Methodological and Ideological OptionsThe economic impacts of water supply restrictions due to climate and policy change: A transboundary river basin supply-side input-output analysis
Introduction
The overexploitation of water resources and the degradation of their quality by human-driven activities have reduced the amount of available water in many regions around the world. This situation is expected to be intensified by climate change and increasing demand for water associated with population growth and economic development. Under such circumstances, allocating limited water resources in an efficient manner among competing water users becomes more and more critical (Renzetti and Dupont, 2017), particularly in transboundary river basins that are operated by different authorities. One way to allocate water more efficiently is to include economic principles and methods in water allocation and management practices (Harou et al., 2009). The need to consider water as an economic good in water management was acknowledged by the United Nations in its 1992 Dublin statement (U.N., 1992).
Several researchers have used economic modelling approaches to study either water quality changes caused by human activities (e.g., Duarte Pac and Sánchez Chóliz, 1998; Brouwer et al., 2008; Dellink et al., 2011) or human-induced water quantity changes (e.g., Cai et al., 2003; Velázquez, 2006; Harou et al., 2010; Ward, 2014; Kahsay et al., 2017; Ridoutt et al., 2018). While some of the studies investigating water quantity changes have applied combinations of hydrological simulation and economic optimization methods to identify the most promising sectoral water management practices based on economic parameters (e.g., Bielsa and Duarte, 2001; Cai et al., 2003; Jenkins et al., 2004; Booker et al., 2005; Medellín-Azuara et al., 2007; Harou et al., 2010; Blanco-Gutiérrez et al., 2013; Razavi et al., 2013; Asadzadeh et al., 2014; Graveline et al., 2014; Ward, 2014; Esteve et al., 2015; Bekchanov et al., 2016; Kim and Kaluarachchi, 2016; Amjath-Babua et al., 2019), only a number of these studies have used macro-economic models to evaluate the direct and indirect economic impacts of water management policies on the economy as a whole (e.g., Kulshreshtha and Grant, 2003; Velázquez, 2006; Guan and Hubacek, 2008; Calzadilla et al., 2010; González, 2011; Kahsay et al., 2017; Levin-Koopman et al., 2017).
One of these macro-economic models is the Input-Output (IO) framework originally developed by Leontief (1936), and later extended to account for environmental parameters, such as pollution caused by economic activities (Leontief, 1970). This framework has been used in water management studies mainly to estimate sectoral water consumptions in response to a change in final demand for water-dependent goods and services (e.g., Duarte et al., 2002; Velázquez, 2006; Cazcarro et al., 2013; Ridoutt et al., 2018). This IO framework was modified to accommodate limited resources, such as water, and the supply-side IO model was proposed to relate changes in sectoral inputs to sectoral production (Ghosh, 1958; Miller and Blair, 2009). The supply-side IO model has however been used in only a few studies to evaluate the economic impacts of water allocation and supply policies (e.g., Yoo and Yang, 1999; González, 2011; Bogra et al., 2016).
A critical step in including water in an economic model, either in physical units (e.g., Bogra et al., 2016), monetary units (e.g., Velázquez, 2006) or a combination thereof (e.g., water productivity as in Pérez Blanco and Thaler, 2014), is selecting the relevant spatial scale at which not only hydrological and economic data are available, but also modelling results could be used for water allocation decisions. This step is challenging due to the differences in spatial resolution of hydrological and economic data (e.g., Brouwer et al., 2005; Brouwer and Hofkes, 2008; Cai, 2008). Water extraction and use data are, for example, usually available at river-basin or sub-basin scale, whereas economic data are typically published at administrative scales such as a province, county, or country as a whole. The river basin or catchment is often the most appropriate study unit from the viewpoint of hydrology and water resources management and planning (Loucks and Van Beek, 2005), while economic market data may better fit administrative boundaries.
Based on their spatial scales, existing IO studies that include water can be categorized into single and multi-region studies. Single region studies focus on one river basin (e.g., White et al., 2015) or one administrative unit (e.g., Velázquez, 2006; González, 2011), while multi-region studies consider several river basins (e.g., Ewing et al., 2012; Lutter et al., 2016), hydro-economic regions (e.g., López-Morales and Duchin, 2015), or a study region (like an irrigation district or a country) and the rest of the world (e.g., Kulshreshtha and Grant, 2003; Ridoutt et al., 2018).
Although these IO studies have contributed significantly to the advancement of hydro-economic modelling, hardly any have evaluated the economic impacts on interconnected hydrological units, i.e., sub-basins of a larger transboundary river basin. To fill this gap in the literature, this study aims to develop an inter-regional supply-side IO model that enables us to assess the direct and indirect economic impacts of various water supply restrictions under climate change and alternative water policies in a multi-jurisdictional river basin. This is one of the very first attempts to develop such a model that encompasses not only each of the provinces that share the river basin, but also the sub-basins and the entire river basin. To this end, hydrological and administrative boundaries are reconciled, and trade flows are identified and quantified between study units (i.e., sub-basins) to build relevant interconnections. Developing such a model is challenging due to limited data availability, and data sources are typically not compatible across different jurisdictions.
We apply this hydro-economic modelling approach to the Saskatchewan River Basin in Canada, a large, multi-jurisdictional river basin where water has been allocated traditionally through licenses on a “first-in-time, first-in-right” basis (Brooymans, 2011). From the three provinces sharing this river basin, Saskatchewan is the only one that has moved away from that basis in the 1980's (SWSA, 2012) to the current licensing system administered by the Saskatchewan Water Security Agency based on terms and conditions, which are not necessarily based on economic criteria, and for a specific duration only (instead of in perpetuity) (Government of Saskatchewan, 2018). The limited number of studies that have focused on IO modelling of this river basin (e.g., Martz et al., 2007; Paterson Earth & Water Consulting, 2015; Brown, 2017) have primarily investigated the economic impacts of climate change and irrigation development on either one sub-basin (e.g., the South Saskatchewan River Sub-basin) or one province (e.g., a part of the river basin in Alberta Province). These existing studies considering only a part of the Saskatchewan River Basin or adhering to administrative boundaries, fail to recognize that the basin is an integrated and interconnected system, from both hydrological and economic points of view, and disable any evaluation of the impacts of water allocation strategies and management practices in one part on other parts of the river basin. Therefore, the results of this study provide unprecedented insights into the hydro-economic interactions of this complex river basin, under alternative water policy scenarios.
Section snippets
Input-output modelling
An IO analysis is an analytical framework to study the interdependence of industries in an economy using the flow of goods and services among them in a certain period of time, usually a year (Leontief, 1936). This framework uses a set of linear equations to relate each sector's production (outputs) and the goods it consumes from other sectors (inputs). Considering an n-sector economy, the distribution of sector i's products to other sectors and end-users can be formulated as follows:
Inter-regional supply-side input-output model for the Saskatchewan river basin
Draining an area of 405,864 km2, the Saskatchewan River Basin (SaskRB) is a large and multi-jurisdictional river basin that spans three provinces: Alberta, Saskatchewan, and Manitoba. Alberta and Saskatchewan encompass 94% of this river basin, while Manitoba covers the small remaining part. The SaskRB consists of two main sub-basins, namely the North Saskatchewan and South Saskatchewan river basins. In this study, these sub-basins are disaggregated into six major regions (referred to as major
Water supply restriction scenarios due to climate and policy change
Since the SIO model for the SaskRB is developed for the year 2014 (the base year of this study), the climatic and economic conditions of that year are considered as the baseline scenario in this study. The year 2014 was a wet year, and the annual streamflow of, for example, the South Saskatchewan River was 50% higher than its long-term (1912–2015) average. Given the climatic conditions in the base year, we articulated water supply restriction scenarios by assuming that the raw water
Economic impacts of the water supply restriction scenarios
Table 3 presents the percentage changes in sectoral production in the six major sub-basins of the SaskRB and the rest of the provinces under the uniform and non-uniform water supply reduction scenarios. According to this table, the minimum reduction in sectoral output under the uniform scenario is 5% in the utilities sector in MB-SRB, while the impact is felt hardest in rain-fed crop and animal production in AB-SSRB where output falls by almost 21%. As expected, the effects of a water supply
Discussion and conclusions
The hydro-economic model presented in this paper is the first inter-regional supply-side Input-Output (SIO) model developed for the Saskatchewan River Basin (SaskRB) to evaluate the direct and indirect economic impacts of possible future changes in water supply (both raw water intake and precipitation) across the entire river basin. This transboundary river basin was modelled as an integrated hydro-economic system. Most of the studies that have addressed water supply issues focused on either
Acknowledgments
The study presented in this paper received financial support from the Integrated Modelling Program for Canada (IMPC), funded as part of the Canada First Research Excellence Fund (CFREF) project, Global Water Futures (GWF).
Financial support for this study was furthermore provided by an International Dean's Scholarship from the College of Graduate and Postdoctoral Studies and a PhD Excellence Scholarship from the School of Environmental and Sustainability, University of Saskatchewan.
Declaration of competing interest
None.
References (77)
- et al.
Pre-emption strategies for efficient multi-objective optimization: application to the development of Lake Superior regulation plan
Environ. Model. Softw.
(2014) - et al.
Optimizing irrigation efficiency improvements in the Aral Sea Basin
Water Res. Econ.
(2016) - et al.
Integrated assessment of policy interventions for promoting sustainable irrigation in semi-arid environments: a hydro-economic modeling approach
J. Environ. Manag.
(2013) - et al.
Assessment of the water supply: demand ratios in a Mediterranean basin under different global change scenarios and mitigation alternatives
Sci. Total Environ.
(2014) - et al.
Integrated hydro-economic modelling: approaches, key issues and future research directions
Ecol. Econ.
(2008) - et al.
General equilibrium modelling of the direct and indirect economic impacts of water quality improvements in the Netherlands at national and river basin scale
Ecol. Econ.
(2008) Implementation of holistic water resources-economic optimization models for river basin management - reflective experiences
Environ. Model. Softw.
(2008)- et al.
The economic impact of more sustainable water use in agriculture: a computable general equilibrium analysis
J. Hydrol.
(2010) - et al.
Bio-economic modelling of water quality improvements using a dynamic Applied General Equilibrium approach
Ecol. Econ.
(2011) - et al.
Water use in the Spanish economy: an input-output approach
Ecol. Econ.
(2002)