Model of succession in degraded areas based on carabid beetles (Coleoptera, Carabidae)

Degraded areas constitute challenging tasks with respect to sustainable management of natural resources. Maintaining or even establishing certain successional stages seems to be particularly important. This paper presents a model of the succession in five different types of degraded areas in Poland...

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Main Authors: Axel Schwerk, Jan Szyszko
Format: Article
Language:English
Published: Pensoft Publishers 2011-05-01
Series:ZooKeys
Online Access:http://zookeys.pensoft.net/lib/ajax_srv/article_elements_srv.php?action=download_pdf&item_id=2395
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spelling doaj-513c3d1c174c42438cf28c7ebe2f1dd92020-11-25T00:36:22ZengPensoft PublishersZooKeys1313-29891313-29702011-05-01100031933210.3897/zookeys.100.15342395Model of succession in degraded areas based on carabid beetles (Coleoptera, Carabidae)Axel SchwerkJan SzyszkoDegraded areas constitute challenging tasks with respect to sustainable management of natural resources. Maintaining or even establishing certain successional stages seems to be particularly important. This paper presents a model of the succession in five different types of degraded areas in Poland based on changes in the carabid fauna. Mean Individual Biomass of Carabidae (MIB) was used as a numerical measure for the stage of succession. The run of succession differed clearly among the different types of degraded areas. Initial conditions (origin of soil and origin of vegetation) and landscape related aspects seem to be important with respect to these differences. As characteristic phases, a ‘delay phase’, an ‘increase phase’ and a ‘stagnation phase’ were identified. In general, the runs of succession could be described by four different parameters: (1) ‘Initial degradation level’, (2) ‘delay’, (3) ‘increase rate’ and (4) ‘recovery level’. Applying the analytic solution of the logistic equation, characteristic values for the parameters were identified for each of the five area types. The model is of practical use, because it provides a possibility to compare the values of the parameters elaborated in different areas, to give hints for intervention and to provide prognoses about future succession in the areas. Furthermore, it is possible to transfer the model to other indicators of succession.http://zookeys.pensoft.net/lib/ajax_srv/article_elements_srv.php?action=download_pdf&item_id=2395
collection DOAJ
language English
format Article
sources DOAJ
author Axel Schwerk
Jan Szyszko
spellingShingle Axel Schwerk
Jan Szyszko
Model of succession in degraded areas based on carabid beetles (Coleoptera, Carabidae)
ZooKeys
author_facet Axel Schwerk
Jan Szyszko
author_sort Axel Schwerk
title Model of succession in degraded areas based on carabid beetles (Coleoptera, Carabidae)
title_short Model of succession in degraded areas based on carabid beetles (Coleoptera, Carabidae)
title_full Model of succession in degraded areas based on carabid beetles (Coleoptera, Carabidae)
title_fullStr Model of succession in degraded areas based on carabid beetles (Coleoptera, Carabidae)
title_full_unstemmed Model of succession in degraded areas based on carabid beetles (Coleoptera, Carabidae)
title_sort model of succession in degraded areas based on carabid beetles (coleoptera, carabidae)
publisher Pensoft Publishers
series ZooKeys
issn 1313-2989
1313-2970
publishDate 2011-05-01
description Degraded areas constitute challenging tasks with respect to sustainable management of natural resources. Maintaining or even establishing certain successional stages seems to be particularly important. This paper presents a model of the succession in five different types of degraded areas in Poland based on changes in the carabid fauna. Mean Individual Biomass of Carabidae (MIB) was used as a numerical measure for the stage of succession. The run of succession differed clearly among the different types of degraded areas. Initial conditions (origin of soil and origin of vegetation) and landscape related aspects seem to be important with respect to these differences. As characteristic phases, a ‘delay phase’, an ‘increase phase’ and a ‘stagnation phase’ were identified. In general, the runs of succession could be described by four different parameters: (1) ‘Initial degradation level’, (2) ‘delay’, (3) ‘increase rate’ and (4) ‘recovery level’. Applying the analytic solution of the logistic equation, characteristic values for the parameters were identified for each of the five area types. The model is of practical use, because it provides a possibility to compare the values of the parameters elaborated in different areas, to give hints for intervention and to provide prognoses about future succession in the areas. Furthermore, it is possible to transfer the model to other indicators of succession.
url http://zookeys.pensoft.net/lib/ajax_srv/article_elements_srv.php?action=download_pdf&item_id=2395
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