Comparative Analysis of Wireless Power Transfer Efficiency in Topologies | Blazingprojects Postgraduate Thesis
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Comparative Analysis of Wireless Power Transfer Efficiency in Topologies

 

Table Of Contents


Chapter ONE

INTRODUCTION

  • 1.1Introduction
  • 1.2Background of the Study
  • 1.3Statement of the Problem
  • 1.4Aim and Objectives of the Study
  • 1.5Research Questions
  • 1.6Research Hypotheses
  • 1.7Significance of the Study
  • 1.8Scope and Delimitation of the Study
  • 1.9Limitations of the Study
  • 1.10Organisation of the Study
  • 1.11Operational Definition of Terms

Chapter TWO

LITERATURE REVIEW

  • 2.1Conceptual Review: Wireless Power Transfer Topologies and Efficiency
  • 2.2Conceptual Review: Efficiency Metrics and Measurement Models
  • 2.3Theoretical Framework: Electromagnetic Coupling Theory
  • 2.4Theoretical Framework: Circuit Theory and Transfer Functions
  • 2.5Empirical Review: Inductive Coupling Topology Studies
  • 2.6Empirical Review: Resonant Inductive Coupling Studies
  • 2.7Empirical Review: Capacitive Coupling and Hybrid Topologies
  • 2.8Comparative Analyses in WPT: Methodologies and Findings
  • 2.9Factors Affecting WPT Efficiency: Frequency, Coupling Coefficient, Alignment
  • 2.10Loss Mechanisms in WPT Systems: Copper Loss, Core Loss, Dielectric Loss
  • 2.11Control and Optimization Techniques in WPT
  • 2.12Identified Gaps in the Literature
  • 2.13Conceptual Model: Integrated View of WPT Topologies

Chapter THREE

RESEARCH METHODOLOGY

  • 3.1Research Design: Cross-Sectional Comparative Analysis
  • 3.2Philosophical Paradigm: Postpositivist Approach
  • 3.3Population of the Study: WPT System Configurations and Components
  • 3.4Sample Size and Sampling Technique: Purposive Sampling of Topologies
  • 3.5Sources and Instruments of Data Collection: Simulation Models, Lab Measurements, and Manufacturer Data
  • 3.6Validity and Reliability of Instruments
  • 3.7Data Collection Procedures
  • 3.8Experimental Setup and Measurement Protocols
  • 3.9Data Analysis Methods: Statistical Comparison and Regression
  • 3.10Model Specification: Efficiency as a Function of Coupling, Frequency, and Alignment
  • 3.11Assumptions and Limitations of the Methodology
  • 3.12Ethical Considerations

Chapter FOUR

DATA PRESENTATION AND ANALYSIS

  • ANALYSIS AND DISCUSSION OF FINDINGS
  • 4.1Data Presentation: Topology Configurations and Parameters
  • 4.2Descriptive Analysis: Efficiency Across Topologies
  • 4.3Hypotheses Testing: ANOVA of WPT Efficiencies
  • 4.4Post-Hoc Comparisons: Pairwise Topology Differences
  • 4.5Multivariate Analysis: Influence of Frequency, Coupling, and Alignment
  • 4.6Energy Transfer Losses and Efficiency Trade-offs
  • 4.7Interpretation of Results in Light of Theoretical Frameworks
  • 4.8Discussion of Findings vis-à-vis Prior Empirical Studies

Chapter FIVE

SUMMARY, CONCLUSION AND RECOMMENDATIONS

  • CONCLUSION AND RECOMMENDATIONS
  • 5.1Summary of Findings
  • 5.2Conclusion
  • 5.3Contribution to Knowledge
  • 5.4Practical Implications for WPT System Design
  • 5.5Recommendations for Industry Practice
  • 5.6Recommendations for Future Studies

Thesis Abstract

Wireless power transfer (WPT) systems have emerged as a pivotal solution for untethered charging in consumer electronics, electric vehicles, and industrial automation, yet comparative efficiencies across dominant topologies remain insufficiently characterized under realistic operating conditions. The study addresses the gap by investigating how inductive, resonant inductive, and capacitive WPT topologies perform in terms of energy transfer efficiency, sensitivity to misalignment, and load regulation, with implications for design optimization and standardization. The objective is to quantify efficiency across topologies under varying coupling coefficients (k = 0.05 to 0.45), air-gap distances (5–40 mm for inductive, 20–150 mm for resonant inductive), and load profiles (5 ?, 10 ?, 20 ?) using standardized test conditions that replicate consumer charging scenarios and medium-range industrial power transfer. Specific objectives include (a) deriving comparative efficiency curves as a function of distance and misalignment, (b) identifying optimal operating points for each topology, (c) evaluating the impact of parasitic elements and Q-factors on overall performance, and (d) developing a predictive model to guide topology selection for given application constraints. A mixed-methods methodology is employed. The population comprises commercially available WPT transceiver modules representing each topology, with a sample of 30 units per topology sourced from three leading manufacturers to ensure representativeness. An experimental, cross-sectional design measures steady-state transfer efficiency, input power, output power, and temperature rise using high-precision source meters (Keithley 2450) and thermal imaging (FLIR X6580). Data collection instruments include a calibrated vector network analyzer (Agilent E5071C) for impedance characterization, a precision power analyzer (Keysight N6705) for efficiency calculation, and a positioner system to impose controlled misalignment. Data will be analyzed using analysis of variance (ANOVA) to test efficiency differences across topologies, distances, and misalignment levels, followed by multiple regression to model efficiency as a function of coupling, load, and parasitic parameters. Complementary finite-element simulations (Ansys HFSS) will validate experimental results and provide insight into field distributions and resonant modes. The study will also employ sensitivity analyses to determine robustness to component tolerances and temperature effects. Expected findings indicate that resonant inductive topology will exhibit superior efficiency over conventional inductive at moderate distances (above 10 mm) and modest misalignment, due to enhanced load self-resonance, while inductive topology will outperform in near-contact configurations with tight alignment. Capacitive-based WPT is anticipated to display lower efficiency at practical distance ranges but may offer advantages in specific alignment scenarios or compact form factors. Across all topologies, efficiency is expected to deteriorate with increasing misalignment and temperature rise, with varying degrees of susceptibility depending on Q-factor and parasitic coupling. The predictive model is anticipated to achieve R-squared values exceeding 0.85 in explaining efficiency variance across scenarios. The study contributes to knowledge by providing a rigorous, side-by-side empirical comparison of WPT topologies under standardized conditions, clarifying trade-offs between distance, alignment tolerance, and efficiency, and delivering practical guidelines for topology selection in consumer and industrial charging applications. It offers a validated analytical framework and a simulation-empirical pipeline that researchers and engineers can reuse for future topology assessments, and it informs design strategies for thermal management and electromagnetic compatibility. The main conclusion is that topology choice should be context-driven resonant inductive is generally preferred for mid-range distances with tolerable misalignment, while traditional inductive remains advantageous for near-field, high-throughput scenarios; capacitive approaches may suit niche applications requiring compactness or planar integration. Recommendations include prioritizing precise alignment mechanisms and active feedback control in resonant systems, implementing adaptive impedance matching to sustain high efficiency across load variations, and developing standardized benchmarking protocols to facilitate cross-study comparability.

Thesis Overview

Wireless power transfer (WPT) technologies aim to transmit electrical energy without physical connectors, enabling charging for devices, vehicles, and industrial systems. The study compares how different WPT topologies perform in terms of efficiency, which is the portion of input power that is successfully delivered to the load. The problem this research addresses is that reported efficiency values for WPT systems vary widely across topologies and operating conditions, making it hard to choose the most suitable configuration for a given application. Why it matters: higher transfer efficiency reduces energy waste, lowers thermal management needs, and improves system reliability and user experience. A clear, systematic comparison across common topologies helps designers make informed choices and highlights trade-offs such as coupling sensitivity, alignment tolerance, coil geometry, and control strategies. What the gap is: while numerous studies report efficiency for individual topologies under specific conditions, there is a lack of standardized cross-sectional analysis that directly compares multiple topologies under identical test conditions and parameter sweeps. This study fills that gap by providing a controlled, side-by-side assessment. What the researcher will do, step by step: - Select representative WPT topologies (for example, series-series, series-parallel, and thick-link/overlapping coil configurations) to compare. - Define a common test bench with identical power electronics, load profiles, driving frequencies, coil sizes, and coil separations to ensure fair comparison. - Build or simulate each topology in a consistent environment and perform parameter sweeps across coupling coefficient, air-gap, load resistance, and input power levels. - Collect data on input power, delivered load power, efficiency, and thermal metrics using calibrated power analyzers and temperature sensors. - Analyze data with statistical methods such as ANOVA to assess significant differences in efficiency across topologies, and apply regression analysis to model efficiency as a function of key parameters. - Validate findings with a subset of measurements or simulations under practical misalignment scenarios. What contribution and expected outcome: the study will provide a transparent, quantitative ranking of WPT topologies under standardized conditions, plus guidance on how performance shifts with misalignment and distance. It will inform design trade-offs and help engineers select the most appropriate topology for a given application, balancing efficiency, alignment tolerance, and cost considerations.

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