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E&A : 02632229683 Email: jabbarian@ut.ac.ir

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1 . B- C-

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+ . F 5 0 Z HF 8 <

= ,

C- , 7.= 851 =0

= = + fg= 4=<

= / Z HF 0. - .O k .= < .

) Botkin & Keller, 2009

4= (.

, 1=

7 = 4=<

%W6; 6 CD 1 O

=T

.=@ = 4=< =0 E =0 8= n D5 E = = 6- A = , =;< , =-

]> 5 f - 7. 7 E n 4 9:

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28 o = A

) , k 3 % R . <

.

% fg= E 0 8 n , k 3 Q 7 WO = = 1- pI : 1KI . + ,.

=

)

Gao & Liu, 2010

.= i (.

*=- 4 = 9:

E=

% fg 4 F

i 4 F .= = 1D;

= =6 4

* 5 F + + 1 n + , -1>K 4<

* ==01 , .== / ==0 7 1== + ==0 , ==k 3

5 NHA I >+

<

4 5 =q &@ , =-

.= F =0 I )

Safaian et al.,

(.2004

F

= C = 0 h

0 0 C .

- @ 4<

, F E D H + 1k ] 3 , -

4 .= + 1=

= + \ = : ]= 3 )

Yarali et al., 2010

E= (.

C 0

- r=0 / 5 =R , - =;F Z HF 4 , =-

&A n . -

. I s -

) .= ;- <

< == `T==0 ==;+ .==+ 4==< F == == == &

4 P . - .= - =;+ 0 , _ . + 1

= @ 4=

.=+ E = + =D: + % 1=' )

Haines

Young et al., 2006

E (.

- =;F E= Z HF 1 t R ,.@

8 =0 .+ 1

==0 ==+ - 4==< I 4== == r==0 /

< ==<

==0 , 1 ==+ S == 1==R , ==- 1==

u

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: % 1' .

80 % .3 6 ,

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45 , H=5 = C 0 C 0 h 4< 0 , =+ V = ]= 1O , : 3 f I

XW== O

== % == R .==

) Turner et al., 2003 (.

- w 8 0I E = 8= n 4 0 @ , 9/

x p C- 3

=T , - ;F E F :

5 p C- O 5 % _ 1

E .+

= F q

, 0 7. v I , : 0 )

Neil Adger,

.(2006

- C 01< 8 n _ 4+1:

= , -

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;:

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N )+

1 8 0I 4<

/ E .= .+ , < , 9

%. M E / .@ 4PT h 4 01

F q ?&@

1 ) Jabbarian Amiri, 1998

.(

1==s@

*==TP+

H .+ == 4== 3 , D==

1==@

.D==; == h J1K .== - % ==)

.D; D ]kFW 7.= C=-

= ,

7 > +160 E ) -

7 <

=0 =0 4=<

=

7. w / 2 =P+ =0 = .D; 2 + =0

0 ) Alizadeh, 2003

4 .(

= =6 H+ E= ] K

H== + .D==; D==

==3 D== E== E F ==:

4==

4 == K == , ==- 1K == 71==<

==

E

80 31

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:.+ . + =;

, = *+o =0 E =/

=

0 D 6 q 15 * 3

.+

H

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0 E F S =0 4PT E

, =-

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0 D * 3

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8 n

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S.

, - fI

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4=<

E K =01 =

Makhdoum )

(1993

, = 4=z

4 01 fI

=) {I 0

7 & ==0 3 ==

.==

) Sheikh Goodarzi et al.,

.(2012

= K F ] = , 8 n S.

, =-

8 0I + + 6 J1K1< , 9/

.= F = + I

K F %. E =T 1= -

I =5 R

, ==0 8== n H==

, -.==@ E ==0

=0 01<

) Khazaei & Azari Dehkordi,

(.2008

8 0I E . E= 6 J1=K1< , 9/

S.

4 & < % 1' + .= , -.= L 0

% ==s3 1== ==0 < , ==- .

Jabbarian Amiri

) ( 1998

O \ h , :

4=z 1=G E=

.

Safaian

==6 - )

(2004

\ E==

, ==

8 0I E 6 J1=K1< , 9=/

* = @ 1= 5

HR , .=+ < 7 & =0 .

Aghnoum

=6 -

) (2013

4 H + 8 =0I \ E= , : =<

, 9=/

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E .+ <

.

2 . - ) # ()*

D

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1200

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59 4=5

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36 45 23 4P 3

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D; 0 D S = p =| =0 .

= |

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=

3190 =01+ I , = `T=0

=0 .

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Zn . @ =R Z=n .D; 0 D I

=0 D ,H=< Z=n 4= } = 1 ; + p | .D;

C- 1 ; + 0 D 15

0

)

Jahani & Noie, 2007

(.

) ]6 1 .(

0 D * 3

h;R 0 A3 H .+

+ -1< 31 G+

=

)

Jahani & Noie, 2007

.(

01 E ; ,

I 25 5

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-

5

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0

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h= =- 6

1. Object-oriented Susceptibility method

46 ) - 1

)

Jabbarian Amiri, 1998

.(

4 8 =0I E = 1G 6 J1=K1< , 9=/

4=

\ 4 &:

7.

7 .=

] = = + 1= , =-

*;P+

U & 13 S.

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, = =-

8 0I E 7 & 0 , 9/

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Z 1/

h - : *PT

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% =&

4PT

< U & , 0

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Z HF 0 f„ C- \ Xo1= U =&

.=- 1R .= / Z- < H Z HF \ H

==<

. E ==

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<{

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xi

0 0 0 0 3 6 2 3

: €/ ,. N 0

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v - 5

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T

* 1 )

Jabbarian Amiri, 1998

( . E :

) 1 (

( )

K = X i X j

4==<

==0 % == OK

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4< 6 J1K1<

0 . . .O h 3 .

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, 9=/

G+ 1 C 01<

= =;

1=

)

Jabbarian

Amiri, 1998

.(

, == 4==< ==0 ` ==Q1 4== N o

4P

< t n 0 ,.

Z =0 F 4= = P .

;P+

* E ] 4< 0 U1=+ & < % OW

… 0 -.+ 0

*PT 4 K T 7.

= 1

4P ,.

7.

Feiznia

) ( 2008

.= 7 & =0 .

- w E )+I 4<

*;P+

V R 8=0 =0

1= L P

1= + 1=51 =G+

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R ,1=Q 0 (

7 & =0

4P , M O ] O .< t n 0 ,.

V =R

4=P E & † 4;P+ E =& < ,.=

)

Jalalian & Ayyobi, 2006

( .== 7 & ==0 .

1=i H= + C =A3 6 J1=K1< ]= O 4T *=;P+

4 D/

8=0 L P C A3 ,.

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7 & 0 T

* 2 )

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(1998

8 =0I yR , 9=/

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46 . E :

) 2 (

EQI = Ki X i

I 4<

8 0I yR EQI

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==

1=

)

.(Makhdoum, 2005

4= = E= 4=<

F q

@ 8 0I 0 > = = , 9/

. )+I 8 =0I 4=<

.=@ 7 > = , 9=/

`T0 = E = 6 J1K1< ] 1O L 0 1=

)

Makhdoum, 2002

( 4 = =G+

4=i =- .=0

==0 ]== 1O .==

7.==

1==5 % 1=='

8==0 7 1==

==-

==;

.==

==) +

*

4 0 O yR C- 7. I

8 0I , , 9/

1 .- 1R .

8 0I

\ 7 & 0 , 9/

v=A n , =-

4 + E +1: +1: , - 1

. S =ƒ 1= O 4

= 8 =0I E == \ 1=

, 9==/

= L ==0 4

7 > = ,.=

)

Rossi & Kuitunen, 1996

(

7 > == \ yR == \ E== 4==<

1(HV)

= 4 =0

1=

==D 4=<

= 7 =: L =0 , ==-

. .D 7 > 7.

` 5 , - 7

7.

=0

8 0I E , 9/

4= + L 0 =0 ,H=

*==Q1@

H== n I )

Zeilinski, 2002

( ==< 7 ==

)

Azaridehkordi & Khazaei, 2009

( u => =6

\ 8 0I E , - , 9/

‰ <

R 0 <

E ==0 4== + t n ==0 M==

, ==0 , ==-

=0 E 0 )

(Lausch & Herzog, 2002

4=<

4A 5 I 1

7 & 0 *) 0

46K . N =+

4<

L 0 8 0I I C = 01< h= , 9=/

D L 0 *) 0 = 4 =0 4=6K .=

1=

)

Azaridehkordi & Khazaei, 2009

.(

N .< - 4i :

\ , - 7

, = H 7.

1R ˆ R .+

4 \ H <

7 7.

= 0 =6 7 & =0 =Q @ Z- [/

=0 6 J1=K1< ]= 1O 2 =i

4=<

, =

1. Habitat Value

(9)

% &' ( "

) !& * + ,-.-/ 0 12 3

% &' 4 5 6 7!& 8 9:

0 12 221

8 ===0I E === n R === 6 J1===K1< , 9===/

:[

C = 01< 6 J1=K1< 6 J1=K1 , =- 0 + 1 )

De Lange et al., 2010

.(

= -

CD . 7 † 4< 4+1:

6 J1K1< ] 1O E

, I : ] P fI € 1 O

1 I 2 =3 4=51 1= C=- = =-

: . E 7 WO 5

* 4= ]= O =- -

8 =0I E = =+ 8 Q h 1 O , 9=/

E== 4==PT 6 J1==K1<

4== F : ==G+ \

0 I , H > 6 4< 1 .

- w E

6 J1=K1< ] O - 7 & 0 6 \ E % 1' 151

7 1 4=< I 80 , -

8 0I E 9: f 4PT h 6 J1K1< , 9/

1=5 0 .

XWƒ=

M = =q &@

7.=

==

7 == @ 1==

, ==- 4==+1: 4== 21==

, ==-

q &@

= H= + \ ]= O h= 1= O 4=

< \ CD 6 J1K1<

. E G+ 4

==

\ E== 4==w+I .==0 4== == D+

*==KH

8 0I yR 6 J1K1< , 9/

) (EQI

=0 4=

\ 0 4 + . I = -

4= + .=+ 1 ,

8 0I D 3 , 9/

. 4PT .

a + Z- [/

, - = =;+ 4 =;

4=< .=-

0 K T

* 6 J1K1< ] 1O Y.=- L =0

Z- [/

S =ƒ 1= O 4= u % =&

Safaian

==6 - )

( 2004

== O \ == - ==:

6 J1K1< ] 1O N +

7 = ) = `T=0 U =&

E = V =R = F _5 =D5 8 =0

Z 1/

C A3 - : (

8 =0I E = , , 9=/

6 J1K1<

= @

* 7 & =0 H=R , = 1= 5

.==+ <

. I ==-

==PT

* 4== 1==R == K T 11

==

1@

==Q a == + 4== 4==51 == .==+ < C == P 4

4 0 4= 4PT E 4< . Dq 7. I ]= K

8 ==0I .== i I C == 01< 1== 9==/

== I

===01

=== + 4 .

Yarali

===6 - )

(2010

= K T

* = Y.=- == 4=< 1=R =fI

==PT

*

q &@

8= n S.= 7 & 0 716+ 7.

.== N ==)+

==A@

* 8 ==0I E ==

, 9==/

6 J1K1< ] 1O 7 WO h J1K1<

4 &:

7.=

Z- [/

=Q @ 4=

]= K q =&@

1=

=PT

*

4 K T 7.

] O =0 C=- 7 >

<

.=+

.

Yazdian

===6 - )

(2012

===

===fI

h== + ]==> 5 , >== : E == , == == I

8 ==0I 8 == ]== 1O ==D 6 J1==K1< , 9==/

8 0I 0 V R , 9/

<

4=PT ]=< .+

8 0I 4P 40 C P , 9/

.=+ < ,.=

.

Aghnoum

==6 - )

(2013

== + Z- [==/ H

4 1R 8 0I O \ , : <

Zn , 9/

4 ==0 D== 1+ == < R ]==> 5 C ==/

7 V =R M= O ] O 7 WO Z =0 F , =-

8 0I E H + V R .=+ < 7 & =0 , 9/

.

4< ;+ a + .@

70 4PT E .'

4P 8 0I L @ , - 3 9/

.

0 D 3

* H .+

1 <

4= K T ,

4 8 =0I 0 1G N =)+ 6 J1=K1< , 9=/

0 7.;+

. )+I S =0 0 D E 4<

1387

7 1= .D=; =0 D zH5 =0

E =

% K T fI

1= T

† 8K 3 C- A< , -

7. N )+

L P

0 D 3

* H .+

, = % K T 1 <

4== F >+ % 1=='

==0 4==<

== A<

*

† ==

==-

Z- [==/

Z==n 4==< ==- ==&A n , ==-

0 D 1 7. N )+

=0 4= K T .=

.

† E A< a + -

4= 4PT E . <

N =P + , -.+ =0 15 8 0 E =

=0

1R 4= 8 E

= 3 7[=

Z 0 F I Y 4 3 0 9/

.

4 451 4 F

4 , - =0 .= I 7 Z- [=/

Q @ .@

70 4PT .' P

*

@ L

8 0I 9/

3 )

S .5 8 ( 4<

E=

7 .=

7 = h . + P H .+ =

Z=n

+ ==

H .

==k@

} | ==5

…== <

4== 3

4=== 3 Z===n

=== ] ===

1===

. - w E ===

- 1 4<

P

* a + 4 0 E = 7.= I

H .+ 4 3 Zn C-

t 0

Zn 1

4 4 3 8 0 3 E F : =PT

* + = -1<

E 8 = U =&

=;

Z=n 4= = +

(10)

4< H .+

=PT

* = =0 4= F : =3

8 0I yR , o , 9/

. E =;+ =

.- E 4<

4= M = 8 =0I =AO

, 9=/

C == 01< ,o == :. 6==

4==<

==) +

* E==

] 1O C< @

I - ) = U & 8 (

H= + E == =Q =0

) , -.+ ==0 1=5

A=0 ] = . + P + (

=Q V =R

) C<

M O

Z 0 F 8 ,

o , 9/

(

u ==0

== ]== 1==

==01

* .==+ .+ ==

.

E 4 G+

=- , =5 ]= 3 .=0 4=+1:

J ==/

H==

M == E== ==+ O L == P ~

6 % K T

J1K1< 1 .= h=

u = : N )+

=i = | 4=<

E=

=' =6 % 1

+ HF E F =01

* ]= = F q = , =k 3

6 J1==K1<

1==5 4==PT .

8 ==0 == E==

4 1 a .

Z- < 4PT .=

7. ./

=0 F . + - =D V =R Z

.=

4PT pI . F } &

E 4<

1' = @ %

C 01< E + : 4 -

4 K

n0

| @ 1= .- 1R E6

. 4Ad= E=

451 N HK =;

4= + M= 3 ,H=

= , =

q &@

Z- =< 4=PT

fI H 1: 4 01 + &

. <

.

REFERENCES

1. Aghnoum, M., Feghhi, J., Makhdoum, M., Jabbarian Amiri, B., 2013. Determination of ecological vulnerability in Patom district of Kheyrud forest using objective vulnerability method, Natural Environment 3, 245-254.

(In Persian)

2. Alizadeh, K., 2003. The tourists effect on environmental resources. Geographical researches 44, 55 – 70. (In Persian)

3. Azaridehkordi, F. and Khazaei, N., 2009.

Decision support systems for Rapid Environmental Impact Assessment in Degradation Assessment Landscape of Shafaroud Watershed, Environmental Studies, 51, 69-80.

4. Botkin, D., Keller, E., 2009. Environmental Science: Earth as Living Planet. 6th Edition.

University of Mashhad Press, 680 p.

5. De Lange, H. J., Sala, S., Vighi, M., Faber, J.

H. 2010. Ecological vulnerability in risk assessment - A review and perspectives.

Science of The Total Environment 408, 3871-3879.

6. Feiznia, S., 2008. Applied Sedimentology Based on Soil Erosion and Sediment Production. University of Agricultral Scince and Naturnal Reesources press. 356 p.

7. Gao, J. Liu, Y., 2010. Determination of land degradation causes in Tongyu County, Northeast China via land cover change detection. Applied Earth Observation and Geoinformation 12: 9–16

8. Haines Young, R. Potshin, M. Cheshire, D., 2006. Defining and identifying Environmental Limits for Sustainable Development. a Scoping Study. Final Full Technical Report to Defra, 103 p.

9. Jabbarian Amiri, B., 1998. Introduction an objective method for determining the ecological vulnerability of ecosystems.

Environmental Study 21 & 22, 57 – 68. (In Persian)

10. Jahani, M., Noie, F., 2007. Study the effective factors on migration of rural – urban in Torghabeh village.Geographical sciences 7 & 8, 124 – 141. (In Persian) 11. Jalalian, A., Ayyobi, Sh., 2006. Land

Evaluation, Esfahan University of Technology press. 398 p.

12. Khazaei, N. Azari Dehkordi, F., 2008. Forest Landscape Degradation Assessment in Dokeh watershed,

13. Iran. Environmental Application and Science 2: 91-100.

14. Lausch, A., Herzog, f. 2002. Applicability of Landscape Metrics for the Monitoring of Landscape Change: Issues of Scale, Resolution and Interpretability. Ecological Indicators, 1, 3-15.

15. Makhdoum, M., 2002. Degradation model: a quantitative EIA instrument, acting as a Decision Support System (DSS) for environmental management. Environmental management 30: 151-156.

(11)

% &' ( "

) !& * + ,-.-/ 0 12 3

% &' 4 5 6 7!& 8 9:

0 12 223

16. Makhdoum, M., 2005. Fundamental of Land use Planning, 7th Edition. University of Tehran Press. 289p

17. Neil Adger, W., 2006. Vulnerability, Global Environmental Change 16, 268-281.

18. Rossi, E. and Kuitunen, M., 1996. Ranking of habitats for the assessment of ecological impact in land use planning, Biological Conservation, 77, 227-234.

19. Safaian, N. Shokri, M. Jabbarian Amiri, B., 2004. Environmental Impact Assessment of Development in the North of Iran.

Environmental Studies 13 (3): 319-323.

20. Safaian, N., Shokri, M., Jabbarian, B., 2004.

Determination the ecological vulnerability in the ecosystems of southern coast of the Caspian sea. Environmental Study 29, 45 – 50. (In Persian)

21. Sheikh Goodarzi, M., AlizadehShabani , Salman Mahiny A., Feghhi J., 2012.

Environmental Impact Assessment (EIA) of Korganroud watershed, using landscape degradation model, Natural resources 2, 223 – 234. (In Persian)

22. Turner, B. L., Kasperson, R. E., Matson, P.

A., McCarthy, J. J., Corellg, R. W., Christensen, L., Eckley, N., Kasperson, J. X., Luerse, A., Martello, M. L., Polsky, C., Pulsipher, A., Schiller, A. 2003. A framework for vulnerability analysis in sustainability science. PNAS, 14, 8074-8079.

23. Yarali, N., Soltani, A., Jafari, A., Mafi Gholami, D., Mahmodi, M., 2010.

Environmental impact assessment in Ashtarankoh protected area using land degradation model. Environmental researches 1, 13 – 22. (In Persian)

24. Yavari, GH.,FazelBeygi, M. 2011. Study the impact of development and sustainability in Horaman region ecosystem using land degradation model. Environmental Study 57, 121 – 128. (In Persian)

25. Yazdian, F. Faghih Nasiri, L. Kiapasha, Kh., 2012. The impact assessment of environmental tourism on Namak-Abrod forest using degradation model. Forest 2:

113 – 121. (In Persian)

26. Zeilinski, J. 2002. Watershed vulnerability analysis. Ellicott city, MD center for watershed protection: 1-22.

Referensi

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