( L ari x chi nensis) ( Pinaceae) ( L ari x Mill), m. CHIN ESE JOURNAL OF APPL IED ECOLO GY,Feb. 2005,16 (2)

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1 CHIN ESE JOURNAL OF APPL IED ECOLO GY,Feb. 2005,16 (2) (, ),,, (118087) (117931),. Morisita. Greig2Smith, 128 m m 2,. ( PI),,,, (2005) S718 A Spatial distribution pattern and fractal analysis of L a rix chinensis populations in Qinling Mountain. GUO Hua,WAN G Xiaoan, XIAO Yaping ( College of L if e Science, S haanxi Norm al U niversity, Xi an , China). 2Chin. J. A ppl. Ecol.,2005,16 (2) : In this paper,the fractal characters of L arix chinensis populations in Qinling Mountain were studied by contigu2 ous grid quadrate sampling method and by boxing2counting dimension and information dimension. The results showed that the high boxing2counting dimension ( ) and information dimension ( ) reflected a higher spatial occupational degree of L. chinensis populations.judged by the dispersal index and Morisita s pat2 tern index, L. chinensis populations clumped at three different age stages (0 25,25 50 and over 50 years). From Greig2Smiths mean variance analysis, the figure of pattern scale showed that L. chinensis populations clumped in 128 m 2 and 512 m 2,and the different age groups clumped in different scales. The pattern intensities decreased with increasing age,and tended to reduce with increasing area when detected by Kershaw s PI index. The spatial pattern characters of L. chinensis populations may be their responses to environmental factors. Key words L arix chinensis, Fractal dimension, Spatial distribution pattern, Pattern intensity, Pattern scale. 1,.,, [3,9 ]. ( L ari x chi nensis) ( Pinaceae) ( L ari x Mill), m,,.,, [2 ].,.,,,, [2,8,11 ].,.,,. 3 ( ) ,

2 ,,, m ( ), ; 8 ( E), 2 ( N)., mm, , ;,, mm, ( ) (1 000 m ) ( m) ( m) ( m), (3 000 m ) [2,8,11 ] , 3 64 m 64 m.,.,, Y = X ( r = , P < 0101), ,,, 10 ( 4 m 2 m), log( N ( ) ) D b = lim 0 - log( ), D b ;, ; N. 2 ( 32) 32 ( 2), 31. N, N ( ), D b. I ( ) D i = lim 0 - ln ( ), D i ;, ; I ( ). N i, N, P i = N i / N, I i = - P i ln P i, I ( ) = I i. I ( ) ( ), D i Morisita, Taylor, Iwao m 3 2m, [9,17 ] Greig2Smith, [9,17 ] ) : Kershaw PI = [ (2 ) / Ns ] 1/ 2, Ns ( Ns = 2 n, n = 0,1,2,3, ). 10, 8 m 2, 2., Y, X,. 2) : ( ) [14,16,17 ] 3, ( PI), , [6 ]. (Box2count2 ing dimension)..,,. ( Information di2 mension), [5 ].,,. 2.,,,. 1, (1) (2)., [5,6 ]. ( 1), (1), ;,. (2) ( D b = ), 2 ( ), m, m, ( ),,.

3 2 : ( (1) (2) ) Fig. 1 Box2counting dimension of L. chinensis population ( Function (1) and (2) represent the D b of both sides of the inflexion). ( 2), (3) (4), (4) 2,, [5 ] , 1 2, m,,,. 2 ( (3) (4) ) Fig. 2 Information dimension of L. chinensis population ( Function 3 and 4 represent the D i of both sides of the inflexion).,,,,. ( 2),,,,,,,. 312 ( ) m m, 3 (4 m 8 m). 1.,. 2 np(x i ) 5, ( i = 0,1,2, r), 2.., Morisita,. Taylor,Iwao. Morisita ( I),, 3. Taylor,. Iwao,, [9,17 ] Table 1 Analysis of spatial patterns of L arix chinensis population ( Cx) Dispersal index Morisita ( I) Morisita s pattern index Lga Taylor Taylor method b Iwao Iwao method 0 25 yr yr yr Total Clumped > 1 > 1 Lga > 0,b > 1,, > 0, > 1, Random = 1 = 1 Lga = 0,b = 1 = 1 Even < 1 < 1 Lga < 0,b < 1 < Difference between the calculated and theoretical values is markedly insignificant ; 3 Difference between the calculated and theoretical values is insignificant.

4 , m 2, m , 0 25, 128 m m , 256 m 2, 6,. 3 50, 1 5, 6 8, m m ,., 2 [9 ] m 2.,.,,,., 128 m m 2, (20 m 20 m), 40 m 40 m. 3 Fig. 3 Analysis of pattern scale of L arix chinensis population. 314 Kershaw ( PI). PI, PI Y X, ( 4).,.,, 4 Fig. 4 Analysis of pattern intensity of L arix chinensis population.., ( PI),. [13,16 ],. ( C) ( m 3 ) ( I),,., m m 3 m 3 / m, [9 ]. ( k),,. CASSIE ( CA ) k. GREEN ( GI).,. 1 Taylor Iwao, ( C) ( m 3 ) ( I).,,,,. ( PI), ( PI). 2 Table 2 Analysis of pattern intensities of L arix chinensis populations 0 25 yr yr > 50 yr total ( C) ( I) ( m 3 ) ,.,

5 2 : 231 [1 ], (, ), ;,, ;,.,. ( Coryl us heterophylla),,, [7 ] ; ( Pi nus arm andi), 2 2 [10 ] ; [4 ] ( Tax us m ai rei),,,, ; [15 ] 1 10 ( Q uercus vari2 abilis),, 20.,, m,,.,.,..,,, [6 ].,,,,,,. 0 25,.,,,,,,, ( ).,, ,.,, 013 g,,,,.,,.,. ( m),., m, m,,.,,.,,,,., ( Bet ula utilis) [12 ],.,, [16 ]..,.,,.,,,.,,

6 232 16,.,,,.,,,. 1 Hu Y2M ( ), Xu W2D ( ), Zheng Y2R ( ) Spatial distribution pattern of natural Pinus sylvestrif ormis population with same age. Chin J A ppl Ecol ( ), 7 (2) : (in 2 Jian Z2X ( ),Li Z2J ( ),Di W2Z ( ), et al The Compositive Review Papers of Taibai Mountains Nature Reserve Area. Xi an :Shannxi Normal University Press (in 3 Li H2T ( ) Introduction to studies of the pattern of plant population. Chin B ull Bot ( ),12 (2) :19 26 (in 4 Liu R2L ( ),Zhu L2L ( ) Study on spatial pat2 tern of population of Tax us mairei in its natural community. Envi2 ron Dev ( ),12 (1) :3 4 (in 5 Ma K2M ( ), Zu Y2G( ) Fractal properties of the spatial pattern of L arix gmelini population - Information di2 mension. Acta Ecol Sin ( ),20 (2) : (in 6 Ma K2M ( ), Zu Y2G( ) Fractal properties of the spatial pattern of L arix gmelini population - Box2counting di2 mension. B ull Bot Res ( ),20 (1) : (in 7 Qi J2Z( ),He Y2F( ),Li K2Y( ), et al A study on the dispersion pattern and its dynamics of Corylus het2 erophylla population. J Jilin For U niv ( ),12 (2) : (in 8 Ren Y( ), Yang X2Z( ), Wang X2J ( ), et al The Animal and Plant Resources of Changqing National Na2 ture Reserve. Xi an : Northwest University Press (in Chi2 nese) 9 Wang B2S( ),Li M2G( ),Peng S2L ( ) Phytopopulology. Guangzhou : Guangdong Higher Education Press (in 10 Wang D2X ( ),Chen H2B ( ),Lou J2J ( ), et al Distribution pattern and dynamics of Pinus armandi pop2 ulation in the Qinling Mountains. Acta Bot Boreal2Occident Sin ( ),18 (4) : (in 11 Wang J2R ( ), Ma Y2S ( ),Li Z2J ( ) The Management Plan of Taibai Mountains National Nature Re2 serve in Shannxi. Xi an :Shannxi Press (in 12 Wen Y2G( ),Li X2X( ), Yuan C2A( ), et al A preliminary study on the structure and dynamics of domi2 nant tree populations in natural secondary forest in Daming Mount Tianping cutting block. J Guangxi A gric U niv ( ),15 (2) : (in 13 Wu J2L ( ) The applicability of various methods in analysis of the spatial distribution pattern of the endanger and rare plant Tsuga longibtracteate population. Acta A gric U niv Jiangxi ( ),23 (3) : (in 14 Zhang F ( ),Shangguan T2L ( ) Population patterns of dominant species in Elaeagnus mollis communities, Shanxi. Acta Phytoecol Sin ( ),24 (5) : (in 15 Zhang W2H ( ),Lu Z2J ( ),Li J2X( ), et al A comparative study on spatial distribution pattern and its dynamics of Quercus variabilis populations among different forest areas in Shaanxi Province,China. Acta Bot Boreal2Occident Sin ( ),22 (3) : (in 16 Zhang Z2G( ),Wang R2Q ( ) On island biodi2 versity of Qingdao offshore. The spatial pattern of Camellia japonica population. J S handong U niv (Nat Sci) ( ),33 (4) : (in 17 Zhou J2L ( ),Zheng S2Z( ), Yang C( ) Population Ecology. Beijing : Higher Education Press (in,,1978,,, 5. E2mail com. cn

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