On approaches and applications of the Wageningen crop models

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Abstract

Since the pioneering work of C.T. de Wit in the 1960s, the Wageningen group has built a tradition in developing and applying crop models. Rather than focusing on a few models, diversity is its trademark. Here we present an overview of the Wageningen crop and crop-soil modelling approaches along three criteria. The first criterion relates to the production situations the models are dealing with (i.e. potential, water and/or nutrient-limited, and actual production situations including pests, diseases and weeds). Second, models differ as a result of the objectives of model development, and hence required scale and degree of detail and comprehensiveness. Third, models have at least three potential application domains, i.e. research, education and support of learning and decision making processes.
We describe both summary and more comprehensive modelling approaches for the major production situations. An overview of most of the Wageningen models is presented together with a more detailed description of LINTUL, SUCROS, ORYZA, WOFOST and INTERCOM. Illustrations for each of the three application domains are presented, i.e. plant type design, guiding experimental research, education, yield gap analysis, evaluation of manure policies, crop growth monitoring system and analysis and design of farming and regional land use systems. We discuss common issues of model verification, model validation, model validity and data requirements, and present information on software implementation, model and software documentation and distribution policy. Finally, we reflect upon the Wageningen modelling approaches and identify a number of key issues for future research.
Major achievements of Wageningen modelling efforts include (1) a broad variety of approaches for modelling of systems at different scales and with different purposes; (2) their contribution to quantitative systems thinking in general, also for applications at higher hierarchical levels; (3) a strong linkage between crop modelling and higher education, both at undergraduate, graduate and post-doctoral level. To continually increase our understanding of crops and production systems a diversified approach must be cherished. At the same time we conclude that focus is required on a limited number of modules in a more integrated modelling framework for the benefit of analysing, evaluating and designing cropping systems. This review may be instrumental in the development of such an integrated framework.

Introduction

The Wageningen group has a long tradition in developing and applying crop models in its agro-ecological research program, based on the pioneering work of C.T. de Wit. In the 1960s and 1970s the main aim of these modelling activities was to obtain understanding at the crop scale based on the underlying processes. De Wit and co-workers at the Department of Theoretical Production Ecology1 of Wageningen University, and the DLO Research Institute for Agrobiology and Soil Fertility2 developed the model BACROS and evaluated components of the model (such as canopy photosynthesis) with especially designed equipment and field experiments (De Wit et al., 1978, Goudriaan, 1977, Van Keulen, 1975, Penning de Vries et al., 1974). These modelling approaches have served as the basis and inspiration for modelling groups around the world. A pedigree of the Wageningen crop models has been extensively described by Bouman et al. (1996).
In the 1980s a wide range of scientists in Wageningen became involved in the development and application of crop models. The generic crop model SUCROS for the potential production situation was developed (Van Keulen et al., 1982, Van Laar et al., 1997), which formed the basis of most recent Wageningen crop models such as WOFOST (Van Keulen and Wolf, 1986, Boogaard et al., 1998), MACROS (Penning de Vries et al., 1989), and ORYZA (Bouman et al., 2001). A simplified approach with respect to simulation of dry matter accumulation was developed by Spitters and Schapendonk (1990) based on the light use efficiency (LUE) as introduced by Monteith (1977): the model LINTUL. For water- and nitrogen-limited production situations, model components were added to SUCROS resulting in models such as ARID CROP, SAHEL and PAPRAN (Van Keulen et al., 1981, Seligman and Van Keulen, 1981). These developments were associated with development-oriented research programmes such as ‘Actual and potential production of semi-arid grassland’ (Van Keulen et al., 1981) in Israel and ‘La Productivité des Pâturages Sahéliens’ (PPS; Penning de Vries and Djitèye, 1982) in West Africa. Major efforts were directed to obtaining full understanding of crop performance under a wide range of conditions. These included modelling of perennial species in forest systems (Mohren, 1987, Kramer, 1996), and the effects of yield-reducing factors, such as weeds (Spitters and Aerts, 1983, Kropff et al., 1984, Kropff, 1988), pests (Fransz, 1974, Rabbinge, 1976, Van der Werf, 1988), diseases (Rabbinge, 1976, Van der Werf, 1988, Rossing, 1993, Bastiaans, 1993a) and air pollution (Kropff, 1989). Practical applications were realised in decision support systems for pests and diseases (Rabbinge and Rijsdijk, 1984, Rossing, 1993). Kropff et al. (1995a) have reviewed the approaches and applications of coupling crop and pest models.
In the 1990s the Wageningen group focused more on applications in research, agronomic practice and policy making. In a major project (Simulation and Systems Analysis for Rice Production, SARP) of Wageningen, the International Rice Research Institute (IRRI) and 15 NARS in Asia, interdisciplinary teams of Asian scientists were trained in the development and application of simulation models (Kropff et al., 1994a, Ten Berge and Kropff, 1995). Along with this program, a wide range of issues was studied using crop models, such as: mixed cropping (e.g. Baumann et al., 2001), relay cropping in upland rice (Akanvou et al., 2002), effects of climate change (Nonhebel, 1993, Wolf, 1993, Goudriaan, 1996, Rodriguez et al., 1999), breeding applications (Kropff et al., 1995b, Bindraban, 1997, Aggarwal et al., 1997, Yin et al., 2000), yield gap analyses (e.g. Casanova, 1998), and water and nitrogen management (e.g. Ten Berge et al., 1997a, Ten Berge et al., 1997b, Farré et al., 2000).
In the 1990s crop models also found their application in studies at the higher levels of integration, i.e. farm and regional scale. In these studies, crop models were used to quantify a broad range of land use systems; subsequently these land use systems were aggregated to farm or regional scale using various techniques (e.g. linear programming) or procedures. Studies on designing environmentally friendly systems for arable (Ten Berge et al., 2000), dairy (Van de Ven, 1996) and flower bulb farms (Rossing et al., 1997) were conducted, also enabling analysis of trade-offs between economic and environmental objectives. Land use studies were carried out with a focus on interactive exploration of different strategies for the European Union, Mali, Costa Rica and South-east Asia (e.g. Rabbinge and Van Latesteijn, 1992, Breman and Sissoko, 1998, Bouman et al., 2000, Roetter et al., 2000). Finally, crop models were used to explore limits for food production capabilities at global scale (Penning de Vries et al., 1995).
The philosophy of the Wageningen modelling group has been based on open exchange of information and a strong linkage with teaching. To facilitate this, models were published in books and reports with full code and describing the scientific basis. The high citation intensity of these books indicates the value of such a publication medium in addition to publishing short articles in refereed international scientific journals. The Wageningen crop modelling community currently works on a wide range of projects using models in many different ways, but with a joint conceptual framework of production-defining, -limiting and -reducing factors (Section 2.1). A joint modelling framework, however, has not been developed so far, and evaluation standards and software checking procedures have not (yet) been implemented in a standardised way.
In this paper we give an overview of currently available crop modelling approaches and examples of applications in research, education, agricultural practice and policy making. We pay special attention to the existence of models of varied degrees of complexity for different purposes. Section 2 describes the three criteria used throughout this paper to classify the Wageningen models. Section 3 presents the major summary and comprehensive modelling approaches for potential production, water- and nitrogen-limitation and yield reductions, further detailed in Section 4. Then, we discuss issues on model testing and data requirements (Section 5) and on software implementation, its documentation and availability (Section 6). Section 7 presents examples of applications in three domains and we conclude with reflections and prospects (Section 8).

Section snippets

Classifying the Wageningen models

The Wageningen School of agro-ecological modelling is unified in its final aim of gaining knowledge, but highly diverse in its products. But how can this diversity be characterised? We use three criteria in this paper:
  • a hierarchy in growth and production factors;
  • objectives of the model, and required scale and degree of detail;
  • application domains, i.e. research, education and decision support.

Potential production

Today, crop modelling in Wageningen for potential production situations follows the LUE approach as adopted in the LINTUL models, or the photosynthesis approach in the SUCROS family of models. LINTUL (Light INTerception and UtiLisation) models use the linear relationship between biomass production and the amount of radiation intercepted (captured) by the crop canopy (Monteith, 1977), which has been found for many crop species, grown under well-watered conditions and ample nutrient supply, in

Potential production modules

The LINTUL and SUCROS-type of crop models for potential production consist of a series of modules, some are common, and some are specific.

Model verification

The mathematical equations forming a model are hardly ever solvable analytically. Therefore, a computer program is written to technically represent the model concept, and to study its behaviour. It is this program behaviour that is compared finally with experimental data.
One must now ask three questions. To what extent does the mathematical model represent reality? Is the model exactly represented by the computer program? Are the experimental data correct? The third question will not be

Software implementation, documentation and distribution policy

Most of the Wageningen models after about 1990 are programmed in the Fortran Simulation Environment (FSE), as developed by D.W.G. van Kraalingen and C. Rappoldt (Van Kraalingen, 1995). The programming framework FSE is a successor of CSMP, and allows running models on almost any platform. It facilitates the development of generic modules for model components, structured programming to enhance quality control and exchange of modules between models, and has an excellent error communication system.

Plant type design

Models can be very useful to support design and development of new plant types. This was demonstrated at IRRI, where in the late 1980s, scientists proposed modifications to the existing high-yielding crop types that should enhance the potential yield for rice in irrigated direct-seeded conditions to 13–15 t ha−1 (IRRI, 1989). The proposed characteristics for the designed new crop type came from different perspectives and included: a reduced tillering capacity, no unproductive tillers, over 200

Reflections and prospects

Reflections upon crop modelling capabilities in Wageningen must address issues of science, programming and internal organisation of Wageningen.
Wageningen models are deterministic and include no stochastic approaches, although they can be used in, for example, Monte Carlo simulations to make stochastic responses explicit (e.g. Rossing, 1993). They follow the initial value approach, i.e. they are run with information on initial values of state variables, as opposed to the two-point boundary value

Acknowledgements

We acknowledge that this paper could not have been written without the endeavours of a multitude of scientists involved in Wageningen modelling developments over the last 3 decades. Any attempt to list them, or to include them as co-authors of this paper, would inherently mean that we would overlook many. The authors take the full responsibility for the texts although a number of principal model developers have been consulted.
We thank Dr Ir. Maurits van den Berg, Prof. Dr Ken Giller and Prof.
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