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مقایسه شاخص های زیستی BMWP و ASPT با اندیکس های تنوع زیستی به منظور ارزیابی کیفی رودخانه های موقتی (مطالعه موردی: رودخانه خیرودکنار)

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!

" # $

%

BMWP ASPT

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20 / 3 / 94 (

) 9:

56 78 9 :;6 < = >? = & < @ A

< > B C=

D 6 BMWP

C= ASPT E2 D 6 >

2F

G 5 8

>? = H2 D 6 ; 2F 9 ; >< 2

4 >? = I2 J K < =

2K >K L KM ?

%; > >? 6 9

I A )

>? = LN 8 D O6 (

N 1391 1392 3 J 6 P

>?2 ? > Q ;H D

R S T O

; DS&<

. V2K3M D K6 & KA 6 2 < W A X8 >K YKZ

2? K= K6 C= K

X8 BMWP C= N ASPT

; > A . >< [? \ ? S] > < = >? = LN

> ^ ? D K_? D KA _

L2ZG & < @ I ^ 9 ;

_ ` G J A

C= ><

NBMWP 2 / 64 ;K N A;

K& < K@ D

A2

; . C= 9 a 6 D S ?ASPT

N A; O [ \ ? ` G D O6 J .

E2K C= K I K^ 9K

2?

-

J D

` G D 6 1

3 4

@ 2`N ?

J @

2 2`N ; ; 5 8

K< K . \ K ? bK$ ^

C= 9 2A 8 J 6

BMWP S ?ASPT

2 c . Z< 2 >

J K K >K >K]2 K * T >_ ? 2 9K 6

9 a 6 N 2 Z3* >? = 9K K 2P S * D K6 2 < * d

E2K?

>K? = K6 K6 2 < 1K <

C= e b H \ ? ; 6 [? F? 2 D O6 J D 6

; .

)

; <=

:

C=

BMWP E2 C= ASPT

LN & <

H2 >? = .

: *

0263223044

: poorbagher@ut.ac.ir

(2)

69 2

1395

$ %&

440

1 - 7)@7

` * D 6

? ? )

$ Lf@ * LN 6

D 6

J? = ( ge

`N 2 _ % 2A

;?2 2

`N O 5B? % 2A K

D K 2]

hK

K D K ;K <

K O >KZ ] 9

d K i KK

jk = A 2

A O?N )

Grebmeier et al.,

(.1988 i

; lN 6 9 E2K? > >]2 % 2]2

A % & O?N D m_^

. 9 l % i 9

; >BG 2Z* 2* 9 * 9 1]2 n2GA 2Ko^ p K ^ D K6 >K?2T :j^ 1]2 m< B

2K K Q KB D K6 >K?2T * )

Muniz et al.,

2005; Galbrand et al., 2007 .(

& < I <

K N K LN D K >K?2 ? A W > N N K P S * D 6 2 < * S ` ?N F? 2

Q _? J[ N K T

. >K?2 ? 9K >KP K fKe

D K > S6

K[? % K ` G ;K

oZk >< A H2 ; lN

qKZ M D 6

% K& D ;^

) Payakka and Prommi,

.(2014 K KA D KOP P > A2 9

J &K N I K < C MK[ D K [ Z H D K6

m A2< G F? > D @ N D 6

;KA . 5 8

G D 6 d & A 2KF >K

K KG K % i A ;K

) Gerhardt,

(.2001 hK 9 * K % K ` G E2? 9 Q;H 9 `

; 2 P ;? 2 IN

2Ko^ Q;Ke 2Ko^ >< ;

[? N * ? * p A ; 6

K G D 6

O?N

; ) Bonada et al., 2006 (.

R S KT O

`;KK DSKK&<

>KK3= b % KK& KK B KK F? KK6

T 2`N O?N qZ M D O6 T )

Artemiadou

and Lazaridou, 2005 (

r

; >K?2 ? KO?N

>* $ > B D )

Metcalfe, 1989 (

D O6 T

; 6 [ 8 % ` G D A

.

1 AN T;

2]

2 < K gKe

If K=

= A ] s= t

jk

>

I ? N 1 AN

>

2]

6 2

>K . 2K KZ<

KT7

D 6 D PZ e D = A

2]

DS&<

K] 9K

;6 >K<

+KA 8 >K? =

>K bK 2e p KA

< A 1 AN

D 6 D O3=

qZ M

C= >Z ] D 6

CM[

<

) Stephens

and Farris, 2004 .(

2? = K R SK qKZ M D 6 -

2K >K K ? K& KA ^ DSK N T O K[? I2KZ 7 < m< uGA 7 > `N ; lN 2K e >K KO?N D K D i2K T7 9 >< ; 6

(3)

C=

K LN K& < D 6 ;K

) Azrina et

al., 2006 .(

9 C= K & KA K6

D K

SKK D mKKO KK

A2< fKKA m KK

KK6 D LN

9 A K ?

\ bK H KA A D K K3

m

T T;K?

A KK m6 KK* KKA N

. KK 5 50 W

qZ M D

<

K &

6 2K[< LN D

> A2

> * K K K< >

2K ) De Pauw and

Vanhooren, 1983 (

K K 2K >K C= K

KKP 7Z KK )

(BBI C= KK BMWP

ASPT

:2O KK Z6 KK C= KK D KK k

C= KK EPT

8 A C= 2 e >

LN K& < K mO D 6

2 ? ) Gerhardt et al., 2004 .(

I Kc 2K >K

W KP 8 KA C=

K 5 K8 D K6

; N

K[? >< ; K@ ;K 6

KA K`N 2K >K K 9K T 2`N LN & <

K ;K ) Czeniawska-Kusza, 2005; Abbasi

and Abbasi, 2011 (.

C=

6 D A & KA l2K

m K

D p A 9

< LN > b W

&

D >K ` G 2K >K?2T K

;K ) Czerniawska-

Kusz, 2005 .(

D KK D KK6 m KK A 9KK KKP

C=

BMWP >K< A

9 K KA ;K v 2K

;? A ZZ ` (ISO)

A > * T H A D

8 i W 8 E S `N D O S N

K K& <

D ] D O N

& A 2K

) Blomqvist, 1991;

Camargo and Gonzalo, 2007 .(

m A D S

A 9 D D 6

>K<

K V K= K N K >K

;? ;? V 3 = D 7 * d] >BG .

C= > A D c< ;K^BMWP

2? K= ; D K6 >K?2 ? 2K]2 D K6 2 < w

;K CMK[ J K N ;K K XxKA

D 6 I ;] & A

D K m A

BMWP

> KA KF? 2K C=

K 2K ) Guntharee,

.(2003

? O? 2F 9 D 2? = D 6

K6

K K ;K K ] m6 >?2 ? 6 NBMWP

; N A; A .

? m A 9

K D K K6

>B 9 >? = N & <

; . >< 6

2? = Q ;< 6 >

K J YKZ K6 2 < D K6

9 1 10 K8 l K ;^ ; 6 [? >< 2

KK ?7 KK < bKK

;KK ) Artemiadou and

Lazaridou, 2005 (

. 2? K= >< D 2 >

>K< K6

K B 9 <

K[ ;K? T 2K`N K 9

2= >

; 6 V 3 = .

I Kc 2 e >

>K

(4)

69 2

1395

$ %&

442

>?2T P > A D 6

16 O

26 K D K >K<

K ; 6 l & < N ; ? 2=

10 YKZ

T b B

>

uGKA bK ? 2 >< O <

;? T 2`N l 1

K* T ;K6 2= YZ

) Guntharee, 2003 (.

>t T C=

D 6

><

D K ? K$ =

> A2

; b H

>

D T K<

;K K K

V = sBG G

2 F?

E 2?

T 2K`N

D KK6 N T KKA ;?2KK

) Czeniawska-Kusza,

(2005 I K^ 9 I ;K

9 K C= K m K A

C=

BMWP A

9 ` ><

I KA 1980 >K? = K & < KA D K 2K K6

* T H & A )

Wright et al., 1989 (

;K

6 2K[< KJ & KA D K d _ N ? xKKKA KKK F?

(Zamoea-Munoz and Alba-

Tercedor, 1996) 9 KK ? y N

) Capítulo et al.,

(2001 ; Z ) Mustow, 2002 (

* > A2 .

= y2`2 6

S ?

m A

Q2O&

9 J? K

>

D 6 2 <

) (ASPT 1A

C M[

) I ;]

2 ( >< ;? < 2 e 9

m A

C=

2=

D K e K

K & <

LN K ? >K

1Ephemeroptera

2Plecoptera

E2 _ BMWP

L2 2

) Armitage

et al,1983; Hawkes, 1998 .(

K C= S

>KB 6 A2 )

(ASPT >K K ? 9K BMWP

D K T >?2 ? W I A b3* >?2 ? ;? > >< A K ? >

) Armitage et al., 1983; Hawkes,

(.1998 LN D 6 H2 2

>?;

D N

; 6

h[= >Z^ ><

; P > _

<

F? ;?

= Q2 mO

; ) Williams, 2005 (.

E 2? Q >t T J

6 D K N KO] >K > KA2

O D [<

D

; 6 i D O6 J K

KK N KKH2 KKG= z KK

D KK[

;KK? KKH

) Elmore and Kaushal, 2008 (

KO] 9 K 6 >K

5 K >K 9K K& < % ` G 6 p ^ 5 8 2

.

KG K K d K >K >K]2

>KK? = E2KK? 9KK KK 6 9 KK a 6 KKH2 D KK6

>? = m A2< 6

K D 6

K ` G 9K >

I >]

:;K6 K C= K >K B

K K D K6

C= KK >KK? = KK& < KK D KK E2KK D KK6

< = 1KA D;K >KZ^ ; T Q _?

C= 9 2 >? = 9 & < D 6

>K

(5)

A ) bP 1 .(

K_?N >K<

9K

N m< t

;

; N

6 >? = D Z3*

K L2K 2K

.

8 m6 9 A2 % Ke & >K6 N ; t

` P[

b 2K e XK8 ;K

K <

= >KJZ]

K ;K

D A < jT 2<

D _?

;?2 ) Dezhkam, 2010 .(

>

2K

5 D 9 * 5 28 ] > ` G

4 J >?2 ? D

>K >]2

K p KP ? K@

K H

T 2`N

* 3 T 2`N

i

>?2 ? b D

T L M ?

; .

H KK >KK >KK]2 KK

* T H A .

2F 9 ;

K D K W 9 O

= >

C K F? E2 D 6

BMW

; > = 8 ASPT .

>K? = V2K3M K6

K_ K K = >K

O |&^

9K O D

% ;KH KO] * K< ;

KA =

>K 2 D K6

H

;6 .

O 2? A O KA

A ; H ;?

b3* >? = T

? = {S]

9 m6 > >? =

` 2< >

`

ZJ ] >BG

=

X8 D

>

D S=

?2 8

Z<

9 56 78

>? = b<

D 6 2Ka 6

>? =

`N 2] Q;e

> = ? b 2e

*3 1 -

$ 5 6 . 7

H2KK >KK? = hKK 2KK e P S * 2 A 2 N

> ` G 9 D

O L M ?

m A2< E2? 9

> B > 6

2 x A 2?

BMWP

K N 6 > >]2 K ` G 9 K t Q _? 2[<

&^ A ef 9 j` ; T W

= } &^ >? J[ 8 A F?

H

2 - C 7

#

2 - 1 - A B7 7 ) 7

= >? =

<

(6)

69 2

1395

$ %&

444

J KK 1

>KKBG KKA l

>KK? =

Y ZJ ] l

A D _?

KF?

>K * T

;KK . KK 9 J KK Y KK

?2PKK 2KK

A2<

m P A 2M?

D . 9 P 2K

>

= 2

D 2

><

O]

A

;

>

N

;

8 2 ;K

. J K 2 K <

Y K ?2PK

A D _?

H T 2K`N

K D ;K ?

Lf@ * D 6

? ?

^

? 2 6 2<

D K[<

D >K

N

; . J ` G Q2A

>BG D K8 9

A D _?

b

; . J 4

>BG

8 9 A

>? = b K

K ;K >K<

Y K

?2P 2

>

2F 6 TN 5B?

l 8 2=

>KK? = m KK A 2KK O

KK & <

LN ] KK 2

2 <

L M ? ;K

. ] K LN K 9 bK Q N

2 9

>BG LN >K? =

= K <

XK8

D 2<

>

D S=

8

;?2 ) bP 1 (.

2 - 2 - C

b ` >

` P[=

;K N 2K] > N m<

KA K < = >K? = K >K6 >A D >?2 ? O6 9 6 >?2 ? KO K

>? 6 2 > >? = DS&< T

>?

I A )N

1391 1392 –

( K* T % 2$

. >K?2 ?

D bK$ 2* >K? = K W [ k _

>B H >A D K >K?2 ? bK D

) Artemiadou

and Lazaridou, 2005 (

K K6 >K?2 ? D N K ]

& A J A

2A

>

35

× 35 ? KA K

> [t 2 200 P

* T Q _?

.

>?2 ? K D

6 J

>A KP z Ke

>K? = % 2K$

* T .

>?2 ? D 6 ] N D

;

>

: K}

KAf8 P

F?

> * T

; bB T

;?;

.

>?2 ? 6

>

2KF

c 200

Z ` LN 13 Z `

` * 9

4 % H

; * T : }

2 D

>?2 ? K6 1K t

;

; P >K?2 ? K D % K3M[

J K

>?2 ? D

D N H

; ;K T XxKA K

9 : K}

O]

Z e

% A

>

N JK[

X K8 %f K

O J[? D [<

bB T K

; .

2F Z e

% A 6 2 <

;^

X K]

Z<

6;

D A K6 2 D >K? = D ) Clifford,

1991; Bouchard, 2004; Miyazaki and Lehmkuhl, 2011 (

& A

; . 9 a 6 & KA

€2*

D oe 2? K= ;^ S ? ; 2?

; T A

;?

.

D m A I ;]

>

D 2? = 6

(7)

T YZ XxA

] 2? K= K6 K

;B C=

J 6 BMWP A;

; N

m B 9 ;Ke K ;K bK<

2? K=

2K]2 D K6

C= K ASPT > KA

K 2K ) Wright et al.,

1989; Walley et al., 1996 (.

O?

K 2

& A C= K 9K YK ;K N A; ;e

N > 2 I ;]

) I ;]

1 2 ( O6 J K KF?

K< D;K >KB LN & <

. 9 K a 6 D K

K

>?2 ? 6 ><

ZK$ D I ;]

K<•BMWP

;KK? 2 ;KK[?

) Artemiadou and Lazaridou,

2005; Paisley et al., 2013 (

KP S? 9 K[ ><

m 2 ? & A Z$ D 6 .

8 79 1 . :; ), < - => % , ?7 $@

BMWP

!

"#$% &$ '

% () *+

',-( . -/ - 0$ 12 $ ) *+

',-( . -/ - 0$ 12 34 ' . ! 5

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) *+

5 #

5 34 '

9 #

9 # #

10

- 0

40 - 11

70 - 41

100 - 71

100<

8 79 2 . :; ), < - => % , ?7 $@

ASPT

9+ 5$ &.

= 7

ASPT

7 9+

> ?@ 1

*$ 'A 34 ' () *+

*$ 'A % () *+

6<

6 - 5

5 - 4

4>

9 KK a 6 KK

2KKF >

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T KK D

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< pH 7 ;K ] 2K bK<

I2Z ) (TDS ;K6 P`

KP ) (EC K I2KZ

J A & A

` _ I;

Multiline- F/SET

Q _? -3

* T .

KA X8 2 < K % 2K]2

;K^ K

X K]

SK* Q K? & KA K BioDiversity Pro

KK6 C= KK D

KK k E2KK D

< % 2KK]2 hKK

) 2 x A 2?

( J

6 D ` G > A

T

; . A D N 6

K & KA Q K?

SK*

SPSS 20 Q _?

* T . b H Q _?

>K S_

bK Z

6

= 2 P X? K

K6 I K ? 2K K6

K

& A 2 N

: T2 Z<

q? A - A

; .

% 2$

I ? 2 6

2KF >

:f K= KA

9 O6 J

> S_

b Z X? K sK S_

2K

& A H

* T

>

2 N J? > B 9

6

>

W 9P?

& A ;K

9 K a 6. >K

2KF

KA 6 J K 9 K C= K K

BMWP

ASPT J ;P

2t 6

2 I ? D K 8

;? <

1 @ m6 J 2A 8 & KA

;K .

SK* Q K? S ? 6 2 ? m A 2F >

SPSS 20

S* Q ? Excel 2012

; T & A .

3 - D%

; E2 _ Y B 9 44

2? K=

>K YKZ DS&< T O 11

> KA 4

n >

I ;]

3

;?; A

.

(9)

8 79 3 .

, 0 $1 0 8. 7 - ?B%, C D

E 9 BMWP

$ - 2? =

4 Baetis

Baetidae Ephemeroptera

Insecta

Centroptilum

7 Caenis

Caenidae

Brachycercus

10 Heptagenia

Heptagenidae

Cinygma

10 Ameletus

Siphlonuridae

Isonychia 10 Oligoneuriidae

Ephemerlla 10 Ephemerellidae

Tricorythodes 7 Tricorythidae

Hydropsyche 5 Hydropsychidae

Trichoptera

Neothremma 6 Uenoidae

Glossosoma 7 Glossosomatidae

10 Nectopsyche

Leptoceridae

Mystacides Ceraclea Hydroptila 6 Hydroptilidae

Micrasema 10 Brachycentridae

Helicopsyche 8 Helicopsychidae

Rhyacophila 7 Rhyacophilidae

10 Paracapnia

Capnidae Plecoptera

10 Calineuria

Perlidae

Trizka 10 Chloroperlidae

Taenionema 10 Taeniopterygidae

Zopada 7 Nemouridae

10 Arcynopteryx

Perlodidae

Kogotus

2 Chironomidae

Diptera

simulium 5 Simuliidae

Hemerodromia 5 Empididae

5 Dicranota

Tipulidae

limonia Bezzia 5 Ceratopogonidae

Caloparyphus 4 Stratiomyidae

Bibliocephala 10 Blephariceridae

Atherix 10 Athericidae

5 Celeptermis

Elmidae Coleoptera

5 Laccophilus

Dytiscidae

Amphizoa 5 Amphizoidae

Scirtes 5 Scirtidae

Gyrinus 5 Gyrinidae

Mesovelia 5 Mesoveliidae

Hemiptera

(10)

69 2

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, 0 $1 0 8. 7 - ?B%, C D

X ] BMWP 2? =

> A

8 Aeshnsa

Aeshnidae Odonata

4 Lebertia

Lebertiidae Acari

Arachnida

4 Torrenticola

Torrenticolidae

4 Aturus

Aturidae

3 Planorbula

Planorbidae Basommatophora

Gastropoda

8 Ferrissia

Ancylidae

3 Physa

Physidae

1 Lubriculus

Lumbriculidae Lumbriculida

Oligochaeta

1 Chaetogaster

Naididae Tubificida

% d

C=

BMWP J

D 6 2K

> ` G bP

1 [?

; A . KA; \ K ?

; N K >?2 ? p A D

K R SK ;K Q K_?

S N T O D

= >? = Ot <

J K

` G

D :f =

) 05 / 0 P<

64 / 2

22= F3

(

C= KK KKB J KK 9 KK BMWP

2 KKA

J 6 [?

;6 . p A 9 J?

9

C=

J D 6 ` G 9K SK 9 [

J C=

1 J N ;B 9 <

2

; N . KJ D 6 J C= 9 % d

[? D D N % & 2 = 2 P ƒ B

;?

. 9 C= B p A 9 BMWP

6 J D 1 3 4 9 K w ;K 90

K 105 p KA K LN & < ;? A > >]2 H

C=

BMWP )

I ;]

1 ( >K? = LN K & <

9 J 6

< sB

&

= L2=

Z KH L2=

2 > * T

>P

<

K&

K J 4 K SK

16 / 90 D C=

BMWP S

K`

K <

K

i > * T H D

J D K6 1 3 k K 2K`N

2KK .

< >KKB KK&

LN J KK 2 ? SKK C= KK >KK<

NBMWP 2

/ 64 L K ^ >K A2 2 ; N

;K 6 [? ; N 9K

2K >K >K< KA E2K@2

i A2

* T H

>

KA . % K d KA

C=

:f K= S ? A 2 D O6 BMWP

) 05 / 0 P<

73 / 2

35= F8

( >KA C= 9

D >?2 ? I >6 )

D •N K N (

>K K ?

[? O6 A

;6 . N S 9 < >P 2 >

(11)

;B •N 5

/ 56 > ; &A N 9 [

S 5 / 104

; W ST )

bP 3 (.

% d ;? ; ;6 [ >< >?2T 6 ASPT

qZ M D 6 J D

K % K&

D 2K

) 05 / 0 P<

64 / 14 22= 3 (F 2 >

>P

<

9 S

9 C=

D J K 2 ;K > KA )

bPK 2 ( .

?

\ C= > A b$ ^ J ASPT

D 6

>< [? > ` G 2 KF?

K

<

K&

K

K I ;K] Y 2

LN J K D K6 2 4 D

<

&

<2P[

;

` ^ ><

J D 6 1

3 >K 1K C= K K ASPT

64 / 6 16 / 6 LN

DS O

;

;? 2 . 9 I ^ J

KA _ C=

ASPT 07

/ 5

@ 1 >

; D >

2 O N ?N D

T 2`N

` ^ W SKT

. 9 C= K 2]

KO6 ASPT D qKZ M

KK >KK?2 ? D

KK % KK&

D ;KK? KK[?

) 05 / 0 P>

87 / 0 35= 8 ( F 9KK SKK 9 KK[

>?2 ? m [6 C=

D )

= (

>

S

28 / 6

<

9 >K •N N SK

03 / 5 N K

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12 / 0 87 / 1

a 89 / 4 71± / 14

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001 / 0 59 / 21

b 92 / 24 16± / 217

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001 / 0 58 / 6

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>]

% ^ -0/05 0/4** 0/32** 0/06 0/002 0/45** 0/1 0/51** 0/5** -0/004 O2 -0/28 0/42* 0/41* 0/62* 0/32 0/30 0/2 0/19 0/23 0/18 -0/64* ASPT 0/25 0/26 0/23 -0/35 0/11 0/28 0/47* -0/14 -0/14 0/3 0/23 0/17 BMWP 0/04 0/27 0/2 -0/1 0/15 0/41* 0/42* 0/26 0/26 0/01 0/53* -0/17 0/72**

= $% -0/08 0/13 0/07 0/05 0/07 0/32 0/43* 0/23 0/23 0/02 0/44* 0/38 0/63** 0/9**

= M 4 0/48* -0/42* -0/35 0/06 -0/26 -0/41 -0/21 -0/33 0/28 0/19 -0/52* -0/28 -0/06 -0/45** 0/48*

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) Pearson and Rosenberg, 1978; Perus et al.,

.(2004 9 K[ K@ ^ > ` G K? *

>K 6

O6 J

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KP

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S N % [^

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<

1 ] S&<

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;?

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. ;K t 6 2= l ? E2 DS N % [^ > ` G 9

I ^ 9 ;? 2 Williams

) (1996 >K< ; <

S N % [^ E2 D

O N D K]

D >K K ? KH2

O N D

<

; .

b >]

KG qKZ M

a 6 >?2T E2 > 2? = uGA 9

bK ;K

6 >?2T D * D 2? =

A >

K 9

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C= < D DS&<

D 6 2? = uGA

KKB l2KK KKA2

bKK

>KK?2T KK D ;KK

) Armitage et al., 1983 .(

KP > A fKA J? K[? l2K K6

KO N

KK 2? KK= >KKA I KKc 2KK >KK ; KK Caenidae

Baetidae Heptageniidae

>KK< > KKA 9KK

% 2K]2 ;?;K K* ? * > S ? @ ^ > ` G 9K ;K ? 2K O N ; D; A p ^

Q ;K ;K D; KA A ^ K D

; ) Perkin, 1983 (

2? = @ ^ 56 78 D 6

K? * E2K KA K_ J > A 9 J > ? D <

;K? 2 2= J D 6 >K<

9 E2@2

;? 2 J?

S*

5 T 2K`N J K

(17)

2<j D K KBB KA2 2 9 >< ; 2

A ; <•

) Merritt and Cummins, 1978 (

.

D m A

BMWP P > A D oe

K ` k 6

D 10

O?N 9 8 Z % ;H J? >< 2

; . 2 I n2GA 7 < b > H

* 2`N k D O N 2 ? 9 8 KO?N ;?2K

D D D m A S ?

; 5

K

10 KK ; KK ) Payakka and Prommi, 2014;

Perkin, 1983 .(

; 2?

m ? T 6

J I ; D 6

D 6

N

K ] ;

DSK N % K[^ D K6

b P[ 1` k T K R SK KT 9 ; 6

% Ki KA D K KA $ * DS&< T O

?

>? = ? D 6

A ;? N m6 * % &

) Raunio et al., 2011 (.

K KZ % ;H b ` >

R S T 9 T 2`N DS&< T O

D 6

KO?N >K D m A ?7 < m< `N

? 2 YZ K<2J ` ;K >< T 9 K < K6

9 ?

m A

; .

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>…

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; ? 2? =

; 2?

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w

<2J ` 6 hK > KA ? A _ J

6 Q D; v D >?2 ? b^

56 K<

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2 BMWP >K?2T 2Ko^ K? *.

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K G D 6 [* i J? [? Q B D O6 T ? 1KK < KK d >KK_ ? >KK? = m KK A2<

KO] S&< ] J &K N K ] : K3

K

; ) Rosenberg et al., 1997 .(

K6 K<2J `

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( 28 KKKKKKKKKA T

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( _ D 6 J

* N A 9 8 A K6 >K?2T 9K ;?;

b > H

< ; ? ;e ? 7

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.(1967 _?N C= ><

iv BMWP ;

2? = 6

; 2? = ; R S D 6

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Knight, 1989 (

;B j`

9

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S D O6

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KKA >KK * .

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; <•

<

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;K <

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D ] % ? KA2? D K

D K6

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K

KG

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% ] D D K

KO?N

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1987; Hynes, 1998 .(

) (1998 Hynes KKK

; <

R S 56 < 5 S* ><

T O S&<

D

KO?N 9 d` K † K= 8 qZ M D 6 D LN

;6 .

>

Z< 2 K F? Z 2e KP S * K

J K K m< ^ )

Ansari et al., 1994 (

K`N 2K ;B )

Johnson, 1972 (

7 K < SK

I2KKZ ) Brundian, 1951 (

% 2KKA % • ;KK?

) Grzybkowska, 1989 (

I2KKKKK3* % KKKKK d

) Seather, 1962 (

? * E2 2 <

i 6

A jT .

K [? @ ^ 56 78 \ ? >< 2G? 6 ;K6

B 56 <

BMWP ` G J ASPT

A 2O[ A _ .

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J? = D O 8 D K[<

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b 2e K_

p KA T 2K`N K ? J &K N

d 1]2 ; L2 >? = S&< 2K*

K

J p KA % K d 9 K . 2K]2 D K6

?2PKK Y KK L KK 8 V2KK3M >KK? = KK ] 1 < ? ? D 6 D P A _ S&<

K Z * Q KB D 6 T ? * 2 ? d ;K <

2K >K p K ^ D K6 KT ;KB > * 5 S*

; > A < ? A

. ) ( 2000 Pipan K

;K <

Y ><

?2P 6 L 8 D

>Z$ ^ P bK 2e

d 1K]2 >< A 6 >? = p A mO K

S&< % e ] 2

.

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J ;$

2 N SK 9 [

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. Fore

P 6 )

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5 SK*

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9

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Q J KK KK ] >_ KKA 9KK ;KKB >KKP

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J K 9K T 2`N ; 6 [? 9 2 9 <

; . J K 9 a 6 2

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p KKA KK KKH KKG D

C= KK SKK

EPT/CHIR S ?

D k KA > ? D <EPT

J K K ` G D 6 ;K < >K<

K p KA

T 2`N G

; ) Barbour et al., 1999 (.

@ ^ 56 78 A

K ;K Q K_?

D

D O6 J 9 * T F? qZ M

9 J?

C= K

K a 6 9

<

1K K6 K6 >K?2T ;K

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) J 1 ( 2 ` 1 $ 1 A >

2 9 a 6 Q;e

6 ` = D

? ? ;[?

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Karr, 1998; Voelker and Renn,

(2000 9 K8 KA >K >K? = KA l A K_ J K O >PZ A ;[? 2`N A

J? K= LfKK@ * KA >KK p KA bKK 2e

h >< 2 D ;H K_ d 9 ? P ;

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BMWP J K 6ASPT

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) Payakka and Prommi, 2014 .(

\ KK ? 56 7KK8

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; <

. 2? K E2K C= K S @ ^ 56 78 -

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3 4 ;K 08

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15 / 1 >< ; N A;

p A C= K 9 D; >B

[?

K 2K`N K ? H2 ; 6 ;K

) Wilhm

and Dorris, 1968 .(

m KK B 9KK >KK< ` KK^

D;

J 2 D;K >KB 2`N ; ; @

T . E2 C=

2?

- h ; 9 [

;KK & KKA E2KK C= KK KK

T 2KK`N

A2<

m 6 D N 2 ) Borja et al., 2000 (

><

A ; ; < N D; 2A )

Lewis and Harrel,

1978; Lenat, 1993; Arimoro et al., 2007 .(

e2 % D S ? C= 9 ; t 6

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l E2 mk Ze J

6 D O 1 3

4 >

9 b ` A .

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;K

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>?2T 9 K E2 5 S* Z$ D 6 8 6 ;K

) Gray, 2000 .(

P 6 Lydy )

( 2000 ;? <

K ] 1K < K T 2K`N Ki A 9P ><

K[ K ^ >BG 9 E2 ` ; < d k P h ;K 2`N

. >K] 2K x A C= K

K ` k 9 K D [ ;6 [? ` k K KP 6 >?2T ] 9 2K K

) Ludwig

and Reynolds, 1988 .(

2KK C= KK 9KK

P e ] E K ] N K* Q 2 ><

< W . >K?2T hK K ` k ;Bt 6 l2

C= K D ;Ke ;KB ;K K[ F? 2 E ] A > 2 x A 1

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&K$ KA >K ;B 9 ; = 2 P > ] KK bKK

;KK <

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5 / 0 K 62

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2 ? .

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KKK@ >KKK 2KKK D KKK6 8 KKK d KKK

2P S *

>? = LN KH2 D 6

K ? .

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% ? KKA2?

d D 6

>? = G

< H2 D 6 -

;?

. >< ;? 2 ? O?N KG D K6 d % ? KA2?

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9 a 6 d

% 6 P y2` ;

>? = 6 D H2 7 A D 6 D T A D

N X8 D

Z$ %fP[ ;? ;?

6 W D

>? = 9 P y2`2 K K6

;K

KK >KK<

;KK? 2 6 KK >KK

KK

<

KK &

N

A2<

m KKK ;KKK <

) Prenda and Gallardo-

Mayenco, 1999 (.

W >Z A2 ; mO 9

H & A 2 ><

2 5 28 T

. 9K

> KKA2 >KK „2KK % KK ` G I KK^

KK D OKK

(21)

>KK? = KK H2 >KK< KKH2 D KK6 % KK& D KK6

KK KK? KK ;KK6 5KK 28 P y2` ;KK 6 ;KK

) Morais et al., 2004; Coimbra et al., 1996 (

;K? 2] Z < ;? A C= W )

Pinto et

al., 2004 .(

> ` G Morais P 6

) ( 2004 [?

C= ><

D K 1A 3= ASPT

>K? = E2K? 9 K 9 K a 6 2K K6

>< ;? <

K< > D 6 C= J :f= BMWP

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? G D 6 d i 3M[

; . 9K

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KP 6 )

(2006 K[?

>< ;?

m A D 6 C=

? D 6 K6

F?

BMWP C= D2H ASPT

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; K 6 > ] = A .

K@ ^ 56 7K8 C= K

2?

- J K 6 LN % &K * % K^ >]

56 7KK8 KK KK c Azrina

KKP 6 )

( 2006

C= K >K< ;? [?

J K 6 D E2K D K6

% ; ] b< D k

I2Z ) ( TSS

;6

K P P`

; K . >K ` G >K< KA ` K^ 9K

) Kroll et al., 2009 (

D2KH & J 6

KK F? KK D KK6 C= KK % KK ? % &KK * 9 KK BMWP KKK[?ASPT

. KKK KKKA2?

* P S J N ƒ $23M

D 6 8 9 ; N

= 1 >

Z [ ] K K6 D K KA

mO b e A 9P 9

; <

D = KA

<

1K KK % KKe ] ;KK KKO

) Pires et al.,

.(2000 D K6 8 >K< 2K ? K 2K 9 a 6 P y2K`2< K@ ; < XP S` LN

; K ? B B^

) Simboura and Zenetos, 2002 .(

% ;<

T7 pH 6 D K Z<

D;K KO N D

> H2

;?

) Brooks, 2004 .(

56 7K8

K C= K @ ^ SK K ASPT

% &K * LN

[? c J 6

. K 9K I K^

Spencer

P 6 )

(1999 >< ;? [?

T7 6 D

R S > ] = A A 9P LN SK&< T O

D

;? >

D 6 N ;?

K i K K J

;K6;? H K

K D K6 LN < KA D

KH2

T b D

D d

< pH 7 I2KZ

;?

. S_

>K Z bK 8 2KP S * D K6 K

<

&

& % ef LN

; D lN 2o^ 2

; 6

>?2 ? P F? 2 LN D 6 >K?2 ?

D K

>…

;6 . 9 S_ I ^

>

Z b K LN

h

@ C=

q d

% %;K ; Z K

G KA ) Galbrand et al., 2007 .(

% K e >K

Referensi