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<title>College of Science, Engineering and Technology</title>
<link>https://ir.unisa.ac.za/handle/10500/128</link>
<description/>
<pubDate>Fri, 26 Jun 2026 15:19:44 GMT</pubDate>
<dc:date>2026-06-26T15:19:44Z</dc:date>
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<title>The potential of epoxy coated chicken feathers as modified natural fiber in concrete</title>
<link>https://ir.unisa.ac.za/handle/10500/32667</link>
<description>The potential of epoxy coated chicken feathers as modified natural fiber in concrete
Rikhotso, Mixo Asset
This study assessed the viability of incorporating both untreated (UCF) and treated chicken feathers (TCF) into concrete to enhance sustainability in the construction industry. Five concrete mixes were tested, with Mix 4 (0.75% TCF) and Mix 5 (1.25% TCF) emerging as the most promising. These mixes showed improved workability and retained high compressive and tensile strength compared to the control. In contrast, the mix with 1% UCF exhibited significant reductions in mechanical and durability performance. Durability tests confirmed that TCF-enhanced concrete maintained resistance to oxygen permeability, water absorption, and chloride penetration, while also displaying reduced shrinkage. Overall, treated feathers proved to be a suitable partial replacement in non-structural concrete applications, offering both environmental and engineering benefits.
Text and abstract in English
</description>
<pubDate>Sun, 01 Jun 2025 00:00:00 GMT</pubDate>
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<dc:date>2025-06-01T00:00:00Z</dc:date>
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<title>Investigating grade eleven learners’ mathematical modelling competencies in algebraic problem solving</title>
<link>https://ir.unisa.ac.za/handle/10500/32652</link>
<description>Investigating grade eleven learners’ mathematical modelling competencies in algebraic problem solving
Dlamini, Reuben
The National Curriculum Statement (NCS), implemented in 2003, marked the formal introduction of mathematical modelling into the South African curriculum. This represented a significant shift, as mathematical modelling had previously been largely absent from the curriculum. This study investigated the mathematical modelling proficiency of Grade 11 learners from three high schools in the Pongola Circuit, KwaZulu-Natal Province, with a specific focus on determining their competency in solving non-routine problems.&#13;
The study was motivated by the observation that many teachers did not receive adequate training in mathematical modelling during their pre-service education. Existing research indicates that inadequately trained teachers can negatively affect learners’ academic performance. Furthermore, the teacher is widely regarded as the most critical agent in the successful implementation of instructional reforms at the classroom level (Shepherd, 2019; Theophile et al., 2020). It was therefore necessary to examine learners’ competencies in mathematical modelling.&#13;
Learners’ competencies were assessed using the five-step modelling process proposed by Kaiser and Stender (2013), which includes: (1) understanding the problem, (2) formulating a mathematical model, (3) solving the model, (4) interpreting the results, and (5) validating the results. For a learner to be considered competent in mathematical modelling, all five stages of the process had to be correctly executed.&#13;
A total of 75 Grade 11 learners from three purposively selected schools participated in the study. Qualitative data were collected through document analysis. The data analysis process involved familiarisation with learners’ written responses, followed by thematic analysis to interpret meaning, identify patterns, and generate insights related to the research questions.&#13;
The findings revealed that all learners demonstrated incomplete competency in mathematical modelling. Specifically:&#13;
•&#13;
None of the learners successfully completed all five stages of the modelling process in any of the four test questions.&#13;
•&#13;
Learners did not make or attempt to make assumptions, which are essential in solving real-life problems.&#13;
- 6 -&#13;
•&#13;
Variables were used without clear definitions, and final solutions were often expressed in terms of unidentified variables. This indicated a lack of interpretation of results within the context of the real-world problems. Interpretation involves translating mathematical outcomes back into meaningful real-life conclusions.&#13;
•&#13;
Learners did not verify or validate their solutions. Validation is critical for assessing the accuracy and appropriateness of both the mathematical model and its results in relation to the real-world context.&#13;
The findings suggest that Mathematics teachers should be encouraged to adopt a mathematical modelling approach in teaching and learning. It can be inferred that learners had limited or no exposure to mathematical modelling, as key processes—such as defining variables, making assumptions, interpreting results, and validating solutions—were consistently omitted. According to the Curriculum and Assessment Policy Statement (CAPS), mathematical modelling should serve as a central focus of the Mathematics curriculum (Department of Basic Education [DBE], 2011). Therefore, the Department of Education has a responsibility to ensure the effective implementation of mathematical modelling, emphasising the integration of real-life contexts across all aspects of the curriculum.
</description>
<pubDate>Thu, 01 Jan 2026 00:00:00 GMT</pubDate>
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<dc:date>2026-01-01T00:00:00Z</dc:date>
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<title>A study of synchronisation in the classical phase-oscillator model of an electrical power grid</title>
<link>https://ir.unisa.ac.za/handle/10500/32632</link>
<description>A study of synchronisation in the classical phase-oscillator model of an electrical power grid
Olivier, Christiaan
In this work, we study synchronisation in power grids using a classical phase oscillator&#13;
model that can be thought of as a variant of the famous Kuramoto model for coupled&#13;
phase oscillators. In the recent literature, the connection between a Kuramoto-like&#13;
model and power grids has been made by Filatrella, Nielsen and Pedersen. Here,&#13;
we will show that this connection goes much further back, to the so-called Classical&#13;
Model of power grids that was introduced in 1951 by the work of Boast and Rector.&#13;
We also observe that in 2018, Arinushkin and Anishchenko developed a Kuramotolike&#13;
model for power grids in which, for the first time, there appear non-negligible&#13;
phase-lag parameters as a result of the Kron reduced approximation. Although a single&#13;
phase-lag (or frustration) parameter had been introduced much earlier in the so-called&#13;
Kuramoto-Sakaguchi model (from 1986), Arinushkin and Anishchenko were the first to&#13;
introduce multiple phase-lag parameters into a Kuromoto-like model for power grids.&#13;
Unfortunately, our attempts to replicate their results soon revealed that they used a&#13;
too-large, fixed time step for the numerical time integration of their equations, and that&#13;
this led them to make several erroneous conclusions about the grid which they modelled.&#13;
Therefore, in Chapter 3, we give a detailed critique of the 2018 paper by Arinushkin&#13;
and Anishchenko. Then, in a follow-up work by Arinushkin and Vadivasova, from&#13;
2021, we observe that use was made of nonlinear damping to control the synchronicity&#13;
of the Kron reduced grid. In this case, we were able to reproduce all the results&#13;
of Arinushkin and Vadivasova. We were able to develop a more efficient proportional&#13;
control scheme, based on the global order parameter. Our proposed control scheme and&#13;
its results were presented at the 2023 International Conference on Electrical, Computer,&#13;
and Energy Technologies (ICECET). The resulting conference proceeding is included&#13;
here, in slightly revised form, as Chapter 4. Finally, in Chapter 5, we provide a brief&#13;
summary of our main findings and some suggestions for future work.
</description>
<pubDate>Sun, 01 Feb 2026 00:00:00 GMT</pubDate>
<guid isPermaLink="false">https://ir.unisa.ac.za/handle/10500/32632</guid>
<dc:date>2026-02-01T00:00:00Z</dc:date>
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<title>Geotechnical analysis of dolomitic terrain to assess the probability of sinkhole formation : a case study of Centurion, South Africa</title>
<link>https://ir.unisa.ac.za/handle/10500/32631</link>
<description>Geotechnical analysis of dolomitic terrain to assess the probability of sinkhole formation : a case study of Centurion, South Africa
Mavhetha, Lavhelesani
Dolomitic terrain in the Gauteng Province of South Africa presents significant geotechnical challenges for urban development. This is primarily due to subsurface dissolution processes that create void networks susceptible to sinkhole formation and ground subsidence. This research study explores the case of Cornwall Hill in Centurion where numerous sinkhole incidents have caused infrastructure damage and imposed severe development constraints.&#13;
A multi-method investigation approach was employed, combining gravity geophysical surveys, test pit excavations, rotary percussion boreholes, dynamic cone penetrometer tests, and laboratory analysis. Gravity surveys comprised 105 measurement stations on a 50 m × 50 m grid. Five test pits were excavated while four rotary percussion boreholes were drilled to depths between 10 and 25 m. Five dynamic cone penetrometer tests were also carried out on site and rotary percussion drilling was done to complement gravity surveys. Lastly, a comprehensive laboratory geotechnical analysis programme was done on field samples collected on site.&#13;
Results revealed that the site is underlain by Malmani Subgroup dolomites overlain by a consistent three-layer stratigraphic sequence comprising colluvium, residual soil, and dolomite bedrock. The residual soils exhibited consistent classification as low plasticity clay with plasticity indices of 11 – 14% and a gravel-rich composition at 50 – 60%. However, the soils displayed significant spatial variability in thickness (0.70 – 2.70 m) and bearing capacity (152 – 320 kPa at 0.7 – 0.8 m depth). Rotary percussion drilling confirmed the presence of shallow competent dolomite beneath chert layers at 2 m depth and colluvium overlying interbedded chert and dolomite from 3 m depth. A cavity located within the peripheral low-density gravity zone and extending from 2 m to 13 m depth before competent material was also reached.&#13;
Gravity survey results defined the subsurface density contrast, with high-density areas (covering 60% of the site) indicating shallow competent bedrock at 1.0–1.6 m depth and low-density areas (covering 40% of the site) indicating deep weathering profiles exceeding 2.7 m; the cavity intersected in BH01 directly correlates with low gravity in the peripheral zone. The site was described into Zone A (central D3 area of the site suitable for development with raft foundations at 600–900 mm depth) and Zone B (peripheral D4 area of the site unsuitable for development owing to the presence of a cavity, gravity lows indicating solution features, and high collapse potential) based on the results of integrated geophysical, intrusive, and laboratory investigation. The study meets the requirements of SANS 1936-2:2012 and proves the potential of integrated characterization of complex terrain, including the application of Rotary Percussion Drilling (RPD) as ground truth, for making informed decisions regarding development of difficult terrain such as this dolomitic environment, while providing valuable geotechnical data for the Centurion region.
</description>
<pubDate>Tue, 19 May 2026 00:00:00 GMT</pubDate>
<guid isPermaLink="false">https://ir.unisa.ac.za/handle/10500/32631</guid>
<dc:date>2026-05-19T00:00:00Z</dc:date>
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