• 검색 결과가 없습니다.

¼Ä Z Ø ÷ s Ú} º4 ÷ u § ׌ Ÿ «ú n Þ¶  ¥= k8 ý R  Ò Å] k ù ° Ë Ñ] K ¡X ì Ä — ¤V R Ë Ž ì ŏ Œ

N/A
N/A
Protected

Academic year: 2021

Share "¼Ä Z Ø ÷ s Ú} º4 ÷ u § ׌ Ÿ «ú n Þ¶  ¥= k8 ý R  Ò Å] k ù ° Ë Ñ] K ¡X ì Ä — ¤V R Ë Ž ì ŏ Œ"

Copied!
7
0
0

로드 중.... (전체 텍스트 보기)

전체 글

(1)

”

¼Ä Z Ø ÷ s Ú} º4  ÷ u §  ׌ Ÿ «ú n Þ¶  ¥= k8 ý R  Ò Å] k ù ° Ë Ñ] K ¡X ì Ä — ¤V R Ë Ž ì ŏ Œ

ƒ

‘ š# Ü  * > · ™ ») o  4 w H

Ö 

¦ í ß –@ /† < Ɠ § Ó ü t o † < Æõ , Ö  ¦ í ß – 680-749



™ » - ! Hß Ì v · T  * > * å 

Â

Ò â @ /† < Ɠ §  o © œ& ñ ˜ Ð/ B N † < ÆÂ Ò,  Òí ß – 608-739 (2007¸   1 Z 4 18{ 9  ~ à Î6 £ §, þ j7 á x‘ : r 2007¸   2 Z 4 26{ 9  ~ à Î6 £ §)

“

¦ì  r    H ± ú “ É r F g † < Æ& h  ’ < Hz  ´, Ï ã J] X Ò  ¦ _    , ’ < H / 'î  r / B N$ í , Õ ªo “ ¦ $ § 4 ô  Ç q 6   x 1 p x _  # Œ Q t 



© œ& h  M :ë  H \  Ÿ íž Ð_ ” Û ¼ 6 £ x6   xì  r  \ " f B § 4 & h “   ™ èF – Ð * ‹`  ¦ | à ÛÜ ¼ 9, þ j   H \  Ô  ¦ ™ è u  ¨ 8 Š ) a (fluorinated)

“

¦ì  r    Òì  r Ô  ¦ ™ è>  ^  ¦2 Ÿ ¤/ B N×  æ ½ + Ë^ ‰ (block copolymers) B Ä º Ä »} © œô  Ç “ ¦ì  r  – Ð “  d ” ÷ &l  r  Œ • % i 



. ‘ : r ƒ  ½ ¨\ " f  H  $ ™H $ ™õ  TFT cosolvent (trifluorotoluene cosolvent)\  ¦ ½ + Ë$ í # Œ PEO-b-PFOMA (polyethylene-b-polyfluooroctyl methacrylate)_  ^  ¦2 Ÿ ¤ / B N×  æ ½ + Ë^ ‰\  ¦ ë ß –[ þ t # Q He-Ne laser  © œ\ " f_  z- Û ¼ ± p ~ ½ ÓZ O `  ¦ : Ÿ x # Œ È Òõ Ö  ¦ _     o\  ¦ : Ÿ x ô  Ç q ‚  + þ Af  ¨ à ºü < q ‚  + þ AÏ ã J] X Ò  ¦ _     o\  ¦ › ' a8 £ ¤ † < ÊÜ ¼– Ð+ ‹ Â Ò ì 

r Ô  ¦ ™ è>  ^  ¦2 Ÿ ¤/ B N×  æ ½ + Ë^ ‰_  q ‚  + þ A F g † < Æ& h  : £ ¤$ í `  ¦ › ' a ¹ 1 Ï “ ¦ @ /^ ‰ “ ¦ì  r  Ó ü t| 9 – Ð  Ö ¸6   x 0 p x † < Ê`  ¦ S X ‰ “  

% i  .

PACS numbers: 42.65.-k

Keywords:  Òì  rÔ  ¦ ™ è> ^  ¦2 Ÿ ¤/ B N×  æ ½ + Ë^ ‰, " é ¶  „  s  ¨ 8 Š " é ¶ “ ¦ì  r   o, Z-Û ¼ ± pZ O , q ‚  + þ Af  ¨ à º> à º, q ‚  + þ AÏ ã J] X Ò  ¦

I. " e  ] Ø

“

¦ì  r    H # Œ Q t   © œ& h  M :ë  H \  Ÿ íž Ð_ ” Û ¼ 6 £ x6   xì  r  

\

" f B § 4 & h “   ™ èF – Ð * ‹`  ¦ | à ÛÜ ¼ 9 [1], þ j   H \  Ô  ¦ ™ è u  ¨ 8 Š

 )

a (fluorinated) “ ¦ì  r   C \ P  ) a • ¸  › ' a  r] X     Y O w  e

 ¦ 7 ˜Û ¼ (arrayed waveguide grating multiplex), \ P -F g † < Æ (thermo-optical) Û ¼0 Au ,  © œ    € 9 ' , Õ ªo “ ¦    F g y

Œ

™ Wl  1 p x õ  ° ú  “ É r ™ è _  6 £ x6   x \  B Ä º Ä »} © œô  Ç “ ¦ì  r  – Ð

“

 d ” ÷ &l  r  Œ • % i  . Ô  ¦ ™ è>  “ ¦ì  r    H F g: Ÿ x’    © œ@ /

%

i “   1.31 µmü < 1.55 µm  s \ " f \ P & h  î ß –& ñ $ í õ  Šҁ  

¨ 8

Š â כ ¹™ è[ þ t \  @ /ô  Ç $ † ½ Ós  B Ä º Z  }    H  כ s  · ú ˜ 9& ’ Ü ¼ 9 s [ þ t _  q 1 p x ~ ½ Ó$ í (anisotropy) 7 £ ¤, ¼ # F g ~ ½ ӆ ¾ Ó\    É r Ï

ã J] X Ò  ¦  n T E -n T M  10 −3 Ü ¼– Ð" f \ P & h Ü ¼– Ð î ß –& ñ ô  Ç  

 É

r “ ¦ì  r  [ þ t _  ° ú כ“   10 −2 \  q K " f  H  Œ •t ë ß – ¼ # F g õ  Á º

› '

a ô  Ç   É r F « Ñ[ þ t \  q K " f  H # Œ„  y  ß ¼  [2].   " f F

g Û ¼0 Au , F g  ½ + Ël , y n C  ¾ º> h Õ ªo “ ¦ ³ ð€   ½ ¨› ¸ „ à ÐÒ  o



© œu  1 p x ´ ú §“ É r ™ è [ þ t \ " f Ä »l  “ ¦ì  r  [ þ t s  Á ºl  F « Ñ_ 

%

i ½ + É`  ¦ & h & h  @ /’   l  r  Œ • % i  . F g @ /% i  ; Ÿ ¤ õ  F g † < ƙ è



[ þ t _  | 9 & h • ¸ 7 £ x ½ + Éà º2 Ÿ ¤ “ ¦ì  r    H & h “ É r q 6   x Ü ¼– Е ¸ ]

j Œ •s  0 p x “ ¦ r % ò % i õ    H & h ü @‚   % ò % i \ " f È Òõ 

E-mail: [email protected]

Ö

 ¦ s  & h ] X   9 ½ ¨› ¸ ç ß –¼ #  “ ¦ V , “ É r  © œ% ò % i \ " f   6

 

x 0 p x >  H † d \      © œu   ™ è [ O > \   H Ö 6 x: Ÿ x$ í s  Ò q

tl >  ÷ &% 3  . : £ ¤ y  Ô  ¦ ™ è>  “ ¦ì  r  [ þ t s  F g: Ÿ x’    © œ% ò

%

i \ " f ± ú “ É r È Òõ ’ < Hz  ´`  ¦ t  9, \ P & h  ” ¸ o ”  ' Ÿ  ) a Ê ê

\

• ¸ a % ~“ É r F g † < Æ& h “   î ß –& ñ • ¸\  ¦ Ä »t  “ ¦ ± ú “ É r f  ¨_ þ v$ í 1 p x _

 : £ ¤$ í `  ¦ ° ú “ ¦ e ” Ü ¼Ù ¼– Ð ‰ & ³F   6   x ×  æ“   F g † < Æ “ ¦ì  r  [ þ t

`

 ¦ @ /^ ‰ l  r  Œ • % i   [3].

‘

: r ƒ  ½ ¨\ " f  H F g † < Æ “ ¦ì  r  [ þ t @ /^ ‰ “ ¦ e ”   H Ô  ¦ ™ è> 

“

¦ì  r   ×  æ  Òì  r Ô  ¦ ™ è>  ^  ¦2 Ÿ ¤/ B N×  æ ½ + Ë^ ‰\  ¦  6   x # Œ q ‚   + þ

A F g † < Æ& h  : £ ¤$ í `  ¦ › ¸  % i  . q ‚  + þ A F g † < Æ& h  : £ ¤$ í ×  æ : £ ¤ y

 q ‚  + þ A Ï ã J] X Ò  ¦ (nonlinear refractive index) s   q ‚   + þ

A f  ¨ Ã º> Ã º (nonlinear absorption coefficient) 1 p x õ  ° ú  

“ É

r q ‚  + þ A F g † < Æ  © œÃ º  H y n C\  ì ø Í6 £ x   H Ó ü t| 9 _  # Œ Q q ‚   + þ

A F g † < Æ ‰ & ³ © œ`  ¦ [ O " î   H ×  æ כ ¹ô  Ç כ ¹™ ès  . q ‚  + þ A Ï ã J] X 

>

à º`  ¦ 8 £ ¤& ñ   H ~ ½ ÓZ O Ü ¼– Ѝ  H q ‚  + þ A ç ß –[ O >  (nonlinear interferometry), » ¡ ¤ @ 4 F g  ™ D ¥ ½ + Ë (degenerate four-wave mixing) c ”   =/ B G 8 £ ¤& ñ Z O  (beam distortion measurement), z- Û ¼ ± p [4–7] 1 p x õ  ° ú  “ É r  € ª œô  Ç ~ ½ ÓZ O [ þ t s  ] jî ß –÷ &% 3  . q 

‚

 + þ A ç ß –[ O > , » ¡ ¤ @ 4 F g  ™ D ¥ ½ + ËZ O “ É r Z  }“ É r & ñ x 9 • ¸\  ¦ | 9  Ã

º e ” Ü ¼  z  ´+ « > © œu  4 Ÿ ¤ ¸ ú š    H é ß –& h s  e ”  . ì ø ̀  \  c ”

  =/ B G 8 £ ¤& ñ Z O “ É r z  ´+ « > © œu   H ç ß –é ß –    © œ@ /& h Ü ¼– Ð & ñ x 9

• ¸ ± ú “ ¦ ”  ' Ÿ    H c ” _  & ñ x 9 ô  Ç ì  r$ 3 s  כ ¹½ ¨  ) a  . s 

-186-

(2)

\

 q K  z-Û ¼ ± p Z O “ É r é ß –{ 9  c ” `  ¦  6   x Ù ¼– Ð z  ´+ « > © œu 

ç

ß –é ß –† < Ê\ • ¸ Ô  ¦ ½ ¨ “ ¦ Z  }“ É r & ñ x 9 • ¸\  ¦ % 3 `  ¦ à º e ” # Q ‘ : r ƒ  

½

¨\ " f  H z- Û ¼ ± pZ O `  ¦  6   x # Œ ^  ¦2 Ÿ ¤/ B N×  æ ½ + Ë^ ‰_  q ‚  + þ A F

g † < Æ& h  : £ ¤$ í `  ¦ › ¸  % i  .

II. Z- ­ Ž” O  T  ] Ø

Z- Û ¼ ± p È Òõ • ¸ / B G‚  Ü ¼– РÒ'  q ‚  + þ A F g † < Æ © œÃ º\  ¦ > í ß –

l  0 AK  Ò  re  ¦ s  # Q‹ "  0 Au  z\  e ” `  ¦ M : > h½ ¨\  • ¸² ú ˜ 



 H „  l  © œ`  ¦ > í ß –K  ô  Ç . s  Qô  Ç > í ß –“ É r Ò  re  ¦ ³ ð€  _  Ø

 ¦ ½ ¨\ " f Ò'  > h½ ¨ t _   Ä »/ B N ç ß –õ  Ò  re  ¦ ? / Ò\  ¦ : Ÿ x õ  K

 ”  ' Ÿ    H „  l  © œ_  q ‚  + þ A ~ ½ Ó& ñ d ” `  ¦ > í ß –\  4 Ÿ § Ü ¼– Ð +

‹ K    ) a  . Ó ü t| 9 \ " f_  Ï ã J] X Ò  ¦ õ  f  ¨ à º> à º  H 3  q ‚   + þ

A$ í `  ¦ “ ¦ 9 €    6 £ § õ  ° ú  s  ³ ð‰ & ³ ) a  .

n = n 0 + n 2

2 |E| 2 = n 0 + γI = n 0 + ∆n

α = α 0 + βI (1)

#

Œl " f n 0   H ‚  + þ A Ï ã J] X Ò  ¦, n 2   H q ‚  + þ A Ï ã J] X Ò  ¦, α 0   H ‚   + þ

A f  ¨ à º > à º, ⍠ H 2F g  f  ¨ à º> à º, ㍠ H q ‚  + þ A Ï ã J] X > à º s

 . €  $  q ‚  + þ A Ï ã J] X Ò  ¦ \  _ ô  Ç z-Û ¼ ± p\ " f { 9 & ñ ô  Ç   o

 +z ~ ½ ӆ ¾ ÓÜ ¼– Ð ”  ' Ÿ    H TEM 00 — ¸× ¼_  Gaussain y n C¶ ú ˜ _

 ß ¼l \  ¦  6 £ § õ  ° ú  s  & ñ €    A _  d ” Ü ¼– Ð j þ t à º e ” 



.

|E(r, z, t)| = E 0 (t)

 ω 0

ω(z)



× exp[− r 2

ω 2 (z) − jkr 2

2R(z) ]e −jφ(z,t) (2-1)

ω 2 (z) = ω 2 0

 1 + z 2

z 0 2



(2-2)

#

Œl " f ω(z)  H 0 Au  z\ " f_  y n C¶ ú ˜_  ì ø Ít 2 £ §`  ¦    · p .

ω 0   H œ í& h \ " f_  y n C¶ ú ˜_  ì ø Ít 2 £ §, R(z) = z(1 + z 0 2 /z 2 )  H

\

" f_  €  _  / B GÒ  ¦ ì ø Í â , z 0 = kω 0 2 /2  H y n C¶ ú ˜_   r] X U  ´ s

, k  H à º 7 ˜' , φ(z, t)  H 0 A © œ, Õ ªo “ ¦ λ  H { 9    © œ s

 . B | 9 `  ¦ : Ÿ x õ ô  Ç „  l  © œ“ É r q ‚  + þ A Ï ã J] X Ò  ¦    o– Ð “  

# Œ  6 £ § õ  ° ú  s  Å Ò# Q”   .

E e (z, r, t) = E(z, r, t)e −α

0

L/2 e j∆φ(z,r,t) (3)

#

Œl " f L“ É r Ò  re  ¦ _  ¿ ºa s  9. q ‚  + þ A 0 A © œ   o  H

∆ϕ(z, r, t) = ∆ϕ 0 (z, t) exp



− 2r 2 ω 2 (z)



(4-1)

∆ϕ 0 (z, t) = ∆Φ 0 (t)/(1 + z 2 /z 0 2 ) (4-2)

∆Φ 0 (t) = kγI 0 (t)L ef f (4-3)

L ef f = {1 − exp(−α 0 L)}/α 0 (4-4) ü

< ° ú  s  Å Ò# Q”   .

Gaussian c ” \  _ K  0 A © œs   =/ B G ) a q ‚  + þ A B | 9 “ É r > h

½

¨ü < ° ú  “ É r % i ½ + É`  ¦ # Œ { 9   F g \  ¦  r] X r †   . q ‚  + þ A B

| 9 _  > h½ ¨ " é ¶+ þ A@ /g A“    â Ä º, Huygens-Fresnel_   r ] X

s  : r`  ¦ & h 6   x # Œ €   % ò % i \  e ”   H > h½ ¨\ " f_  „  l  © œ E a   H

E a (z, r, t) = 2π

jλ(d − z) exp[ jπr 2

λ(d − z) ] × (5) Z ∞

0

r 0 dr 0 E e (r 0 , z, t) exp[ jπr 02

λ(d − z) ]J 0 [ 2πrr 0 λ(d − z) ] ü

< ° ú  s  Å Ò# Q”   . # Œl " f d  H œ í¨ î €  (z=0)õ  €   % ò % i \  0

Au ô  Ç > h½ ¨  s _   o s  9, J 0   H 0 _  Bessel † < Êà ºs  9, r 0   H ~ à Ì} Œ • z ´ »€  \ " f_  1 l x â ý a³ ðs  9, r“ É r > h½ ¨ ( › ' a8 £ ¤

€

 )\ " f_  1 l x â ý a³ ð\  ¦    · p . 0 A © œ  s  ∆Φ 0 (t)  Ø  æ ì

 r y   Œ • “ ¦ & ñ €   0 A_  d ” “ É r Talyer „  > hü < Hankel



 ¨ 8 Š d ” \  _  # Œ  A ü < ° ú  s  ³ ð‰ & ³ ) a  .

E a (z, r, t) = 1

jλ(d − z) exp[ jπr 2

λ(d − z) ] exp[ j2π(d − z)

λ ]E 0 (t) ω 0

ω(z) e αL/2 e −jφ(z,t)

×

X

(m=0)

[−j∆φ 0 (z, t)] m

m! (a m + jc m )e −π(a

m

+jc

m

)(

λ(d−z)r

)

2

(6)

(3)

#

Œl " f

a m = (2m + 1)/(πω 2 (z))

(2m + 1) 2 /(π 2 ω 4 (z)) + [1/λR(z) − 1/λ(d − z)] 2

(7-1)

c m = (1/(d − z) − 1/λR(z))

(2m + 1) 2 /(π 2 ω 4 (z)) + [1/λR(z) − 1/λ(d − z)] 2 (7-2)

s

 . ∆φ 0 (z, t) _  2  s  © œ_  “ ¦ † ½ Ó (m ≥ 2)`  ¦ Á ºr ½ + É Ã

º e ” `  ¦ & ñ • ¸– Ð 0 A © œ  s  ° ú   H  “ ¦ & ñ €  , €   % ò % i 

\

 e ”   H > h½ ¨\ " f_  ½ ©   o  ) a z- Û ¼ ± p È Òõ • ¸  H   H  & h Ü ¼

– Ð

T (r, z, t) ' 1 + 2∆φ 0 (z, t)

× A sin[Cρ 2 ] + B cos[Cρ 2 ] A 0

e −π(a−a

0

2

(8)

ü

< ° ú  s  Å Ò# Q”   . # Œl " f A 0 = a 2 0 + c 2 0 , A = a 0 a 1 + c 0 c 1 , B = a 0 c 1 −a 1 c 0 , C = π(c 0 −c 1 ) Õ ªo “ ¦ ρ = r/(λ(d−z))s 



. > h½ ¨×  æd ” (r ' 0)\ " f_  ½ ©   o  ) a È Òõ † < Êà º T  H 0 A_  d ”

Ü ¼– РÒ'    H  & h Ü ¼– Ð

T (z, t) ' 1 − 4∆φ 0 (t)x

(x 2 + 9)(x 2 + 1) (9) ü

< ° ú  s  Å Ò# Qt   H X <. s  d ” “ É r Sheik-Bahae 1 p x s  Ä »• ¸ô  Ç d ”

õ  ° ú  “ É r   õ   ) a  . # Œl " f x = z/z 0 s  . # Œl 

"

f ∆φ 0 = 0.406(1−S) ∆T

P −V0.25

( é ß –,|∆φ 0 | ≤ π) s  9, ∆T P −V   H Y

 J õ   À Ò  s _  È Òõ • ¸_  s , Õ ªo “ ¦ S = (1 − exp(−2(r aa ) 2 )) s  .

t

F K  t   H „  l  © œs  { 9  ô  Ç B | 9 _  q ‚  + þ A Ï ã J] X \  @ / K

" fë ß – “ ¦ 9 % i  . ë ß –{ 9  q ‚  + þ A f  ¨ à º † < Êa  ” > r F    H B

| 9 s  €   d ”  (1)\ " f β\  ¦ “ ¦ 9K   ô  Ç . % ƒ6 £ § Sheik- Bahae1 p x“ É r ì ø ͕ ¸^ ‰\ " f E g < 2~ω < 2E g “    â Ä º\  ¦ & h  6

 

x # Œ β\  ¦ s  F g   f  ¨ à º> à º– Ð Ò q ty Œ • % i t ë ß –. # Œl " f  H { 9

ì ø Í& h “   ] j 3  q ‚  + þ A f  ¨ à º > à º– Ð & h 6   x # Œ  7 H _  “ ¦



 ô  Ç . d ”  (1)_  { 9 ì ø Í& h “   q ‚  + þ A Ï ã J] X > à ºõ  f  ¨ à º >  Ã

º\  ¦ † < Êa  “ ¦ 9 €  , r « Ñ Ø  ¦ ½ ¨ €  \ " f_  [ jl ì  r Ÿ íü < 0 A



© œ s 1 l x ∆ϕ  H y Œ •y Œ •  6 £ § õ  ° ú   .

I e (z, r, t) = I(z, r, t)e −αL

1 + q(z, r, t) (10)

∆ϕ(z, r, t) = kγ

β ln[1 + q(z, r, t)] (11)

#

Œl " f q(z, r, t) = βI(z, r, t)L ef f – Ð Å Ò# Q”   . s ] j 0 A_ 

¿

ºd ” `  ¦   ½ + Ë # Œ q ‚  + þ A Ï ã J] X Ò  ¦ ë ß –`  ¦ “ ¦ 9ô  Ç  â Ä º% ƒ! 3  ½ ¨

½

+ É Ã º e ” Ü ¼ 9 z-Û ¼ ± p_  ½ ©   o  ) a È Òõ | ¾ ӕ ¸ · ú ¡" f_  ~ ½ ÓZ O õ 

° ú

 s  ½ ¨½ + É Ã º e ”  . Õ ª Q , F g  Ž Ø  ¦ l  · ú ¡_  aperture

\ O

# Qt €  , z-Û ¼ ± p_  È Òõ Ö  ¦“ É r q ‚  + þ A Ï ã J] X Ò  ¦ \  Á º › ' a 

“

¦ š ¸f ”  q ‚  + þ A f  ¨ à º > à º_  % ò † ¾ Óë ß –`  ¦ ~ à ΍  H  . s   â Ä º (S=1) \   H 8 ú x È Òõ   ) a \  -t   H / B I  – Ð d ”  (10)_  T e \  ¦ z 0 Au \ " f \  r@ /K  & h ì  r €   % 3 # Q”   .

P (z, t) = P l (t)e −αL ln[1 + q 0 (z, t)]

q 0 (z, t) (12) s

  â Ä º q 0 (z, t) = βI 0 (t)L ef f /(1 + z 2 /z 0 2 ) s  9, P i (t) = πω 2 0 I 0 (t)/2 s  .

s

% ƒ! 3  aperture\  ¦ S=1 – Ð “ ¦ q ‚  + þ A f  ¨ à º > à º\  ¦

 

& ñ   H  â Ä º\  ¦ ™  ¥ y  “open aperture” z-Û ¼ ± p z  ´+ « >s   ô

 Ç . q ‚  + þ A f  ¨ à ºü < Ï ã J] X s  † < Êa  ” > r F    H r « Ñ_   â Ä º, open aperture z  ´+ « >`  ¦ : Ÿ x K  β\  ¦   & ñ  9,  r  S <1 { 9  M

:\  “closed aperture” z  ´+ « >`  ¦ : Ÿ x # Œ γ\  ¦   & ñ >   ) a



.

III. S z »< gX c l õ m Í ÷ m Ç] M öX ê sV 

1. S z »< gX c l

Â

Òì  r Ô  ¦ ™ è>  ^  ¦2 Ÿ ¤/ B N×  æ ½ + Ë^ ‰_  q ‚  + þ A F g † < Æ& h  : £ ¤$ í ×  æ q

‚  + þ A f  ¨ à º> à ºü < q ‚  + þ A Ï ã J] X > à º\  ¦ 8 £ ¤& ñ l  0 AK 

"

f / B N×  æ ½ + Ë^ ‰\  ¦ ½ + Ë$ í % i  . ‘ : r ƒ  ½ ¨\ " f / B N×  æ ½ + Ë^ ‰_  ½ + Ë

$ í

~ ½ ÓZ O Ü ¼– Ð ATRP (atom transfer radical polymeriza- tion; " é ¶  „  s  ¨ 8 Š " é ¶ “ ¦ì  r  )Z O `  ¦ s 6   x % i  . ATRP½ + Ë$ í

~

½ ÓZ O “ É r ß ¼>  ¿ º é ß –> – Ð s À Ò# Q& ’  . ' Í é ß –>   H ATRP r

v l  0 A # Œ € 9 כ ¹ô  Ç macro-initiator\  ¦ ½ + Ë$ í   H é ß –>  s

 9, ¿ º   P : é ß –>   H ½ + Ë$ í ô  Ç macro-initiator\  ¦ s 6   x 

#

Œ ATRP\  ¦ r v   H é ß –> s   [8]. Fig.1 \ " f PEO-b-

PFMOA / B N×  æ ½ + Ë^ ‰ ½ + Ë$ í _   [ jô  Ç õ & ñ `  ¦ ^  ¦ à º e ”  . €  

(4)

Fig. 1. Synthesys of macroinitiator and PEO-b- P(1H,1H-FOMA) diblock copolymer.(1): methoxy PEO, (2): CPC, (3): macroinitiator, (4): 1H,1H-FOMA, (5):

PEO-b-P(1H,1H-FOMA) diblock copolymer.

$

 methoxy polyethylene glycol (ì  r  | ¾ Ó = 5000 g/V)

`

 ¦ 2-bromoisobutyryl bromide ü < \ Û ¼_ …Ø Ô o ì ø Í6 £ x r &  bromo- ´ ú ˜é ß –l _   @ / > hr ] j\  ¦ ½ + Ë$ í ô  Ç . s   @ / > h r

] j\  ¦ CuCl/ bipyridine 8 ú ¤ B  r Û ¼% 7 ›`  ¦ s 6   x # Œ TFT solvent ü < benzene_  ™ D ¥ ½ + ˝ ) a 6   x B – Ð 100 C \ " f FOMA ü

< † < Êa  ATRP ×  æ ½ + Ë ì ø Í6 £ x # Œ ^  ¦2 Ÿ ¤ / B N×  æ ½ + Ë^ ‰\  ¦ ½ + Ë$ í ô  Ç



 [9]. Õ ªo “ ¦ é ß –| ¾ Ó^ ‰/ @ /> hr ] j_  q \     o\  ¦ ŠҀ  



€ ª œô  Ç ß ¼l _  ^  ¦2 Ÿ ¤ / B N×  æ ½ + Ë^ ‰\  ¦ ½ + Ë$ í ½ + É Ã º e ”  .

‘

: r ƒ  ½ ¨\ " f  H  @ /> hr ] jü < é ß –| ¾ Ó^ ‰_  q Ö  ¦ s  5k- 5k  ÷ &>  ½ + Ë$ í % i  . ½ + Ë$ í Ê ê > €   Ö ¸$ í ] j CHCl 3 \  ¦ 1 mass% 0 l x • ¸– Ð [ O # Q" f _ þ t  s × ¼ / å J  Û ¼\  Û ¼— 2 ; ïh A 

%

i Ü ¼ 9,  ïh A Ê ê 100 C \ " f 24r ç ß – 1 l x î ß – anneling % i 



. Anneling Ê ê TEM`  ¦ : Ÿ x # Œ T g ( Ä »o „  s “ : r • ¸) Ê ê\ 



© œ   o e ” ~   PEO 5k -PFOMA 5k _  F g † < Æ& h  : £ ¤$ í `  ¦ · ú ˜



˜ Ðl – Ð % i  .

2. ÷ m Ç] M ö

ï

 r q   ) a ^  ¦2 Ÿ ¤/ B N×  æ ½ + Ë^ ‰_  q ‚  + þ A f  ¨ à º> à ºü < Ï ã J] X > à º

\

 ¦ 8 £ ¤& ñ l  0 AK  z-Û ¼ ± pZ O `  ¦  6   x % i   [10]. ^  ¦2 Ÿ ¤/ B N×  æ

½

+ Ë^ ‰  H ¿ ºa  3.67 µmÜ ¼– Ð È Òõ • ¸  H UV-Vis ì  rF gF g • ¸

>

 (HP8453)`  ¦ s 6   x # Œ Fig. 2ü < ° ú  s  % 3 `  ¦ à º e ” % 3  .

Z- Û ¼ ± p\ " f  6   x ÷ &  H  © œ\ " f  H ‚  + þ AÈ Òõ Ö  ¦ s  90 %

÷

&  H  כ `  ¦ · ú ˜ à º e ” % 3 Ü ¼ 9, _ þ t  s × ¼ / å J  Û ¼ü < Ï ã J] X Ò  ¦  s

  Œ •# Q" f ç ß –[ O ‰ & ³ © œ\  _ ô  Ç ”  1 l x (oscillation)“ É r  Œ • 

“

¦ ^  ¦ à º e ”  . Õ ªo “ ¦ ^  ¦2 Ÿ ¤/ B N×  æ ½ + Ë^ ‰\  ¦ 7 £ x ‚ à Ìr †   _ þ t  s 

×

¼ / å J  Û ¼\  _ ô  Ç ì ø Í Ö  ¦`  ¦ “ ¦ 9 % i `  ¦ r   © œ  © œ% ò % i 

\

" f_  È Òõ • ¸  _  100 %\   î  r  כ `  ¦ · ú ˜ à º e ” Ü ¼

Fig. 2. Transmittance of 3.67 µm thick PEO 5k - b-PFOMA 5k film measured by a spectrophotometer (HP8453).

Fig. 3. The z-scan experimental setup.

9, s   z  ´– РÒ'  ~ à Ì} Œ •  ^ ‰_  f  ¨ à º  H  Å Ò & h Ü ¼ 9 s – Ð

“

 K  \ P µ 1 ÏÒ q ts   „  • ¸ ´ òõ \  % ò † ¾ Ó`  ¦ Å Òt  · ú § “ ¦ & ñ

# Œ CWY Us $ \  ¦  6   x % i  . Fig. 3ü < ° ú  s  8 £ ¤& ñ 6   x F g

"

é

¶ Ü ¼– Ѝ  H  © œs  632.8  “   He-Ne laser (Ø  ¦§ 4  5 =)\  ¦



6   x % i Ü ¼ 9 Y Us $ ü < E $ ™Ý ¼  s \  ^  ¦2 Ÿ ¤/ B N×  æ ½ + Ë^ ‰\  ¦ : Ÿ x õ

ô  Ç c ” õ  : Ÿ x õ  t  · ú §“ É r c ” _  [ jl \  ¦ ~ 1 >  8 £ ¤& ñ l  0 A

# Œ c ”   ¾ º> h\  ¦ ¿ º% 3 Ü ¼ 9, œ í& h  o  10 “   ^  ¦2 Ÿ ¤E $ ™ Ý

¼\  ¦  6   x % i  . z  ´+ « > r  s 1 l x  o _  & ñ x 9 • ¸\  ¦ Ä »t   l

 0 A # Œ linear translator (National Aperture, Inc. š ¸

 ±2 µm)\  ¦  6   x % i  . r « Ñ\  ¦ −z t & h \ " f Ò'  œ í& h 

`

 ¦ t   +z t & h  t  s 1 l x r v  9 È Òõ ô  Ç c ” _  [ jl \  ¦ ƒ   5

Å q& h Ü ¼– Ð 8 £ ¤& ñ l  0 A # Œ Gaussian c ” _  ×  æd ” `  ¦ t  



 H far-field \  Ÿ íž Ð s š ¸× ¼\  ¦ y Œ •y Œ • [ O u  % i  . y Œ •y Œ •_ 

Ÿ

íž Ð s š ¸× ¼  H š ¸z  ´– ÐÛ ¼ ïá Ô (Tektronic, TDS 724A) ü

< ƒ    ÷ & 9, ƒ  5 Å q& h Ü ¼– Ð 8 £ ¤& ñ  ) a c ” _  [ jl   H GPIB : Ÿ x

’

 `  ¦ : Ÿ x # Œ % 3 `  ¦ à º e ” % 3  . { 9 ì ø Í& h Ü ¼– Ð β  ㍠ H B Ä º



 É r ` O Û ¼– Ð z  ´+ « >`  ¦ # Œ   , ‘ : r ƒ  ½ ¨\ " f  H 10 Hz _ 

` O

Û ¼\  ¦ Å Ò 9 š ¸z  ´– ÐÛ ¼ ïá Ô l 0 p x ×  æ & h ì  r l 0 p x õ  p ì  r l 

(5)

Fig. 4. TEM photograph of the PEO 5k -b-PFOMA 5k di- block copolymer. (a) prepared at room temperture (b) annealed 70 C (c) annealed 100 C

0 p

x`  ¦ : Ÿ x ô  Ç ¨ î ç  H& h “   ° ú כõ  CW– Ð 8 £ ¤& ñ % i `  ¦ r  à ºu  © œ

\

" f % 3 “ É r È Òõ • ¸_  š ¸  à º % ? /ü @– Ð Ä »t ÷ &  H  כ `  ¦ S X

‰ “   % i  . Õ ªo  # Œ CW– Ð 8 £ ¤& ñ ô  Ç Ã ºu  ` O Û ¼– Ð 8 £ ¤

&

ñ ô  Ç È Òõ • ¸ü <  H s   t  · ú §  H  כ `  ¦ y Œ ™î ß – # Œ, r  ç

ß – & h ì  r ô  Ç fluence– Ð 8 £ ¤& ñ  ) a à ºu \  ¦ y n C_  [ jl  I\  K { © œ

  H à ºu – Ð > í ß –`  ¦ # Œ X <s ' \  ¦ í ß –Ø  ¦ % i  .

IV. ÷ m Ç] M ö+ s ÇÊ Ý õ m Í À X Ø8 ý

"

f– Ð   É r 6   x K • ¸ : £ ¤$ í `  ¦ t   H  Òì  r Ü ¼– Ð ½ ¨$ í  ) a ^  ¦ 2

Ÿ

¤ “ ¦ì  r    H ô  Ç $ í ì  r \  ¸ ú ˜ 0 l q Ü ¼ 9   É r $ í ì  r \  ¸ ú ˜ 0 l q t  · ú §



 H 6   x B \  ” > r F  >  ÷ &€   & ñ K ”   ½ ¨› ¸– Ð  › ¸w n   ) a  .

s

 Qô  Ç € ª œA á ¤$ í > €   Ö ¸$ í ] j ì  r    H “ §| 9 { 9  \  ¦ s À Ò# Q • 2 ; 6

 

x B $ í Â Òì  r s  6   x B  o ÷ &# Q  ¾ ú   ,  | 9  (shell)`  ¦ s À Ò 9

ƒ

 5 Å q  © œ\  . á <5 g e ” “ ¦, ì ø Í 6   x B $ í  Òì  r s  ×  æd ”  (core)`  ¦ s  À

ҍ  H — ¸€ ª œs   ) a  . s \  ½ + Ë$ í ô  Ç / B N×  æ ½ + Ë^ ‰_  PEO (poly ethylene oxide) \   H good solvent s “ ¦ PFOMA (poly 1H,1H-perfluorooctyl methacrylate) \   H poor solvent “   CHCl 3 \ " f PEO shell s “ ¦ PFOMA core\  ¦ s À ҍ  H î

ß –& ñ ô  Ç ½ ¨ + þ AI _  “ §| 9 { 9  \  ¦ + þ A$ í   H  כ `  ¦ Fig. 4(a) \ 

"

f ^  ¦ à º e ”  . Õ ªo “ ¦ / B N×  æ ½ + Ë^ ‰_  PFOMA ^  ¦2 Ÿ ¤ _  T g ( Ä »o „  s “ : r • ¸)  H DSC ì  r$ 3 `  ¦ : Ÿ x # Œ 45 Ce ” `  ¦ · ú ˜ à º e ”

% 3 Ü ¼ 9 [9], T g s Ê ê\   © œ   o\  ¦ S X ‰ “   % i  . Fig. 4\ 

"

f TEM`  ¦ q “ §ì  r$ 3  €    © œ“ : r \ " f_   © œ“ É r spherical s % 3  t

ë ß – T g s Ê ê 70 C \ " f  H  © œs  spherical õ  cylindrical + þ

AI  Ñ ü t   ” > r F    H  כ `  ¦ ^  ¦ à º e ” Ü ¼ 9 100 C \ " f  H cylindrical + þ AI ë ß – ” > r F    H  כ `  ¦ ^  ¦ à º e ”  . Fig. 5ü <

6  H He-Ne laser\  ¦  6   x # Œ  © œ   o e ” ~    Òì  r Ô  ¦ ™ è

>

 ^  ¦2 Ÿ ¤/ B N×  æ ½ + Ë^ ‰ PEO 5k -b-PFOMA 5k – РÒ'  % 3 “ É r Z- Û ¼

± p z  ´+ « >   õ s  . z  ´‚  “ É r s  : r& h  / B G‚  [ þ t`  ¦ y Œ •y Œ •   



· p  כ s  . Fig. 5_  100 C/ B G‚  _  — ¸€ ª œÜ ¼– РÒ'  q ‚   + þ

A f  ¨ à º> à º β > 0“   : £ ¤$ í `  ¦ t   H Ó ü t| 9 s    H  כ `  ¦

· ú

˜ à º e ” Ü ¼ 9, β = 0.494 cm/W   H ° ú כ`  ¦ ½ ¨ % i  . s 

Fig. 5. Normalized transmittance of 3.67 µm thick PEO 5k -b-PFOMA 5k film obtained from open aperture z-scan experiment.

Fig. 6. ormalized transmittance of 3.67 µm thickness PEO 5k -b-PFOMA 5k film obtained from at closed aper- ture z-scan experiment.

M

: œ í& h \ " f_  c ” _  [ jl   H I 0 = 0.3183 kW/cm 2 s “ ¦,



r] X  o  (diffraction length)  H 1.5 mm s  9, 0 A © œ  › ¸



 H ∆Φ = 0.534 s % 3  . Õ ªo “ ¦ 70 C / B G‚  _  — ¸€ ª œ % i r  β > 0“   : £ ¤$ í `  ¦ t   H Ó ü t| 9 s    H  z  ´`  ¦ · ú ˜ à º e ” t ë ß –



© œ   o  © œI  spherical õ  cylindrical ° ú  s  ” > r F  l \ 

¢ -

a# 4 ô  Ç È Òõ | ¾ Ó_  8 £ ¤& ñ s  Ô  ¦ 0 p x # Œ q ‚  + þ A f  ¨ à º> à º\  ¦ 8

£ ¤& ñ   H X <  H # Q 9¹ ¡ § s  e ” % 3  .

Fig. 6“ É r ^  ¦2 Ÿ ¤/ B N×  æ ½ + Ë^ ‰_  q ‚  + þ A Ï ã J] X > à º\  ¦ 8 £ ¤& ñ ô  Ç z 

´+ « >   õ s  . · ú ¡_  q ‚  + þ A f  ¨ à º> à º\  @ /ô  Ç & ñ ˜ Ð\  ¦ % 3 

`

 ¦ M :_  / B G‚  _  + þ AI \  ¦ € Œ •ô  Ç  כ õ  > á ¤ ° ú  s  s  : r& h  / B G‚   õ

 q “ §\  ¦ Ù þ ¡`  ¦ M : γ > 0“   Ó ü t| 9 e ” `  ¦ S X ‰ “  ½ + É Ã º e ”  . s  8

£ ¤& ñ \ " f q ‚  + þ AÏ ã J] X > à º γ = 9.59 × 10 −5 cm 2 /We ” 

`

 ¦ S X ‰ “   % i  . Õ ªo “ ¦ Fig. 5õ  6\ " f% ƒ! 3  T g “ : r • ¸ s  Ê

ê 70 C \ " f  H  © œ   o ¢ - a„  y  cylindrical + þ AI    m

  spherical ô  Ç  © œI ü < [ O # Œ e ” Ü ¼Ù ¼– Ð 100 C { 9  M :

(6)

_

 È Òõ | ¾ Óõ _  s  S X ‰ƒ  y       H  כ `  ¦ S X ‰ “   

%

i  . Õ ª Q  z  ´+ « > © œ\ " f % 3 “ É r ^  ¦2 Ÿ ¤/ B N×  æ ½ + Ë^ ‰_  β  γ° ú כ

“ É

r q 5 p w ô  Ç Ó ü t| 9 > \ " f_  à ºu ˜ Ð  10 2 C  & ñ • ¸ ß ¼>  8 £ ¤

&

ñ ÷ &% 3  . s  כ “ É r ‘ : r ƒ  ½ ¨ B Ä º   É r ` O Û ¼  © œ\ " f r  '

Ÿ ÷ &t  · ú §“ ¦ CW © œI \ " f 8 £ ¤& ñ ÷ &# Q β  γ° ú כs  Kerr- nonlinearity      accumulated nonlinearity– Ð ˜ Ð# Œ”  



. Õ ªo “ ¦ z-Û ¼ ± p z  ´+ « >\ " f % 3 “ É r ^  ¦2 Ÿ ¤/ B N×  æ ½ + Ë^ ‰_  Ä »´ ò s

 F g  f  ¨ à º> à ºü < Ä »´ ò q ‚  + þ AÏ ã J] X > à º q “ §ì  r$ 3 `  ¦ 0 A

# Œ ° ú  “ É r › ¸|  \ " f r ' Ÿ ô  Ç As 2 S 3 ~ à Ì} Œ •_  q ‚  + þ A >  Ã

º (β = 0.447 cm/W, γ = 8.65 × 10 −6 cm 2 /W) % i r  accumulated nonlinearity – Ð 8 £ ¤& ñ ÷ &% 3  . q “ § ì  r$ 3 r 

¿

º Ó ü t| 9 _  q ‚  + þ A: £ ¤$ í ×  æ  Òì  r Ô  ¦ ™ è> / B N×  æ ½ + Ë^ ‰ ˜ Ð  Ä

ºÃ º† < Ê`  ¦ · ú ˜ à º e ” % 3  .

V. + s Ç Â ] Ø

/ B

N×  æ ½ + Ë^ ‰_  ½ + Ë$ í \ " f  @ /> hr ] jü < é ß –| ¾ Ó^ ‰  s _  ì  r



| ¾ Ó_  q  5k-5k { 9  M : Ä »o „  s “ : r • ¸ s Ê ê\   © œ   o

Ò q

tl   H  כ `  ¦ · ú ˜ à º e ” % 3 Ü ¼ 9, ATRP– Ð ½ + Ë$ í ô  Ç Â Òì  r Ô  ¦ ™ è

>

 ^  ¦2 Ÿ ¤/ B N×  æ ½ + Ë^ ‰_  F g † < Æ& h  : £ ¤$ í `  ¦ · ú ˜ ˜ Ðl  0 A # Œ r  '

Ÿ ô  Ç z-Û ¼ ± p\ " f• ¸  © œ   o\    É r È Òõ | ¾ Ó_  s  S X ‰ƒ  

>       H  כ `  ¦ ^  ¦ à º e ” % 3  . Õ ªo “ ¦ z-Û ¼ ± p z  ´+ « >

\

" f PEO 5k -b-PFOMA 5k _  Ä »´ ò s  F g   f  ¨ à º> à º β = 0.494 cm/W s “ ¦, Ä »´ ò q ‚  + þ AÏ ã J] X > à º γ = 9.59 × 10 −5 cm 2 /W `  ¦ % 3 % 3  . ‘ : r ƒ  ½ ¨\ " f  H  Òì  r Ô  ¦ ™ è>  ^  ¦2 Ÿ ¤/ B N×  æ

½

+ Ë^ ‰ s p  · ú ˜ 9”   As 2 S 3 _  q ‚  + þ A F g † < Æ& h  : £ ¤$ í ˜ Ð   H Ä

ºÃ º† < Ê`  ¦ 8 £ ¤& ñ   õ – РÒ'  · ú ˜ à º e ” % 3  . Õ ªo  # Œ “ ¦ì  r



 o½ + ËÓ ü t s  l ” > r _  q ‚  + þ A F g † < ÆÓ ü t| 9 `  ¦ Ø  æì  r y  @ /^ ‰ ½ + É Ã

º e ”    H  כ `  ¦ S X ‰ “   % i  .

P

c p 8 ý ò k >

s

  7 Hë  H“ É r 2005¸   & ñ Â Ò (“ §¹ ¢ ¤“  & h  " é ¶  Ò)_  F " é ¶ Ü ¼– Ð ô

 Dz D G † < ÆÕ ü t”  < É ª F é ß –_  t " é ¶`  ¦ ~ à Î  à º' Ÿ  ) a ƒ  ½ ¨e ”  (KRF- 2005-042-D00096)

Y

c p w Š à U Ø ”  ô

[1] M. Zhou, Opt. Eng. 41, 1631 (2002).

[2] T. Takasaki, T. Kuwana, T. Takhashi and S.

Hayashida, J. Polym. Sci. A 38, 4932 (2000).

[3] L. Eldada and L. Shacklette, IEEE J. Select. Top.

Quant. Electron. 6, 54 (2000).

[4] G. Tsigaridas, M. Fakis, I. Polyzos, P. Persephonis and V. Giannetas, J. Phys. C 10, 242 (2005).

[5] W. Zang, J. Tian, Z. Liu, W. Zhou, F. Song, C.

Zhang and J .Xu, J. Opt. Soc. Am. B 21, 359 (2004).

[6] A. J. Kiran, D. Udayakumar, K. Chandrasekharan, A. V. Adhikari and H. D. Shashikala, J. Phys. B 39, 3747 (2006).

[7] M. Sheik-Bahae, A. A. Said and E. W. Van Stryland, Opt. Lett. 14, 955 (1989).

[8] K. T. Lim and M. Y. Lee, Polymer 43, 7043 (2002).

[9] M. Y. Lee, C. Park, S. S. Hong, Y. S. Gal and K. T.

Lim, Solid State Phenomena 121, 425 (2007).

[10] M. Sheik-Bahae, A. A. Said, T. H. Wei, D. J. Hagan and E. W. Van Stryland, IEEE J. Quant. Electron.

26, 760 (1990).

(7)

A Study on the Nonlinear Optical Properties of Semifluorinated Diblock Copolymer

Kyoung Min Park and Sok Won Kim

Department of Physics, University of Ulsan, Ulsan 680-749

Kwon Taek Lim and Min Young Lee Division of Image and Information Engineering,

Pukyung National University, Pusan 608-739 (Received 18 January 2007, in final form 26 February 2007)

Polymers have become attractive materials for photonic applications because of their many ad- vantages, such as low optical loss, variability of refractive index, versatile processing, low price, and so on. Therefore, semifluorinated block copolymers were recently recognized to be very promising polymers. In this study, the nonlinear optical properties of a semifluorinated block copolymer, PEO-b-PFMOMA which was systhesized by mixing benzene and TFT co-solvent were investigated by using the z-scan method at the He-Ne laser wavelength to measure the nonlinear absorption and the nonlinear refractive index change. The experimental result shows that semifluorinated block copolymers can be substituted into existing nonlinear optical materials.

PACS numbers: 42.65.-k

Keywords: Semifluorinated diblock copolymer, ATRP (atom transfer radical poly- merization, Z-scan method, Nonlinear absorption coefficient, Nonlinear refractive index

E-mail: [email protected]

수치

Fig. 2. Transmittance of 3.67 µm thick PEO 5k - -b-PFOMA 5k film measured by a spectrophotometer (HP8453).
Fig. 4. TEM photograph of the PEO 5k -b-PFOMA 5k di- di-block copolymer. (a) prepared at room temperture (b) annealed 70 ◦ C (c) annealed 100 ◦ C

참조

관련 문서

Finally, the response and the recovery properties of the printed ITO powder films were shown to depend on the properties of the ambient gases, which indicates the possibility of

The deposit energy and dpa(displacement per atom) according to the depth of the graphite/Cu/SS316L PFC are simulated by using the Monte Carlo PHITS code, and the heat load is

The interactions between an electric field and various conductor and dielectric materials were investigated in terms of the shifts in the resonant frequency, the changes in the

We investigated the concepts of speed and acceleration of 100 middle school students by using questionnaires that contained three task categories of conceptual representations

A bismuth-doped silica glass (BiSG) with broadband near-infrared emission was investigated as a new amplifying medium by using spectroscopic analysis.. The results show that

We also measured the attenuation lengths to be 46 cm for the long component and 5.8 cm for the short component by using several GeV hadron beams at the KEK-PS π2 beamline, and we

The structural properties of the films were investigated using reflection high-energy electron diffraction, atomic force microscopy, high-resolution X-ray diffrac- tion,

We have investigated characteristics on thickness of In 0.1 Ga 0.9 As in GaAs/In x Ga 1 −x As/GaAs structures by using surface photovoltage (SPV) and photoreflectance