Skip to article text

Rainfall variability and land cover change in the Zaaba Watershed and implications for sustainable food security

ArticlesPublished November 1, 2026
Volume 1, issue 1 (2026), pages 1-10
Published in:African Journal of Geosciences African Journal of Geosciences issue cover View current issue Submit your research article
119 Views 24 Downloads About 12 min read PDF
Reading toolsAdjust the article for comfortable reading or listen aloud.

Abstract

Climate variability and land cover change can affect water availability and agricultural production. This article examined rainfall variability during 1991–2020 and land cover change during 2001–2020 in the Zaaba watershed, Vihiga County, Kenya, and considered their implications for food security. Rainfall trends were assessed using the Mann–Kendall test and a reported trend estimator, while land cover was analysed using Landsat imagery. Socioeconomic information was collected from a sample of 150 respondents using questionnaires, focus group discussions and key informant interviews. The reported trend estimates were negative for the March–May long rains (−0.030) and positive for the October–December short rains (0.136) and annual rainfall (0.503). However, inconsistencies between the reported p-values and Z statistics prevent firm conclusions about statistical significance. The reported agricultural category declined from 50.05% in 2001 to 32.80% in 2020, while built-up land increased from 5.06% to 17.68%. Reported riparian cover declined from 5.18% to 0.87%. Eighty-three per cent of respondents identified mixed farming as the main economic activity. Response denominators and the interpretation of other reported perceptions require clarification. These findings indicate potential pressures on agricultural livelihoods. The article recommends protecting riparian areas and improving local capacity for sustainable land and water management. The reported associations do not establish that land cover change caused changes in rainfall or quantify effects on crop yields or household food security.

At a glance

Highlights

Automatic source passages
  • Objective
    No reliable short passage identified. Please consult the full article. Read full text
  • Methods
    The Zaaba watershed forms part of the Yala River catchment in Vihiga County, western Kenya (Figure 1). Read source
  • Findings
    The study area experiences the MAM long rains and OND short rains. Read source
  • Conclusion
    The reported trend estimates were negative for MAM rainfall and positive for OND and annual rainfall during 1991–2020. Read source
About this reading aid

These are complete passages selected automatically from the abstract and full text using section labels and study-specific wording. Selection runs locally on the journal server, without an external AI service. It may miss nuance or select an imperfect passage; it is not an independent assessment or an editor-reviewed summary. Missing points are identified explicitly.

Introduction

Many countries in sub-Saharan Africa depend heavily on rain-fed agriculture. Variability in rainfall amount, timing and distribution can constrain water availability and agricultural production, creating challenges for food security and adaptation (Chouhan et al., 2023; Huho & Mugalavai, 2010). Rainfall also varies across East Africa at seasonal and interannual timescales (Muchiri et al., 2020; Seregina et al., 2019). Large-scale atmospheric and oceanic processes, including the El Niño–Southern Oscillation, the Madden–Julian Oscillation and the Indian Ocean Dipole, contribute to this variability. Berhane and Zaitchik (2014), for example, examine the influence of the Madden–Julian Oscillation on daily precipitation in East Africa. Understanding rainfall variability requires analysis of rainfall totals, seasonal distribution and trends. Studies in other African basins also demonstrate the importance of distinguishing rainfall trends from their hydrological consequences (Kankam-Yeboah et al., 2013; Rustum et al., 2017).

Land cover change can further modify catchment hydrology. Urbanisation, cultivation and changes in vegetation cover can alter interception, infiltration, evapotranspiration and surface runoff (Brouziyne et al., 2018; Kiluva et al., 2022; Odiero et al., 2018). The direction and magnitude of these effects depend on the land cover transition, soil characteristics, management practices and climatic conditions. Conversion of agricultural land to settlement can also reduce the area available for cultivation. Research on agricultural land use in Kenya highlights the need to consider these changes alongside household livelihood and food security conditions (Kumba et al., 2015). The county’s environment policy also identifies degradation of forests and wetlands as a land management concern (County Government of Vihiga, 2019).

This article examined rainfall variability in the Zaaba watershed during 1991–2020 and land cover change during 2001–2020, together with respondents’ perceptions of their implications for water availability and agricultural production. Integrated analysis of land and water resources can inform catchment management and adaptation in areas dependent on rain-fed agriculture (Langat et al., 2019). The article compares temporal patterns and reported perceptions; it does not isolate a causal effect of land cover change on rainfall.

Methods

Study Area

The Zaaba watershed forms part of the Yala River catchment in Vihiga County, western Kenya (Figure 1). Its area has been reported as approximately 79.51 km² (Aholi et al., 2024). The wider Yala basin is described in regional baseline work by Boye et al. (2008). Rainfall is bimodal, comprising the March–May (MAM) long rains and October–December (OND) short rains. The Zaaba River and its tributaries form the principal surface water system.

Subsistence farming is the dominant economic activity. Food crops include maize, vegetables, beans, sweet potatoes, nuts, bananas, arrowroots, cassava, sorghum and millet. Tea is grown as a cash crop, and sugarcane is also cultivated. Livestock production includes the keeping of indigenous breeds. Other activities include quarrying for building stone, aquaculture, poultry production and extraction of sand from riverbeds. Trading centres include Luanda, Mbale and Majengo (County Government of Vihiga, 2014, 2018).

Figure 1
Zaaba watershed
Zaaba watershed

Data Sources

Daily rainfall records for 1991–2020 were obtained from the Kenya Meteorological Department. Missing rainfall values were estimated using the normal ratio method shown in Equation 1.

Px=1n∑i=1nPiNxNiPx=1ni=1nPiNxNi (1)

In Equation 1, Px is the estimated rainfall at the target station,Pi is the observed rainfall at neighbouring station i, Nx and Ni are the corresponding long-term mean rainfall values, and n is the number of neighbouring stations used. The subscript and summation notation refer to the same set of neighbouring stations.

Landsat imagery representing 2001, 2011 and 2020 was obtained through the United States Geological Survey EarthExplorer portal (https://earthexplorer.usgs.gov/). Landsat 7 is reported for 2001 and Landsat 8 for 2020. The 2011 sensor remains unidentified: Landsat 8 was launched on 11 February 2013 and cannot have supplied imagery acquired in 2011 (U.S. Geological Survey, n.d.). The six reported land cover categories were agricultural land, bare surfaces, built-up land, grassland, riparian cover and tree cover. Their relationship to the map legend is discussed under Land Cover Change.

Questionnaires, focus group discussions and key informant interviews provided information on socioeconomic activities, land cover change and perceived water-resource pressures. The reported sample comprised 150 respondents. Sample size was attributed to Yamane’s (1967) formula in Equation 2, where n is sample size, N is population size and e is precision. The population and precision underlying this sample cannot be established from the available study records. Respondent percentages are treated as descriptive because item-specific denominators and the selection procedure are undocumented.

n=N1+Ne2n=N1+Ne2 (2)

Data Analysis

Rainfall Trends

Daily rainfall records were aggregated to monthly, seasonal and annual totals. This article reports using the Mann–Kendall test to assess monotonic trends and Sen’s slope estimator to estimate trend magnitude (Mann, 1945; Sen, 1968). The Mann–Kendall S statistic is defined in Equation 3. The trend estimates in the results are retained as reported because their original label, ‘Kendall slope’, does not establish whether they are Sen’s slopes or Kendall’s tau coefficients.

S=∑k=1n-1∑j=k+1nsgn(xj-xk)S= k=1n-1j=k+1nsgn(xj-xk) (3)

In Equation 3:

xj and xk are observations at times j and k, respectively;

n is the number of observations in the time series.

The sign function, sgn(x), is defined in Equation 4.

sgn(x)={1ifx>00ifx=0-1ifx<0)sgnx= 1 if x>00 if x=0-1 if x<0 (4)

The variance of S, adjusted for tied observations, and the standardised test statistic, Z, are defined in Equations 5 and 6, respectively.

VAR(S)=118[n(n-1)(2n+5)-∑p=1qtp(tp-1)(2tp+5)]VAR S= 118nn-12n+5-p=1qtp(tp-1)(2tp+5) (5)

Z={S-1VAR(S)ifS>00ifS=0S+1VAR(S)ifS<0)Z=S-1VARS if S>00 if S=0S+1VARS if S<0 (6)

In Equation 5, tp is the number of observations in tied group p, and q is the number of tied groups. Under the standard normal approximation, a two-sided test at α = .05 rejects the null hypothesis of no monotonic trend when |Z| exceeds approximately 1.96.

A positive Z statistic indicates an upward trend and a negative Z statistic indicates a downward trend. Statistical significance depends on the magnitude of Z and its corresponding p-value, rather than on its sign alone.

Land Cover and Agricultural Livelihoods

Catchment topography and land cover maps were prepared using ArcGIS 10.3.1 and ERDAS IMAGINE. The related Zaaba paper describes supervised maximum-likelihood classification and comparison with field observations and high-resolution imagery using kappa (Aholi et al., 2026). Numerical accuracy results and validation records are unavailable here. Questionnaire responses were summarised as frequencies and percentages (Bluman, 2012). Aholi et al. (2024) identify the Water Resources Authority and Zaaba gauging station as the discharge-data source. The aggregation basis of the values in Table 4 remains undocumented; they are compared descriptively.

Results and Discussion

Seasonal and Annual Rainfall Patterns

The study area experiences the MAM long rains and OND short rains. Figures 2 and 3 show seasonal rainfall totals for 1991–2020. The highest and lowest MAM totals were reported in 2018 and 2014, respectively. The seasonal plots describe variation between years; monthly rainfall peaks cannot be established from these seasonal totals alone.

Figure 2
MAM seasonal rainfall totals from 1991 to 2020
MAM seasonal rainfall totals from 1991 to 2020
Figure 3
OND seasonal rainfall totals from 1991 to 2020
OND seasonal rainfall totals from 1991 to 2020

Table 1 presents the reported statistics for MAM and OND rainfall. The trend estimate was negative for MAM (−0.030) and positive for OND (0.136). The reported p-values were .043 and .046, respectively. However, these p-values are inconsistent with the accompanying Z statistics under the stated standard normal test, and the positive MAM Z statistic is inconsistent with the reported negative trend direction. Statistical significance and trend magnitude therefore require confirmation from the original analysis.

Table 1
StatisticMAMOND
p.043.046
Z1.4073.83
Trend estimate−0.0300.136
Reported rainfall trend statistics for the MAM and OND seasons

Note. Values are retained as reported. The p-values and Z statistics are inconsistent under the stated test. The original ‘Kendall slope’ label does not identify the estimator or its units.

Figure 4 shows interannual variation in total annual rainfall during 1991–2020. Table 2 reports an annual trend estimate of 0.503 and p = .010. The accompanying Z statistic of 0.046 is incompatible with that p-value under the stated test. The annual rainfall series can be described visually, but its inferential interpretation remains unresolved.

Figure 4
Annual rainfall totals from 1991 to 2020
Annual rainfall totals from 1991 to 2020
Table 2
StatisticAnnual rainfall
p.010
Z0.046
Trend estimate0.503
Reported annual rainfall trend statistics

Note. Values are retained as reported. The p-values and Z statistics are inconsistent under the stated test. The original ‘Kendall slope’ label does not identify the estimator or its units.

Land Cover Change

Figures 5–7 retain the map labels rivers, tree lines, plantations, built-up land, grassland and bare land. These labels are not treated as validated equivalents of the categories in Table 3. The table collates all six categories reported by Aholi et al. (2024). The 2011 total is 100.45%; the excess is too large to arise solely from rounding six percentages to two decimal places. Class definitions and the underlying classified areas therefore need reconciliation. No residual class or area has been inferred. The reported agricultural category decreases and the built-up category increases, but the figures do not quantify crop-yield effects (Jemberie et al., 2016; Kumba et al., 2015).

Table 3
Reported category2001 (%)2011 (%)2020 (%)
Agricultural land50.0541.0732.80
Tree cover6.7110.1912.42
Grassland2.291.9212.36
Riparian cover5.181.180.87
Built-up land5.069.2917.68
Bare surfaces30.7236.8023.87
Calculated total100.01100.45100.00
Published land cover percentages by year

Note. Percentages from Aholi et al. (2024); totals calculated by addition. The 2011 discrepancy remains unresolved. No km² values or residual category were inferred. Map-label equivalence is unverified.

Figure 5
Land cover classification in 2001
Land cover classification in 2001
Figure 6
Land cover classification in 2011
Land cover classification in 2011
Figure 7
Land cover classification in 2020
Land cover classification in 2020

Rainfall Variability, Land Cover Change and Agricultural Livelihoods

Land cover can influence runoff, evapotranspiration, infiltration and discharge (Brouziyne et al., 2018; Kiluva et al., 2022; Odiero et al., 2018). Table 4 retains the seasonal values from the manuscript. Their pattern resembles the published comparison (Aholi et al., 2024), although some final decimal places differ. The three-year comparison does not separate land cover effects from rainfall variation or other drivers.

Table 4
YearMAM dischargeOND discharge
200115664.9
2011348.7110.7
2020206.9101.8
Reported seasonal discharge values in 2001, 2011 and 2020

Note. Values are retained from the manuscript. The related publication reports discharge in m³/s, but the seasonal aggregation and the units applicable to these particular values have not been established. No unit conversion or numerical replacement has been applied.

Eighty-three per cent of respondents identified mixed farming as the main economic activity. Common crops included maize, vegetables, beans, nuts and root crops; livestock included cattle, sheep, goats, pigs and poultry. The manuscript associates the 76% response with crop production or water availability; the earlier publication links it to rainfall-related discharge variability (Aholi et al., 2024). Its interpretation therefore remains uncertain. Reported pressures were settlement expansion (54%), deforestation (32%), urbanisation (8%), and wetland encroachment and stream channelisation (6%; Figure 8). These are perceptions, not measured causal contributions. Item denominators and single- or multiple-response coding are undocumented.

Figure 8
Reported perceptions of causes of changes in water resources
Reported perceptions of causes of changes in water resources

Note. Bars show the percentages reported in the text. The response denominator and category definitions require confirmation.

Scope and Limitations

Related Zaaba studies provide context (Aholi et al., 2024, 2026). This article does not establish an independent replication or a new causal estimate. Unresolved rainfall statistics, satellite identification, classification accuracy and response denominators constrain its conclusions. Agricultural productivity and household food security were not directly measured. Ethics approval and consent procedures are not documented in the available study records.

Conclusion

The reported trend estimates were negative for MAM rainfall and positive for OND and annual rainfall during 1991–2020. The corresponding p-values and Z statistics are internally inconsistent, so conclusions about statistically significant trends cannot be confirmed from the supplied results. Rechecking the original analysis is necessary before these estimates are used to support rainfall trend claims.

The reported agricultural category declined from 50.05% in 2001 to 32.80% in 2020, while built-up land increased from 5.06% to 17.68%. These patterns suggest pressure on agricultural livelihoods, but inconsistencies in class definitions and totals limit interpretation. Neither population-driven causation nor an effect on rainfall can be established from the comparisons.

Mixed farming was identified as the main economic activity by 83% of respondents. The findings support attention to riparian protection, sustainable land management and adaptation to rainfall variability. Effects on agricultural productivity and household food security require direct outcome measurements and a suitable analytical design.

References

Aholi, J. P., Makokha, M., & Obiero, K. (2024). Trends in rainfall and discharge over Zaaba sub catchment, Vihiga County, Kenya. Open Access Library Journal, 11(10), 1–16. Available: https://doi.org/10.4236/oalib.1112266
Aholi, J., Makokha, M., & Obiero, K. (2026). Effect of climate variability on rainfall dynamics in a river basin: Implications for sustainable water resources utilization. International Journal of Environment and Geoinformatics, 13(2), 129–135. Available: https://doi.org/10.26650/ijegeo.1861107
Berhane, F., & Zaitchik, B. (2014). Modulation of daily precipitation over East Africa by the Madden–Julian Oscillation. Journal of Climate, 27(15), 6016–6034. Available: https://doi.org/10.1175/JCLI-D-13-00693.1
Bluman, A. G. (2012). Elementary statistics: A step by step approach (8th ed.). McGraw-Hill.
Boye, A., Verchot, L., & Zomer, R. (2008). Baseline report Yala and Nzoia river basins: Western Kenya Integrated Ecosystem Management Project findings from the baseline surveys. International Centre for Research in Agroforestry. Available: https://hdl.handle.net/1834/6839
Brouziyne, Y., Abouabdillah, A., Bouabid, R., & Benaabidate, L. (2018). SWAT streamflow modeling for hydrological components’ understanding within an agro-sylvo-pastoral watershed in Morocco. Journal of Materials and Environmental Sciences, 9(1), 128–138. Available: https://doi.org/10.26872/jmes.2018.9.1.16
Chouhan, S., Kumari, S., Kumar, R., & Chaudhary, P. L. (2023). Climate resilient water management for sustainable agriculture. International Journal of Environment and Climate Change, 13(7), 411–426. Available: https://doi.org/10.9734/ijecc/2023/v13i71894
County Government of Vihiga. (2014). Integrated strategic urban development plans for urban centres in Vihiga County (2012–2030) (Vol. II). Available: https://vihiga.go.ke/wp-content/uploads/VIHIGA-ISUDP-VOLUME-II.pdf
County Government of Vihiga. (2018). Vihiga County integrated development plan 2018–2022. Available: https://maarifa.cog.go.ke/county-integrated-development-plans/cidp-vihiga-2018-2022
County Government of Vihiga. (2019). The Vihiga County environment policy 2019 [Final draft]. Available: https://repository.kippra.or.ke/server/api/core/bitstreams/d64096f5-5273-48f7-9fc7-699531b70cd3/content
Huho, J. M., & Mugalavai, E. M. (2010). The effects of droughts on food security in Kenya. The International Journal of Climate Change: Impacts and Responses, 2(2), 61–72. Available: https://doi.org/10.18848/1835-7156/CGP/v02i02/37312
Jemberie, M., Gebrie, T., & Gebremariam, B. (2016). Evaluation of land use land cover change on stream flow: A case study of Dedissa sub basin, Abay basin, south western Ethiopia. International Journal of Innovations in Engineering Research and Technology, 3(8), 44–60. Available: https://doi.org/10.5281/zenodo.1462655
Kankam-Yeboah, K., Obuobie, E., Amisigo, B., & Opoku-Ankomah, Y. (2013). Impact of climate change on streamflow in selected river basins in Ghana. Hydrological Sciences Journal, 58(4), 773–788. Available: https://doi.org/10.1080/02626667.2013.782101
Kiluva, V. M., Wanyonyi, E. S., & Wakhungu, J. W. (2022). Water balance evaluation for flood risk reduction in the Yala River basin, western Kenya. Journal of Climate Change and Sustainability, 4(1), 13–16. Available: https://doi.org/10.20987/jccs.02.06.2022
Kumba, J. K., Wegulo, F., & Otieno, J. (2015). The influence of agricultural land use on household food security situation in Kisii Central Sub-County, Kenya. Journal of Economics and Sustainable Development, 6(6), 147–153. Available: https://www.iiste.org/Journals/index.php/JEDS/article/view/21062
Langat, P. K., Kumar, L., & Koech, R. (2019). Understanding water and land use within Tana and Athi River Basins in Kenya: Opportunities for improvement. Sustainable Water Resources Management, 5, 977–987. Available: https://doi.org/10.1007/s40899-018-0274-0
Mann, H. B. (1945). Nonparametric tests against trend. Econometrica, 13(3), 245–259. Available: https://doi.org/10.2307/1907187
Muchiri, P. M., Karanja, F., Ogara, W., & Maweu, J. M. (2020). Analysis of historical rainfall variability, droughts and wet seasons. A case of Wiyumiririe Laikipia County. Journal of Sustainability, Environment and Peace, 3(1), 15–20. Available: https://uonjournals.uonbi.ac.ke/index.php/jsep/article/view/267
Odiero, J., Ong’or, B. T. I., & Masibayi, N. E. (2018). Rainfall-runoff nexus in mid-block of Yala catchment. SSRG International Journal of Civil Engineering, 5(10), 6–16. Available: https://doi.org/10.14445/23488352/IJCE-V5I10P102
Rustum, R., Adeloye, A. J., & Mwale, F. (2017). Spatial and temporal trend analysis of long term rainfall records in data-poor catchments with missing data, a case study of Lower Shire floodplain in Malawi for the period 1953–2010 [Preprint]. Hydrology and Earth System Sciences Discussions. Available: https://doi.org/10.5194/hess-2017-601
Sen, P. K. (1968). Estimates of the regression coefficient based on Kendall’s tau. Journal of the American Statistical Association, 63(324), 1379–1389. Available: https://doi.org/10.1080/01621459.1968.10480934
Seregina, L. S., Fink, A. H., van der Linden, R., Elagib, N. A., & Pinto, J. G. (2019). A new and flexible rainy season definition: Validation for the Greater Horn of Africa and application to rainfall trends. International Journal of Climatology, 39(2), 989–1012. Available: https://doi.org/10.1002/joc.5856 U.S. Geological Survey. (n.d.). Landsat 8. Available: https://www.usgs.gov/landsat-missions/landsat-8
Yamane, T. (1967). Statistics: An introductory analysis (2nd ed.). Harper & Row.

Publication timeline

Recorded milestones for this article. Only supplied dates are shown.

  1. Received
  2. Revised
  3. Accepted
  4. Published
Article-specific review status not recordedRead full peer review statement
How the HRL review process works

The standard route for manuscripts sent for external peer review; this illustration does not certify individual stages or supply missing dates.

  1. 01
    Scope & eligibilityAssociate editor
  2. 02
    Subject assessmentAcademic editor
  3. 03
    Double-blind peer reviewReviewers appointed by the editorial team
  4. 04
    Revisions & academic approvalAuthors respond; academic editor evaluates
  5. 05
    Copyediting & reference checksCopyeditor
  6. 06
    Final publication decisionEditor-in-Chief
Read the full policy

Cite this article

HRL Journal Service

Share this article

Share the article record with colleagues and readers worldwide.

EmailLinkedIn
Explore research across our journals
Continue exploring

Discover more research