`ljlBpm^“^)m^ob`bkbpq^ol_ifd^alp^
j^kqbkbo rk^ q^p^ ab `ob`fjfbkql _^g^
v rk kfsbi ab abpbjmibl bibs^al) ^rk*
nrbjbglobki^pbumb`q^qfs^pabbum^k*
pf”kbki^c^pb^`qr^iabi`f`ilb`lk”jf`l
%Clkqbi^).664&+
Ilp qo^_^glp ab Hlkao^qfbs pl_ob ilp
`f`ilpi^odlpcrbolkafcrkafalpbkL``f*
abkqbmloP`erjmbqbo%.606&)bi`r^iob*
`rmbo” abi lisfal rk^ ab i^p fab^p nrb
Hlkao^qfbse^_^molmrbpqlm^o^bumif*
`^oi^pdo^kabpÜr`qr^`flkbp)vnrbbo^
i^pfdrfbkqb7aro^kqbi^pc^pbpababp^`b*
ibo^`f”k abi `f`il i^odl pb molar`b rk
^rjbkqlabilpabp`r_ofjfbkqlpqb`kl*
i”df`lp)`rv^^mif`^`f”kfkarpqof^iqfbkb
I^Bkbod^bkprp@i^sbp
@^mqrilSFÅBjfiflClkqbi^
!RRIBAPOSTEDETRANSFORMACIØNYDISTRIBUCIØNDEELECTRICIDADEN#ORIADEL2ÓO
!BAJOSECCIØNDEVERIlCACIØNDEMOTORESELÏCTRICOSHACIA
I^I^`olb`lklj^abi^Bkbod^bkprEfpqlof^
//2
Crka^`f”kF_boaoli^
)ZQUIERDAELHISTØRICOMODELO3EATLISTOPARA
SEREXPORTADO!RRIBAUNEJEMPLODEANUNCIOFUN
CIONALAPLICACIØNDELAENERGÓAELÏCTRICAPARALAS
TAREAS DEL HOGAR !BAJO UNA VISTA DEL TRÉlCO DE
-ADRIDENLADÏCADADE
//3
I^Bkbod^bkprp@i^sbp
@^mqrilSFÅBjfiflClkqbi^
ird^oaro^kqbi^c^pbriqbofloab^`bibo^*
`f”kabi`ob`fjfbkql+
Bpq^fab^bk`lkqo^o^rk`^ialab`ri*
qfsl ^ab`r^al bk bi mbkp^jfbkql ab
P`erjmbqbo) bi b`lkljfpq^ nrb ab j^*
kbo^j„po^af`^ie^_^ob^``flk^al`lk*
qo^bi`^o„`qbobpq„qf`labi^qblo^`i„pf*
`^abibnrfif_ofldbkbo^iabT^io^p+M^o^
P`erjmbqbo)bibjmobp^oflklpbifjfq^^
j^ufjfw^opr_bkbÛ`flabj^kbo^fkp*
q^kq„kb^bkrkjbo`^alab`ljmbqbk`f^
mbocb`q^)pfklnrb)jbaf^kqbi^fkkls^*
`f”kqb`kli”df`^)_rp`^rk^j^ufjfw^*
`f”k afk„jf`^ ab prp obpriq^alp bk bi
qfbjml+
I^kb`bpfa^aabfkkls^oabibjmobp^*
oflibiibs^^pbdrfo^qbkq^jbkqbi^bsl*
ir`f”k ab i^p lmloqrkfa^abp qb`kli”df*
`^pnrbdbkbo^i^bslir`f”kabi^`fbk`f^
v)bk^idrklp`^plp)^^`qr^oafob`q^jbk*
qb m^o^ abp^oolii^o i^p krbs^p qb`klil*
d^p+Bpq^mlpf_ibobi^`f”kbkqobabp^ool*
iilqb`kli”df`lv`ob`fjfbkqlb`lk”jf`l
e^bpqfjri^albibpqraflabilpmol`bplp
abfkkls^`f”kv)^rknrbbufpqbkdo^kabp
afÛ`riq^abpbkbpqb`^jmlm^o^ob^ifw^o
fksbpqfd^`flkbp`r^kqfÛ`^a^pabj^kbo^
qlq^ijbkqb `lksfk`bkqb) pb e^k `lkpb*
drfal^idrklpobpriq^alpfkqbobp^kqbp+
^&Fkkls^`f”kv`ob`fjfbkql
Bufpqb rk^ buqbkp^ ifqbo^qro^ b`lk”*
jf`^pl_obbi`ob`fjfbkql^i^odlmi^wl)
bkm^oqf`ri^opl_obi^bslir`f”kabiMF?
ab ilp m^pbp fkarpqof^ibp ^s^kw^alp bk
ilppfdilpUFUvUU)^p`ljlpl_obilp
c^`qlobp nrb bumif`^k bpqb `ob`fjfbkql+
Bpqlpbpqraflppb“^i^k`lk`i^ofa^anrb)
^rknrbrk^m^oqbabifk`objbkqll_pbo*
s^alabi^molar``f”kpbbumif`^mloi^p
^mloq^`flkbp abi qo^_^gl v i^ fkqolar`*
`f”kab_fbkbpab`^mfq^i)bpq^`lkqof_r*
`f”kabilpc^`qlobpmofj^oflpkl`r_ob
i^qlq^ifa^a)vpbabqb`q^i^fkÜrbk`f^ab
rkÏc^`qloobpfar^iÐ)nrb^mloq^^sb`bp
j„pabrk0"abiMF?bkrk^“lvlqo^p
jbklpabi.")vnrbqo^ar`bbkq‹ojfklp
b`lk”jf`lpi^pd^k^k`f^pabofs^a^pabi^
fkkls^`f”k)vbkm^oqf`ri^oabi^fkkl*
s^`f”kqb`kli”df`^+Bi`lk`bmqlabc^`qlo
obpfar^ibpbnrfs^ibkqb)bk`r^kql^jb*
afa^bpq^apqf`^)^i`lk`bmqlabmolar`qf*
sfa^anrbobi^`flk^rkslirjbkabmol*
ar``f”k`lkrk^`lj_fk^`f”kabqo^_^gl
v`^mfq^inrbqfbkbbk`rbkq^i^prpqfqr*
`f”kbkqobbpqlpc^`qlobp+
Bkqlalpilpm^pbpfkarpqof^ifw^alppb
e^l_pbos^al)^m^oqfoab.64-)rk^`^*
a^abi^q^p^ab`ob`fjfbkql^kr^iabi^
molar`qfsfa^aqlq^iabilpc^`qlobp)vbp*
q^`^a^bumif`^bkdo^kjbafa^i^afpjf*
kr`f”kabi^pbumb`q^qfs^pvi^_^g^abi^
qbkabk`f^^i`ob`fjfbkql+
Qlal m^ob`b fkaf`^o nrb i^p li^p ab
molpmbofa^avabmobpf”kpb^mlv^kpl_ob
jlsfjfbkqlpabi^odlmbolalabi^mol*
ar`qfsfa^aqlq^iabilpc^`qlobpvabimol*
dobplq‹`kf`l)vnrb)m^o^bumif`^oi^p)bp
kb`bp^oflmolcrkafw^obkbilofdbkabi^p
qb`klild^pvprpmol`bplpabafcrpf”k+
I^I^`olb`lklj^abi^Bkbod^bkprEfpqlof^
//4
Crka^`f”kF_boaoli^
_&Bi`f`ilabsfa^abilpmolar`qlpvab
ilppb`qlobp
Ilp molar`qlp) v ilp pb`qlobp nrb ilp
molar`bk)qfbkbk`f`ilpabsfa^_fbkab*
Ûkfalp) abpab nrb fkf`f^k pr abp^ooliil
e^pq^ nrb iibd^k ^ i^ p^qro^`f”k ab prp
jbo`^alp)vbsbkqr^ijbkqb^prab`ifsb
vabp^m^of`f”k+P`erjmbqbov^mrpl`i^*
o^jbkqbbkbsfabk`f^nrb)jfbkqo^pbki^
c^pbfkf`f^iababp^ooliilrk^fkkls^`f”k
mbojfqb rk^ obkq^_fifa^a bibs^a^) mlo*
nrbbifkkls^alopb_bkbÛ`f^abrk^obk*
q^ ab pfqr^`f”k %nrb mrbab iibd^o ^ pbo
rkjlklmlifl&)^jbafa^nrbilpobpri*
q^alpabi^fkkls^`f”kplk`lkl`falpvpb
dbkbo^ifw^k) ^rjbkq^ i^ `ljmbqbk`f^ v
afpjfkrvbi^obkq^_fifa^a+
I^bumbofbk`f^abkrbpqolpa^p^mloq^
rk^`lkÛoj^`f”kabbpqlpo^wlk^jfbk*
qlp+Bkqlalpilpm^pbppbl_pbos^nrbilp
pb`qlobp j„p fkkls^alobp) `lk rk j^*
vlo bpcrbowl ab fksbpqfd^`f”k qb`kli”*
df`^) plk q^j_f‹k ilp nrb j„p `ob`bk v
lcob`bkobkq^_fifa^abpbibs^a^p^i`^mf*
q^i)jfbkqo^pnrbilppb`qlobpbkilpnrb
pbl_pbos^rkbpq^k`^jfbkqlabimol`b*
plfkkls^aloplkq^j_f‹k^nr‹iilpbkilp
nrb pb molar`b rk ab`ifsb molar`qfsl+
Bkpr`lkgrkql)rk^b`lklj^moldobp^
`r^kalprpmofk`fm^ibppb`qlobpmolar`*
qfslppbbk`rbkqo^kbkrk^c^pbabfkkl*
s^`f”k+
//5
`&K™`iblpabfkkls^`flkbp
Perjmbqbopb“^i”nrbi^fkqolar``f”k
abfkkls^`flkbpbkbimol`bplab`ob`f*
jfbkqlb`lk”jf`lklmrbabmolar`fopb
abcloj^rkfclojbbkbiqfbjml)vnrb
bpkloj^inrbpbmolarw`^k)jrvbpm^*
`f^a^pbkbiqfbjml)^idrk^pfkkls^`fl*
kbpqb`kli”df`^p`lkj^vlo`^m^`fa^aab
^oo^pqob nrb lqo^p+ Pfdrfbkal bpq^ ikb^
abmbkp^jfbkql)J^kabi%.65.)Cobbj^k
Bafq+&) l_pbos” `fboq^p `lk`bkqo^`flkbp
abfkkls^`flkbpqb`kli”df`^pbkbipfdil
UFU)bkilp^“lp.52-)`r^kalpbfkqol*
ar`bki^pil`ljlqlo^pabs^mlo)vbkqlo*
kl ^ .56-) `r^kal pb ^almq^k jlqlobp
bi‹`qof`lpvab`lj_rpqf”k+Bpq^pfkkl*
s^`flkbp pb molar`bk ^i Ûk^i ab i^odlp
mbolalpabjbklo`ob`fjfbkqllabab*
mobpf”k)vmobm^o^kkrbs^pli^pab`ob`f*
jfbkqlbibs^al+
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i^p7bpqfjri^kkrjbolp^plqo^pfkkls^*
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`lk^mif`^`flkbp+I^pfkkls^`flkbppbab*
p^oolii^k`ljlo^`fjlp%`irpqbop&+Kr*
jbolp^pfksbpqfd^`flkbp`lkqbjmlo„kb^p
e^kbumilo^albpq^fab^`bkqo„kalpbbk
bipfdilUU)m^o^binrbpbafpmlkbabs^*
of^p`olklild^pobi^qfs^p^i^pfksbk`fl*
kbp b fkkls^`flkbp `lk j^vlo fjm^`ql
b`lk”jf`l+
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w^kal i^p mofjbo^p ifpq^p `olkli”df`^p
bpq^_ib`fa^p bk ilp `fk`rbkq^) `lk`irvb
I^Bkbod^bkprp@i^sbp
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nrb bk ilp ^“lp qobfkq^ pb molargl rk^
do^k`lk`bkqo^`f”kabfkkls^`flkbp_„*
pf`^p) v qo^_^glp riqboflobp ab Cobbj^k)
`lk pbofbp j„p `ljmibq^p) `lkÛoj^olk
bpqbmofjboaf^dk”pqf`l+S^oflpj‹qlalp
bpq^apqf`lp ^mif`^alp mlo Hibfkhkb`eq
%Cobbj^kBafq+.65.&)`lkÛoj^knrbbi
mboflal ab i^ Do^k Abmobpf”k crb jrv
c‹oqfim^o^i^fkkls^`f”kqb`kli”df`^+
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fksbk`flkbpabp^oolii^a^pbkbi^j_fbk*
qbabmobpfslabilp^“lpqobfkq^`lkqof_r*
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i^ bkbod^ rk fkafp`rqf_ib m^mbi ab bib*
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pbqlj^bi^dr^ab^dr^p^_^glabi^`bk*
qo^i)_fbkabi`roplabrkollabrkbj*
01.
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mrbab bpq^o ^`lmi^al ^ rk^ qro_fk^ v ^
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bu`babkqbp ab q‹ojf`^) crk`flk^kal ^i
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01/
abrk^`bkqo^iab_lj_bl^pl`f^a^^rk
bj_^ipbabdo^k`^m^`fa^a+Bkbpqlp`^*
plp) bi _lj_bl ab ^dr^ pl_o^kqb) v pr
qro_fk^almlpqboflo)mrbabmolmlo`flk^o
rkobkafjfbkqlprmboflo^i^rkfa^abk
bi `lkgrkql abi `f`il _lj_bl*qro_fk^*
`f”k)mloi^rqfifw^`f”kabob`roplpnrb
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_lj_bl bk i^ Bpm^“^ mbkfkpri^o bp ab
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dbkbo^alo ab bkbod^ bi‹`qof`^ klp ob*
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biqlq^iabi^mlqbk`f^abdbkbo^`f”kfkp*
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s^mlo)bid^pvi^efao„rif`^+Abbpqbql*
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bkbod^bi‹`qof`^)ilnrbpbqo^arglbknrb
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nrbdbkbo^alocrbo^ab.+02-JTablof*
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0RESADE'UAVIO#UNDINAMARCA#OLOMBIA#ORTESÓADE.%#3/
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010
Crka^`f”kF_boaoli^
!RRIBAUNABELLAIMAGENDENUESTROSRECURSOSHIDRÉULICOSCONUNORIGINALEN
FOQUEDEPERSPECTIVAYCOLORDELAPRESADE!LDEADÉVILA!BAJOSECCIØNTÏCNICA
DELACENTRALDEBOMBEODE#ORTES,A-UELA
011
I^Bkbod^bkprp@i^sbp
@^mqrilUÅO^j”kW^_^iw^Jlkqbp
dbkefao„rif`lv05.JTablofdbkq‹o*
jf`l+
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abi^abj^ka^abijbo`^alvabibnrfml
efaolbi‹`qof`l)nrbe^pq^Ûk^ibpabi^a‹*
`^a^abilp^“lp2-qrsl`^pfbkbu`irpf*
s^i^obpmlkp^_fifa^aabprp^qfpc^``f”k)
bpbsfabkqb+Kll_pq^kqb)bpababpq^`^o
bieb`elabnrb)aro^kqbaf`elmboflal)
pb^kqf`fm”biabp^ooliilabibnrfml^i^p
kb`bpfa^abpabijbo`^al)^mbp^oabi^p
afÛ`riq^abpabÛk^k`f^`f”kabi^‹ml`^+
Ilp bu`babkqbp efao„rif`lp) `lkpb*
`rbk`f^abbpq^^kqf`fm^`f”k)crbolkabp*
qfk^alpsbkq^glp^jbkqb^i^ob^ifw^`f”k
abfkqbo`^j_flpbpq^`flk^ibp`lkBac)^
qo^s‹pabi`lkqo^qlEfpm^kbib`*abinrb
F_boarbolcrbiabo*nrbmralj^qbof^*
ifw^opb^prsbwdo^`f^p^i^^kqf`fm^`f”k
bk i^ ob^ifw^`f”k ab ikb^p ab fkqbo`l*
kbuf”k`lkCo^k`f^)q^ob^abi^nrbq^j*
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jlbkbiloabkabmoflofa^abpq^_ib`fal
m^o^ pr bgb`r`f”k) qbkfbkal `ljl obcb*
obk`f^i^obkq^_fifa^aabi^p^iqbok^qfs^p
nrbmrafbo^kobmobpbkq^olqolp^molsb*
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q‹ojf`^p+ > mbp^o ab pr fkÜrbk`f^) bpqb
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bkjr`elp`^plp)`ljlpbmlkbabj^kf*
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Bk ^idrklp `^plp) pb mol`baf” ^ ^kqf*
`fm^o i^ ob^ifw^`f”k ab ^idrklp ^molsb*
I^Bkbod^Efao„rif`^
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cobkqb^lqo^p^iqbok^qfs^p)mloprbibs^*
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abi^`lk`bpf”k+Bklqolp`^plp)bk`^j*
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pf”k ab rk ^molsb`e^jfbkql nrb bpqr*
sfbo^ bk pbosf`fl e^ pfal abqbojfk^kqb
bki^ab`fpf”kab^jmif^oprbnrfmldbkb*
o^alo+
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efaolbi‹`qof`le^bumbofjbkq^alfjmlo*
q^kqbps^of^`flkbpabpabnrbcrbolkfj*
mi^kq^a^pi^pQ^ofc^pQlmbRkfÛ`^a^p)^
mofk`fmflpabilp^“lp2-+Aro^kqbmo„`qf*
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qbpÛglpabibnrfmlefaolbi‹`qof`lpbob*
qof_rvbolk^qo^s‹pabLCFIB)jfbkqo^p
nrbilpbu`babkqbpla‹Û`fqabbkbod^pb
p^ia^_^kjbaf^kqb`lksbkflpbkqobbj*
mobp^p b fkqbo`^j_flp `lvrkqro^ibp+ Bi
_bkbÛ`flobpriq^kqbabbpq^plmbo^`flkbp)
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ifw^`f”kabi^dr^)abiobkafjfbkql)abi^
dbpqf”kbq`+)bo^mbo`f_falmloilpnrbil
er_fbo^kdbkbo^al+
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jfk^_^jbaf^kqbrk^mofj^)bkmbpbq^p
mlohTfkpq^i^al)`rvls^ilobpq^_^obi^*
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bpq^_^prgbq^^jlafÛ`^`f”k)bkcrk`f”k
abi^rqfifw^`f”kabibnrfml)`lkpfabo^k*
alnrbi^rqfifw^`f”kkloj^ibpq^_^`lj*
mobkafa^ bkqob //2- v 1/2- elo^p,^“l+
Bkbi`^plabnrbi^rqfifw^`f”kcrbo^pr*
012
Crka^`f”kF_boaoli^
mboflo^1+/2-elo^pi^mofj^bpq^_^fk*
`objbkq^a^ifkb^ijbkqb^i`^kw^kalrk
.4)3" ab pl_obmofj^ m^o^ 2+--- elo^p
l j„p+ Bk `^j_fl) i^p rqfifw^`flkbp fk*
cboflobp ^ /+/2- e+ bpq^_^k mbk^ifw^a^p)
q^j_f‹k`lkrkfk`objbkqlifkb^iabi^
mbk^ifw^`f”knrb^i`^kw^_^rk/-"m^o^
.5--elo^pljbklp+
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Bjmobp^p^dorm^a^pbkRKBP>pbdrf^*
olkmlorkObdi^jbkqlabBumilq^`f”k
@lkgrkq^abiPfpqbj^Bi‹`qof`lMbkfkpr*
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obdi^pm^o^i^`lkqo^q^`f”kabfkqbo`^j*
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m^o^ildo^onrb`^a^rk^mrafbo^^qbk*
abo ^ pr jbo`^al) `lk jbaflp ab mol*
ar``f”k molmflp l `lkqo^q^alp) `lk rk
kfsbijkfjlabd^o^kq^)nrbpbabÛk^
bkbiObdi^jbkql+
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pfdlbim^dlabrk^`rlq^^kr^ibk`lk*
`bmql ab `lkqo^q^`f”k ab mlqbk`f^) bk
mq^p,hT`lkqo^q^alv^“l)^rk`r^kal
kl iibd^o^ ^ molar`fopb fkqbo`^j_fl ab
bkbod^)m^o^binrb)aba^opb)pbbpq^_ib*
`^rkmob`flmlohTebkqobd^al+Q^kql
bi mob`fl ab i^ mlqbk`f^ `ljl bi ab i^
bkbod^pb_^p^_^kbkilp`lpqbpabdbkb*
o^`f”k ab rk^ `bkqo^i q‹ojf`^ ab crbi*
lfi+
I^pr_fa^abimob`flabilp`oralpqo^p
i^Drboo^abDlicl)vbi`lkpfdrfbkqbbk*
`^ob`fjfbkqlabi^`l_boqro^abijbo`^*
alabi^pBjmobp^pnrbe^_^k_^p^albk
013
do^kjbafa^biabp^ooliilabprm^onrb
dbkbo^alo bk i^p q‹ojf`^p ab crbi*lfi)
l_ifd” ^i bpq^_ib`fjfbkql ab rk pfpqbj^
ab`ljmbkp^`flkbpbkqobi^pbjmobp^pab
RKBP> %@BRK& ^i nrb pfdrf” lqol bk
o‹dfjbkabcloc^fq+
Bp firpqo^qfsl `ljm^o^o ilp afpqfkqlp
qo^q^jfbkqlpnrb)m^o^i^abqbojfk^`f”k
ab bu`babkqbp l a‹Û`fq ab `l_boqro^) pb
a^_^^i^pbkbod^pablofdbkefao„rif`lv
q‹ojf`l7 jfbkqo^p ^i bnrfml qbojlbi‹`*
qof`lpbibprmlk^rk^q^p^abafpmlkf_f*
ifa^ajbaf^)`lkrk2-mlo`fbkqlabmol*
_^_fifa^abp ab pbo prmbo^a^) i^ bkbod^
fjmrq^_ib^ibnrfmlefaolbi‹`qof`lpbab*
qbojfk^_^bkrk^efm”qbpfpabefao^rif*
`fa^a^i^nrb`loobpmlka^rk^mol_^_f*
ifa^aabi62"abpboprmbo^a^+
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i^bkbod^efaolbi‹`qof`^pbob^ifw”mlo
alp `lk`bmqlp+ Bi mofjbol `lkpfpq^ bk
rkob`lkl`fjfbkqlab`lpqbpÛglp^m^oqfo
abrk^s^ilo^`f”kabilp^`qfslp)bcb`qr^*
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bki^nrbpbrqfifw^_^k`ljlobcbobk`f^
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k^_^bi`lpqbabobmlpf`f”kabrk^mol*
sb`e^jfbkql`lki^mlqbk`f^fkpq^i^a^v
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lqol) nrb `lkpfpq^ bk bi s^ilo `lkq^_ib
abi^molsb`e^jfbkql+
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_r`f”k s^of^_ib) bk `lk`bmql ab lmbo^*
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alp prj^kalp) rkl Ûgl v lqol abmbk*
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xgMf(%.*g&Maz
bki^nrbMfbo^i^mlqbk`f^fkpq^i^a^v
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s^iloabg+>rknrbbpq^obqof_r`f”kpbbp*
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mofj^o i^ afpmlkf_fifa^a v d^o^kq^ ab
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v j^kqbkfjfbkql) pb l_qbk^ ^mif`^kal
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mboflalabia^bknrbpber_fbo^kob^if*
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ii^klvs^iib)bpq^_ib`falpab^kqbj^kl+
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rk^jlafÛ`^`f”kmlpqboflo)mlo`„i`ril)
bcb`qr^kalrk^obafpqof_r`f”kabi`lpqb
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ab ^`rboal `lk bi do^al ab afpmlkf_f*
ifa^a m^o^ ^a^mq^opb ^ i^p prdbobk`f^p
abs^of^`f”kabi^moldo^j^`f”keb`e^p
mloObaBi‹`qof`^+Biobpriq^albo^mro^*
jbkqbqbpqfjlkf^ivqbk^j„pabbgbo`f*
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ab lofdbk efao„rif`l dbkbo^a^ m^o^ p^*
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q^ ab mlqbk`f^ v mlo pbosf`flp `ljmib*
jbkq^oflp+I^sbkq^abbkbod^bufdbnrb
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a^pvbimob`flj^odfk^iabimboflal+
I^ obqof_r`f”k ^kr^i mlo d^o^kq^ ab
014
Crka^`f”kF_boaoli^
mlqbk`f^pbl_qfbkb`ljlbimolar`qlab
rk^`^kqfa^aÛg^)nrbfkf`f^ijbkqbpbbp*
q^_ib`f”bk.)0-mq^p+,hTev^`qr^ijbk*
qb bp -)5- mq^p+,hTe) mlo i^ abj^ka^
^kr^i bk _^oo^p ab `bkqo^i+ @^a^ jbp)
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022
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023
`lkpfabo^al)mbojfqfo^kmolar`fobki^p
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024
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025
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026
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06/
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060
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061
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062
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064
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065
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pbp^lqolpbk`r^kql^i^molsb`e^jfbkql
abi^_flj^p^`lkÛkbpbkbod‹qf`lp)pfbk*
alCfki^kaf^bim^pnrb^molsb`e^j^*
1.1
vlo`^kqfa^aobi^qfs^ab_flj^p^m^o^p^*
qfpc^`boprpkb`bpfa^abpbkbod‹qf`^p%abi
loabkabi.4"&vbiObfklRkfalbinrb
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rk 0)/6" pb bk`rbkqo^ bk rk^ mlpf`f”k
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Bpm^“^
Pbd™kilpa^qlpmr_if`^alpmlobiJF*
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bi _^i^k`b bkbod‹qf`l k^`flk^i %fk`ir*
vbkal ilp OPR) bi _fld^p v bi _flbq^kli
`^o_ro^kqb& pb `fco” bk bi ^“l /--. bk
1).1 Jqbm ab bkbod^ mofj^of^) il nrb
obmobpbkq^rk16)//"abiqlq^iabbkbod^
^mloq^almloi^pbkbod^pobkls^_ibp)fk*
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I^Bkbod^bkprp@i^sbp
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Bkbod^abi^?flj^p^
1.2
Crka^`f”kF_boaoli^
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PATACAYELSORGOSACARINOPARALABIOETANOLLASSEMILLASDECARDOPARALAOBTENCIØNDEBIODIESELYLA
BIOMASALIGNOCELULØSICADELCARDOOLACA×APARALAPRODUCCIØNDEBIOCOMBUSTIBLESSØLIDOS
1.3
I^Bkbod^bkprp@i^sbp
@^mqrilUFFÅGbp™pCbok„kabw
pbfk`irvb‹pq^%Q^_i^SvCfdro^..&+Bp
ababpq^`^onrbbkbpq^p`fco^ppb`lkq^_f*
ifw^ki^pbkbod^pefaolbi‹`qof`^)b”if`^v
clqlsliq^f`^ molar`fa^p) `ljl bkbod^p
mofj^of^pqo^kpcloj^a^pbkhqbmbk_^pb
^i^bnrfs^ibk`f^.DTe:-)-53hqbm
Bimofk`fm^ipb`qloabrqfifw^`f”kabi^
_flj^p^bkBpm^“^bpbialj‹pqf`l)nrb
`lkprjbbi21)12"pbdrfalabim^pqbol*
m^mbibol%.4)60"&)biabjrb_ibp)j^ab*
o^v`lo`el%..)2."&vbiab^ifjbkq^`f”k
v _b_fa^p %4)6/"& pbd™k a^qlp mr_if`^*
alpmlobiFA>B%JFKBO&`loobpmlk*
afbkqbp^i/--.+
Bk `r^kql ^ ilp qfmlp ab _fl`lj_rp*
qf_ibprqfifw^alp%q^j_f‹kpbd™kilpa^*
qlpabiFA>B&abpq^`^kbkmofjboird^o
i^pib“^pv^pqfii^p%`bo`^abi2-"&pbdrf*
a^p mlo i^p ibg^p kbdo^p %.2"&) ilp pb*
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qrk^%5"&)i^p`loqbw^p%4"&vbi`^o_”k
sbdbq^i%0"&+Bkqobbpqlpob`roplpklpb
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`li^p)mloqbkbojrvbp`^p^obmobpbkq^qf*
sfa^abki^^`qr^ifa^abkBpm^“^+Q^j*
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bk`riqfslpbkbod‹qf`lpv^nrbe^pq^^el*
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bkc^pbabfksbpqfd^`f”k
oo^p kl `riqfs^a^p v `lkpqfqrvb i^ _^pb
abi `lkprjl bkbod‹qf`l ab ilp mrb_ilp
bks^pababp^ooliil+>jbafa^nrb^r*
jbkq^ i^ abjldo^c^ ab ‹pqlp v pr ab*
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bk `r^kql ^ rk^ abj^ka^ `ob`fbkqb ab
bkbod^) pbo^ kb`bp^ofl bpq^_ib`bo mol*
do^j^pbpmb`Û`lpm^o^biabp^ooliilab
i^ rqfifw^`f”k ab Bkbod^p Obkls^_ibp)
mofk`fm^ijbkqb_flj^p^ablofdbkobpf*
ar^i l ab mi^kq^`flkbp bkbod‹qf`^p) nrb
ibp mlao^ iibs^o ^ rk kfsbi ab `lkcloq
^k„ildl ^i ab ilp m^pbp abp^oolii^alp)
mbolbk_^pb^rk^molar``f”kplpqbkf*
_ibabkqolabrkpfpqbj^afpmboplabmol*
ar``f”kbkbod‹qf`^)`ljmibq^jbkqbafp*
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ilpm^pbpabp^oolii^alp+
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3+/+?flj^p^Obpfar^i+
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1.4
Crka^`f”kF_boaoli^
`flkbp^do`li^p)clobpq^ibpld^k^abo^p)
^p `ljl bk i^p fkarpqof^p v bk ilp k™*
`iblpro_^klp
I^ rqfifw^`f”k ab _flj^p^p obpfar^ibp
lcob`bbkmofk`fmflmbopmb`qfs^p^qo^vbk*
qbp)^rknrbifjfq^a^p)pfbkalbkdbkbo^i
j„pfjmloq^kqbi^abp`lkq^jfk^`f”knrb
pbmolar`b^ibifjfk^obpqlpobpfarlp)nrb
i^ bkbod^ nrb pb mrbab dbkbo^o `lk pr
^molsb`e^jfbkql+Bkjr`elp`^plp)pfk
bj_^odl)^kfsbiil`^i)mrbabe^`boql*
q^ilm^o`f^ijbkqb^rqlprÛ`fbkqbp)abpab
bimrkqlabsfpq^bkbod‹qf`l)i^pfkpq^i^*
`flkbpnrb^molsb`e^kprpmolmflpobpf*
arlp q^ibp `ljl do^kg^p) fkarpqof^p m^*
mbibo^p)pboobo^plabmro^alo^pro_^k^p+
M^o^ mlabo mbkp^o bk i^ rqfifw^`f”k ab
ilp obpfarlp `ljl crbkqb ab bkbod^ ab
cloj^`lkqfkr^vplpqbkf_ib)bpkb`bp^*
ofl qbkbo rk^ d^o^kq^ bk bi prjfkfpqol
vbkbimob`fl^m^d^omloilpjfpjlpbk
bi crqrol+ Ilp mofk`fm^ibp qfmlp ab obpf*
arlp mlqbk`f^ijbkqb rqfifw^_ibp `lk Û*
kbpbkbod‹qf`lpplk7
Obpfarlp^do`li^p7
¢M^g^ab`bob^ibpabpb`^kl%qofdlv`b*
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¢Obpqlpabmla^absfa)lifsllcorq^ibp
¢ Obpqlp ab `lpb`e^p %^idla”k) dfo^pli)
j^w)bq`+++&
Pbd™kpbmrbab^mob`f^obii^Q^_i^SF)
i^bkbod^mlqbk`f^ijbkqbrqfifw^_ib`lk*
qbkfa^bkilpobpfarlpablofdbk^do`li^
1.5
nrb pb dbkbo^k ^kr^ijbkqb bk Bpm^“^)
pbbpqfj^bk5)55Jqbm
Obpfarlpclobpq^ibp7
¢Obpqlpabi^plmbo^`flkbpabifjmfbw^
abjlkqbpv^`i^oblp+Pr^molsb`e^*
jfbkql bkbod‹qf`l prbib pbo `lpqlpl)
pli^jbkqb sf^_ib bk _^pb ^ pr_sbk*
`flkbpmloi^kb`bpfa^aabob^ifw^oaf*
`e^plmbo^`flkbpmlo`lkpfabo^`flkbp
jbafl^j_fbkq^ibp+
Obpfarlpfkarpqof^ibp7
¢Obpqlpabfkarpqof^pclobpq^ibpl^do*
`li^pnrbrqfifw^k_flj^p^)q^ibp`l*
jl i^p fkarpqof^p m^mbibo^p) c„_of`^p
abq^_ibolp)pboobo^plbki^pfkarp*
qof^pabofs^a^pab^ijbkao^pvcorqlp
pb`lp+Bkbpq^pfkarpqof^ppnrbprbib
pbo obkq^_ib bi rqfifw^o ilp obpfarlp
nrbbii^pdbkbo^kv`lkqoli^k+
3+0+Bu`babkqbpab@lpb`e^p
>do`li^p
I^rqfifw^`f”kabbu`babkqbp^do`li^p
m^o^ qo^kpcloj^oilp bk `lj_rpqf_ibp l
`^o_ro^kqbpab^rqljl`f”k)ab_bpbork
qbj^`lvrkqro^ivkrk`^mobqbkabonrb
pbqo^kpclojbbkrk^pfqr^`f”k`o”kf`^+
Ilp`riqfslp^do`li^pdbkbo^alobpabbu*
`babkqbp)e^kbpq^alpbib``flk^alpm^o^
Ûkbp ^ifjbkqf`flp v mlo bpq^ o^w”k) ilp
molar`qlpbkbod‹qf`lpnrbpbl_qfbkbkab
biilpprbibkobpriq^o^rkmob`flkl`lj*
I^Bkbod^bkprp@i^sbp
@^mqrilUFFÅGbp™pCbok„kabw
mbqfqfsl`lkobpmb`ql^ilpnrbmobqbkabk
prpqfqrfo+ I^ mobpf”k abi pb`qlo ^do^ofl
e^eb`elnrbbkl`^pflkbppbabpqfkbkilp
bu`babkqbp ab ^idrklp molar`qlp ^do*
`li^p^prqo^kpcloj^`f”kbk`^o_ro^k*
qbp) `lk i^ `loobpmlkafbkqb pr_sbk`f”k
ab lofdbk m™_if`l+ Bpq^p pfqr^`flkbp kl
pbmrbabkj^kqbkbomlojr`elqfbjml
v™kf`^jbkqbmloo^wlkbppl`f^ibplbp*
qo^q‹df`^p l bk bi `^pl ab nrb bi mob`fl
abilp`^o_ro^kqbpqo^af`flk^ibp`ob`fbo^
`lkpfabo^_ibjbkqb)mlao^iibd^opb^pf*
qr^`flkbpabobkq^_fifa^a+
3+1+@riqfslpBkbod‹qf`lp
Ilp`riqfslpbkbod‹qf`lp)ob^ifw^alp`lk
i^Ûk^ifa^aabmolar`fo_flj^p^qo^kp*
cloj^_ib bk `lj_rpqf_ib l `^o_ro^kqb
%bk ird^o ab molar`fo ^ifjbkqlp) `ljl
e^pfali^^`qfsfa^aqo^af`flk^iabi^^dof*
`riqro^&plkv^ob^ifa^abk^idrklpm^*
pbp) mofk`fm^ijbkqb bk ?o^pfi v Bpq^alp
Rkfalp) nrb bkcl`^k i^ molar``f”k ab
`^“^ab^w™`^ovj^wobpmb`qfs^jbkqb
^i^l_qbk`f”kabbq^klim^o^`^o_ro^kqb
ab ^rqljl`f”k+ Bpq^ krbs^ c^`bq^ ab i^
^dof`riqro^pbabkljfk^>dolbkbod‹qf`^
%Cfdro^./&+BkBrolm^q^j_f‹kpbbpq„
abp^oolii^kalbpq^^`qfsfa^abkilp™iqf*
jlp^“lp)pfbkalbki^^`qr^ifa^abibq^*
kliabobjli^`e^v`bob^ibpvilp‹pqbobp
abofs^alpab^`bfqbpab`liw^vdfo^pliilp
_fl`^o_ro^kqbp ab j^vlo abp^ooliil ab
bkqobilpmlpf_ibpnrbpbmrbabkl_qbkbo
Bkbod^abi^?flj^p^
ab i^p molar``flkbp ^do`li^p+ Q^j_f‹k
ilp`riqfslpib“lplpabp^r`bpv`elmlpbk
`loq^ olq^`f”k %qrokl ab `loq^ ab 0 ^ 3
^“lp& m^o^ ^mif`^`flkbp q‹ojf`^p %`^ilo
vbib`qof`fa^a&pbbpq„kabp^oolii^kalbk
^idrklpm^pbpabi`bkqolvkloqbabBr*
olm^+
Qbkfbkal bk `rbkq^ bi bu`babkqb ab
qfboo^pab`riqfslabaf`^a^p^i^molar`*
`f”k ab ^ifjbkqlp) bp ab bpmbo^o) bk rk
crqrol mo”ufjl) nrb i^ ^`qfsfa^a ^do^*
of^pbabofsbbkrk^`fboq^m^oqbe^`f^i^
molar``f”kabbkbod^)pfbkalilp`riqf*
slpj„pmoljbqbalobp)^`loqlmi^wl)ilp
molar`qlobp ab _flj^p^ ifdkl`biri”pf`^
m^o^^mif`^`flkbpq‹ojf`^p+Bkqobi^p`^*
o^`qbopqf`^p fab^ibp nrb ab_bk `rjmifo
ilp`riqfslpbuqbkpfslpabaf`^alp^Ûkbp
bkbod‹qf`lp`^_b`fq^o7
.+*Qbkbo^iqlpkfsbibpabmolar`qfsfa^a
bk _flj^p^ `lk _^glp `lpqlp ab mol*
ar``f”k)abq^icloj^nrbe^d^ksf^*
_ibb`lk”jf`^jbkqbi^molar``f”kab
_fl`lj_rpqf_ibpl_fl`^o_ro^kqbpbk
obi^`f”k^ilp`^o_ro^kqbpv`lj_rp*
qf_ibpablofdbkc”pfi+
/+* Mlpf_fifa^a ab abp^oolii^opb bk qfb*
oo^pj^odfk^ibplbkqfboo^p^do`li^p
j^odfk^ifw^a^pmloc^iq^abjbo`^al
m^o^ ilp molar`qlp qo^af`flk^ijbkqb
`riqfs^alp+
0+*Obnrbofjfbkqlabj^nrfk^of^^do`l*
i^`lksbk`flk^i)kloj^ijbkqbafpml*
kf_ib mlo ilp ^dof`riqlobp) rqfifw^_ib
1.6
Crka^`f”kF_boaoli^
q^j_f‹k m^o^ lqolp `riqfslp molmflp
abi^wlk^+
1+*Kl`lkqof_rfopbkpf_ibjbkqb^i^ab*
do^a^`f”kabijbafl^j_fbkqb)abq^i
cloj^nrbbi_^i^k`bjbafl^j_fbk*
q^imolar`falmlopr`riqfslpb^prmb*
oflo ^i nrb pb molar`fo^ pf i^ qfboo^
bpqrsfbpbl`rm^a^mlork`riqfslqo^*
af`flk^i
2+*Qbkbork_^i^k`bbkbod‹qf`lmlpfqfsl)
bpab`fo)nrbi^bkbod^kbq^`lkqbkf*
a^bki^_flj^p^molar`fa^pb^prmb*
oflo^i^d^pq^a^bkbi`riqfslvbki^
l_qbk`f”kabilpmolar`qlpvbnrfmlp
rqfifw^alp+
3+* Mlpf_fifa^a ab ob`rmbo^o c„`fijbkqb
i^p qfboo^p abpmr‹p ab Ûk^ifw^al bi
`riqfslbkbod‹qf`lm^o^ob^ifw^olqolp
`riqfslp pf i^p `lkaf`flkbp pl`flb`l*
k”jf`^p^pil^`lkpbg^o^k+
I^pbpmb`fbpabaf`^a^p^molar`fo_fl*
j^p^ `lk Ûkbp bkbod‹qf`lp mrbabk pbo
abqfmlebo_„`bllib“lplvbkl`^pflkbp
mrbabk`lfk`fafo`lkbpmb`fbprqfifw^a^p
bk `riqfslp ^do`li^p qo^af`flk^ibp l bk
^molsb`e^jfbkqlppfis`li^p`i„pf`lp)mb*
ol bk dbkbo^i) i^ Ûqlq‹`kf^ v bi j^kbgl
abi^pmi^kq^`flkbps^of^o„pbkpf_ibjbk*
qbobpmb`ql^ilpmi^kqb^jfbkqlp`i„pf`lp+
Ilp `riqfslp prp`bmqf_ibp ab pbo rqfifw^*
alp`ljlmolar`qlobpabbkbod^ab_bk
ab bpq^o pbib``flk^alp ab ^`rboal `lk
i^mobjfp^dbkbo^iabl_qbkboabcloj^
obkq^_ibi^j„ufj^`^kqfa^amlpf_ibab
bkbod^ kbq^ `ljm^qf_ib `lk i^p `lkaf*
1/-
`flkbpba^cl`ifj„qf`^pab`^a^wlk^+Bp*
ql fjmif`^ nrb bi _^i^k`b bkbod‹qf`l ab
i^ molar``f”k pb^ mlpfqfsl obpmb`ql ^ i^
bkbod^qo^af`flk^ibjmib^a^bki^plmb*
o^`flkbpab`riqfsl)ob`lib``f”kvmobm^*
o^`f”kabi_fl`lj_rpqf_ib+
Bkqob lqo^p) ilp `riqfslp bkbod‹qf`lp
mrbabk lcob`bo i^p pfdrfbkqbp sbkq^g^p
cobkqb^ilpobpfarlp7
¢J^vlomolar``f”kmlorkfa^aabpr*
mboÛ`fb
¢ Mlpf_fifa^a ab rqfifw^o i^p qfboo^p ob*
qfo^a^p ab i^ molar``f”k ab ^ifjbk*
qlppfkmboabomlobiilbiabob`el^i^
pr_sbk`f”kabi^Mliqf`^>do^of^@l*
j™k%M>@&+
¢ Mlpf_fifa^a ab `lkqoli^o bi `lpqb ab
molar``f”kvi^obkq^_fifa^aabi`ri*
qfsl+
¢>rjbkqlabibjmiblv`lkqof_r`f”k^
i^Ûg^`f”kabi^ml_i^`f”kbkbijbafl
oro^i
¢Jbglo^pabqfmljbafl^j_fbkq^iq^ibp
`ljl `^mq^`f”k abi @L/) molqb``f”k
abi^bolpf”kabiprbilv^rjbkqlab
pr`lkqbkfalbkj^qbof^lod„kf`^)ob*
crdflm^o^i^c^rk^pfisbpqobbq`+++
Bkqob ilp fk`lksbkfbkqbp nrb mrbab
mobpbkq^obpqbqfmlab`riqfslp`^_b`fq^o7
¢Kb`bpfa^aab_™pnrba^abkrbslp`ri*
qfslpafpqfkqlpabilpqo^af`flk^ibpv^
nrb‹pqlpe^kpfalpbib``flk^alpm^o^
Ûkbp^ifjbkqf`flplfkarpqof^ibp)mb*
olklbkbod‹qf`lp+Pbo„kb`bp^oflbj*
I^Bkbod^bkprp@i^sbp
@^mqrilUFFÅGbp™pCbok„kabw
mobkaboqo^_^glpabaljbpqf`^`f”kv
jbglo^ dbk‹qf`^ `r^kal pb qo^qb ab
^a^mq^obpmb`fbppfisbpqobp+
¢C^iq^abbumbofbk`f^abi^dof`riqlovab
ilpq‹`kf`lpabipb`qlo^do`li^bkbp*
qbqfmlab`riqfslp+>iqo^q^opbabkrb*
slp `riqfslp bp mlpf_ib nrb e^v^ nrb
mlkbo^mrkqlq‹`kf`^pbpmb`Û`^pab
`riqfslvmobsboi^kb`bpfa^aabbpqr*
af^o mlpf_ibp krbs^p mi^d^p v bkcbo*
jba^abpnrb^m^obw`^k+
¢Abmbkabk`f^abi^p`lkaf`flkbp`ifj^*
qli”df`^p v prp Ür`qr^`flkbp %q^j*
_f‹k i^ fkarpqof^ efaolbi‹`qof`^ ab*
mbkababbpqbc^`qlo&+
¢ Molar``flkbp bpq^`flk^ibp v mlo bkab
i^kb`bpfa^aab^ij^`bk^oi^_flj^p^
m^o^d^o^kqfw^obiprjfkfpqolaro^k*
qbqlalbi^“ll`lj_fk^oafpqfkqlpqf*
mlp ab `riqfslp l ab `riqfslp v obpf*
arlp+
¢Bk`^plpabjfkfcrkaflp)i^afÛ`riq^a
abbpq^_ib`bo`lkqo^qlp`lkkrjbol*
plp^dof`riqlobp+
¢ Abp`lkl`fjfbkql ab i^ mol_ibj„qf`^
abipb`qlo^do`li^mlom^oqbabi^j^*
vlo^abipb`qlobkbod‹qf`lvmloq^kql
mobsbk`f”kmlom^oqbab‹pqb™iqfjl^
bkqo^obkrk^^`qfsfa^aabp`lkl`fa^+
¢C^iq^dbkbo^iabfkf`f^qfs^pabipb`qlo
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