The effects of density, spatial pattern, and competitive symmetry on size variation in simulated plant populations

被引:219
作者
Weiner, J [1 ]
Stoll, P
Muller-Landau, H
Jasentuliyana, A
机构
[1] Royal Vet & Agr Univ, Dept Ecol, DK-1958 Frederiksberg, Denmark
[2] Univ Bern, Geobot Inst, CH-3013 Bern, Switzerland
[3] Princeton Univ, Dept Ecol & Evolut Biol, Princeton, NJ 08544 USA
[4] SUNY Stony Brook, Dept Ecol & Evolut, Stony Brook, NY 11794 USA
关键词
asymmetric competition; individual-based models; population structure; size inequality; spatial effects; zone of influence;
D O I
10.1086/321988
中图分类号
Q14 [生态学(生物生态学)];
学科分类号
071012 ; 0713 ;
摘要
Patterns of size inequality in crowded plant populations are often taken to be indicative of the degree of size asymmetry of competition, but recent research suggests that some of the patterns attributed to size-asymmetric competition could be due to spatial structure. To investigate the theoretical relationships between plant density, spatial pattern, and competitive size asymmetry in determining size variation in crowded plant populations, we developed a spatially explicit, individual-based plant competition model based on overlapping zones of influence. The zone of influence of each plant is modeled as a circle, growing in two dimensions, and is allometrically related to plant biomass. The area of the circle represents resources potentially available to the plant, and plants compete for resources in areas in which they overlap. The size asymmetry of competition is reflected in the rules for dividing up the overlapping areas. Theoretical plant populations were grown in random and in perfectly uniform spatial patterns at four densities under size-asymmetric and size-symmetric competition. Both spatial pattern and size asymmetry contributed to size variation, but their relative importance varied greatly over density and over time. Early in stand development, spatial pattern was more important than the symmetry of competition in determining the degree of size variation within the population, but after plants grew and competition intensified, the size asymmetry of competition became a much more important source of size variation. Size variability was slightly higher at higher densities when competition was symmetric and plants were distributed nonuniformly in space. In a uniform spatial pattern, size variation increased with density only when competition was size asymmetric. Our results suggest that when competition is size asymmetric and intense, it will be more important in generating size variation than is local variation in density. Our results and the available data are consistent with the hypothesis that high levels of size inequality commonly observed within crowded plant populations are largely due to size-asymmetric competition, not to variation in local density.
引用
收藏
页码:438 / 450
页数:13
相关论文
共 45 条
[1]  
[Anonymous], ONCOIMMUNOLOGY
[2]  
BEGON M, 1984, EVOLUTIONARY ECOLOGY, P175
[3]  
BELLA IE, 1971, FOREST SCI, V17, P364
[4]   A new approach to spatially explicit modelling of forest dynamics: Spacing, ageing and neighbourhood competition of mangrove trees [J].
Berger, U ;
Hildenbrandt, H .
ECOLOGICAL MODELLING, 2000, 132 (03) :287-302
[5]   THE SIZE STRUCTURE OF THEORETICAL PLANT-POPULATIONS - SPATIAL PATTERNS AND NEIGHBORHOOD EFFECTS [J].
BONAN, GB .
ECOLOGY, 1988, 69 (06) :1721-1730
[6]   ANALYSIS OF NEIGHBORHOOD COMPETITION AMONG ANNUAL PLANTS - IMPLICATIONS OF A PLANT-GROWTH MODEL [J].
BONAN, GB .
ECOLOGICAL MODELLING, 1993, 65 (1-2) :123-136
[7]   DENSITY EFFECTS ON THE SIZE STRUCTURE OF ANNUAL PLANT-POPULATIONS - AN INDICATION OF NEIGHBORHOOD COMPETITION [J].
BONAN, GB .
ANNALS OF BOTANY, 1991, 68 (04) :341-347
[8]   Asymmetric competition between plant species [J].
Connolly, J ;
Wayne, P .
OECOLOGIA, 1996, 108 (02) :311-320
[9]   DEVELOPMENT OF PLANT-TO-PLANT VARIABILITY IN MAIZE AT DIFFERENT PLANTING DENSITIES [J].
EDMEADES, GO ;
DAYNARD, TB .
CANADIAN JOURNAL OF PLANT SCIENCE, 1979, 59 (03) :561-576
[10]   CELLULAR AUTOMATA APPROACHES TO BIOLOGICAL MODELING [J].
ERMENTROUT, GB ;
EDELSTEINKESHET, L .
JOURNAL OF THEORETICAL BIOLOGY, 1993, 160 (01) :97-133