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Kumar Akhil Kukkadapu

Publications and source records attributed to Kumar Akhil Kukkadapu.

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Design and optimisation of linear variable differential transformers and voice coil actuators using finite element analysis: a methodical approach to enhance sensor response and actuation force

This study introduces a systematic and optimised methodology for designing Linear Variable Differential Transformer (LVDT) sensors and Voice Coil (VC) actuators, tailored for high-precision applications such as gravitational wave detectors and particle accelerators. Unlike prior studies, which focus primarily on industrial-grade LVDT design frameworks or isolated parameter studies, this work addresses the specific challenges of achieving both enhanced sensor response and actuation force within strict geometric and thermal constraints. Using a custom-developed simulation pipeline based on Finite Element Method Magnetics (FEMM), we evaluate the influence of key design parameters such as coil dimensions, radial gaps, and coil wire diameter on performance metrics such as response and linearity. The novelty of this work lies in its systematic exploration of design trade-offs, such as maximising performance while minimising heat dissipation, and its applicability to high-precision environments. In this work, particular emphasis is placed on the combination of the LVDT and VC functionalities in one unified sensor-and-actuator system designed for gravitational wave detectors. In addition, the methodology and simulation results are validated with experimental measurements of an optimised design, demonstrating a 2.8-fold increase in LVDT response and a 2.5-fold increase in VC actuation force compared to the initial configuration while preserving LVDT linearity and VC force stability. This work represents a significant advance over existing methodologies by offering a structured, scalable design process.

physics.ins-det

Beyond Linearity: Full-scale response modelling and experimental validation of LVDTs

Linear Variable Differential Transformers (LVDTs) are widely used as high-precision, contactless displacement sensors in industrial, metrological, and scientific applications. Their performance is typically characterised only within the central linear operating region, whereas their behaviour across large displacements, where geometric and electromagnetic effects introduce significant non-linearity, remains poorly researched. In this work, we present a comprehensive analysis of the full-range response of an LVDT, spanning its entire mechanical stroke. Using a combination of custom-developed finite-element modelling pipeline and dedicated laboratory measurements, we demonstrate that the LVDT response comprises several distinct dynamical regimes. We introduce an analytically unified expression that accurately reproduces the measured response over all displacement scales, including linear and non-linear ranges, capturing the underlying physical features of the device. The model achieves high fidelity across the full range and provides closed-form first and second derivatives, enabling unambiguous displacement reconstruction, even in the non-linear regime where the voltage is multivalued. The derivative structure further clarifies the contribution of geometric coupling, noise-dominated central behaviour, and envelope decay. This study establishes, for the first time, a systematic framework for modelling, interpreting, and utilising the full-range behaviour of LVDTs. It offers guidance for systems that undergo large quasi-static excursions, overload recovery, or long-range alignment.

physics.ins-det