Published April 16, 2026 | Version 1.0.0

FHA Model 07 — Double-Loop Single-M, no C2 (DL-SM-N) Hybrid Coupling Circuit: Frequency/Load Sweep

Authors/Creators

  • 1. Chernihiv Polytechnic National University

Description

This dataset contains a First Harmonic Approximation (FHA) analytical sweep of the DL-SM-N (Double-Loop Single-M, no C2) hybrid inductive-capacitive coupling circuit topology for wireless power transfer (WPT), derived symbolically with SymPy from the circuit's governing equations, following the modelling approach of B. Pakhaliuk, V. Lysiuk, I. Burmaka, O. Matiushkin and R. Strzelecki, "Simulation analysis of wireless power transfer solutions with hybrid inductive and capacitive coupling" (manuscript, unpublished).

DL-SM variant with the secondary-side compensation capacitor C2 removed.

DL-SM-N extends the source paper's six core topologies (it is not itself simulated there); see the note below for how it relates to them.

The topology belongs to a family of hybrid-coupling compensation variants evaluated for dynamic hybrid WPT systems: six core topologies from the paper (DL-SM, DL-AL, DL-DM, SL-SM, SL-AL, SL-DM), plus extended variants (no-C2, parallel-C2, and LCC-based compensation networks). This record covers DL-SM-N.

Topology abbreviations

  • DL — Double Loop — separate primary and secondary resonant loops
  • SL — Single Loop — one resonant loop spanning both sides, single compensation capacitor
  • SM — Single M — one inductive coupling pair (mutual inductance M)
  • AL — Additional L — extra non-coupled, high Q-factor inductance added in series to shrink C1
  • DM — Double M — a second inductive coupling pair (M1, M2) added via the additional inductance
  • C2 — Secondary-side compensation capacitor
  • N — (suffix) No C2 — secondary-side compensation capacitor removed
  • P — (suffix) Parallel C2 — secondary-side capacitor connected in parallel instead of series
  • LCC — Inductor-Capacitor-Capacitor compensation network

Dataset Structure

  • frequency_sweep.csv — 800 rows (200 frequency points × 4 load points), swept over 50–150 kHz at RL_dc ∈ [1, 20, 50, 100] Ω, Vin_dc = 100 V. Columns:

    • freq_Hz — sweep frequency, Hz
    • RL_dc_ohm — nominal DC-equivalent load resistance, Ω
    • Iin_A_pk / Iin_phase_deg — input (primary) current, peak amplitude (A) and phase (deg)
    • Iout_A_pk / Iout_phase_deg — output (secondary/load) current, peak amplitude (A) and phase (deg)
    • Zin_ohm — input impedance magnitude, Ω
    • Vout_V_pk — output (rectifier-input) voltage, peak amplitude, V
    • Pout_W — output active power, W
    • Efficiency_pct — Pout/Pin, %
  • components.json — the R/L/C and coupling (k, M) values used, tuned to resonate at f0 = 85 kHz.

  • frequency_sweep_plot.png — six-panel overview (|Iin|, phase(Iin), |Zin|, |Iout|, phase(Iout), efficiency vs. frequency) for a quick visual check of the sweep.

Intended Uses

  • validation of FHA models against SPICE or hardware measurements,

  • resonant tuning and compensation-network design studies,

  • comparative screening across the hybrid-coupling topology family,

  • input for control-loop or converter-level system simulations,

  • training data for surrogate/ML models predicting efficiency or gain vs. frequency/load.

Limitation: results are purely analytical (fundamental-frequency phasor solution); no SPICE, numerical circuit simulation, or hardware measurement was used to cross-validate them.

Notes

This work was supported by a scholarship from the Cabinet of Ministers of Ukraine for Young Scientists, by the Ministry of Education and Science of Ukraine project No. 0126U001717, and by a research project for young scientists and higher education students at the National University "Chernihiv Polytechnic".

Methods

Component values follow the FHA convention: Vin_AC_peak = (4/π)·Vin_dc and RL_AC = (8/π²)·RL_dc. Currents, impedance, voltage, power and efficiency were computed analytically (SymPy closed-form circuit solution) at each frequency/load point, using the governing circuit equations and modular model architecture (Physical / Physical-abstraction / Hybrid-model / Parameter-visualization layers) described in the source paper.

Files

components.json

Files (402.2 kB)

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Additional details

References

  • B. Pakhaliuk, O. Husev, V. Shevchenko, K. Kroics, D. Stepins and R. Strzelecki, "Automatic Position Detection and Transmitting Activation of Dynamic Wireless Power Transfer System with Air Capacitor," 2022 Wireless Power Week (WPW), Bordeaux, France, 2022, pp. 487-491, doi: 10.1109/WPW54272.2022.9853972
  • B. Pakhaliuk, O. Husev, V. Shevchenko, J. Zakis, K. Maksym and R. Strzelecki, "Modified Inductive Multicoil Wireless Power Transfer Approach Based on Z-Source Network," in IEEE Journal of Emerging and Selected Topics in Power Electronics, vol. 9, no. 4, pp. 4906-4917, Aug. 2021, doi: 10.1109/JESTPE.2020.3041565
  • V. Shevchenko, O. Husev, B. Pakhaliuk and I. Kondratenko, "Design and Simulation Verification of Low Power Wireless Charging Battery System for Electric Bicycle," 2018 IEEE 3rd International Conference on Intelligent Energy and Power Systems (IEPS), Kharkiv, Ukraine, 2018, pp. 22-27, doi: 10.1109/IEPS.2018.8559531.
  • B. Pakhaliuk, O. Husev, V. Shevchenko, O. Veligorskyi and K. Kroics, "Novel Inductive Power Transfer Approach Based on Z-Source Network with Compensation Circuit," 2018 IEEE 38th International Conference on Electronics and Nanotechnology (ELNANO), Kyiv, Ukraine, 2018, pp. 699-704, doi: 10.1109/ELNANO.2018.8477455.
  • Shevchenko, V.; Pakhaliuk, B.; Husev, O.; Veligorskyi, O.; Stepins, D.; Strzelecki, R. Feasibility Study GaN Transistors Application in the Novel Split-Coils Inductive Power Transfer System with T-Type Inverter. Energies 2020, 13, 4535. https://doi.org/10.3390/en13174535
  • B. Pakhaliuk, O. Husev, R. Strzelecki, K. Tytelmaier, J. Zakis and D. Stepins, "Optimal Multivariable Control for Modified Z-source Based IPT," 2018 IEEE 59th International Scientific Conference on Power and Electrical Engineering of Riga Technical University (RTUCON), Riga, Latvia, 2018, pp. 1-6, doi: 10.1109/RTUCON.2018.8659817.
  • B. Pakhaliuk, V. Lysiuk, I. Burmaka, O. Matiushkin and R. Strzelecki, "Simulation analysis of wireless power transfer solutions with hybrid inductive and capacitive coupling" (manuscript, unpublished).