Enhancing Litz Wire Performance in High-Frequency Applications Through Simulation

By Asma Jlassi | 22/03/2023

What is Litz Wire?

Litz wire is a type of wire consisting of multiple individually insulated strands that are twisted together in a specific pattern. It is commonly used in high-frequency applications where the skin effect, a phenomenon that increases the resistance of a wire as the frequency increases, can significantly reduce the efficiency of the wire. The multiple strands of Litz wire are designed to reduce the skin effect and increase the wire's efficiency by distributing the current across the wire's surface.

The strands of Litz wire are individually insulated to prevent the strands from shorting together, which would defeat the purpose of the wire's design. The strands of Litz wire are typically twisted together in a specific pattern to maximize their efficiency.  

Litz wire is commonly used in high-frequency transformers, inductors, and antennas, where its design can significantly increase the efficiency of the device. The wire's design can also reduce the wire's losses due to its lower resistance and inductance, making it a popular choice for high-frequency applications.



General Structure of Litz Wire Cable [1]


Modeling and Analysis of Litz Wire

Modeling and simulation of Litz wire is a valuable technique for optimizing the performance of the wire in high-frequency applications. Litz wire is a multi-stranded wire designed to reduce skin effect and increase efficiency, making it ideal for applications such as high-frequency transformers, inductors, and antennas.

To model and simulate the behavior of Litz wire, engineers typically use numerical simulation involving the creation of a 3D model of the wire, specifying its material properties, and defining the simulation parameters such as frequency range and current amplitude.

One of the primary advantages of modeling and simulating Litz wire is that it allows engineers to optimize the wire's design for specific applications. By varying parameters such as the number of strands, wire diameter, and twist pattern, engineers can simulate the performance of the wire under different conditions and identify the optimal design for a particular application.

The simulation also allows for the evaluation of various performance metrics such as impedance, inductance, and capacitance. These metrics are critical in designing high-frequency devices as they impact the efficiency of the device. For instance, the impedance and inductance of Litz wire have a significant impact on the resonance frequency of high-frequency transformers, inductors, and antennas.

In addition to optimizing the wire's design, the simulation also provides insights into the behavior of the wire under different operating conditions. This allows engineers to identify potential issues such as heating, electromagnetic interference, and noise, which can impact the performance of the device. Through simulation, engineers can optimize the wire's design to mitigate such issues.

Another advantage of modeling and simulating Litz wire is that it enables virtual testing of the wire's performance, reducing the need for physical prototyping. This reduces development costs and accelerates the design process, allowing engineers to bring products to market faster.

Modeling and Simulation of Litz Wire for High-Frequency Applications


EMWorks Simulation of Litz Wire

EMS and EMWorks2D simulation tools from EMWorks enable engineers to model and analyze the behavior of Litz wire for high-frequency applications by providing insights into the electromagnetic fields and currents within the wire, and by enabling the optimization of the wire geometry for a given application.

The axisymmetric invariance property of the studied Gapped inductor [2], shown in the following figure, allows the 2D simulation using EMWorks2D AC Magnetic solver. The simulation reveals the following results including magnetic field intensity H, Magnetic flux density B, and Winding loss density which allow interpreting field distribution across the Yoke and Windings based on the used Litz wire parameters (Number of turns, strands, wire gage, etc.).

3D and 2D Design of the Gapped Inductor Model [2]


Magnetic Field Intensity Distribution


Magnetic Flux Density Distribution


Winding Loss Density Distribution

Conclusion

In conclusion, the modeling and simulation of Litz wire is a valuable technique for optimizing the wire's design and performance in high-frequency applications. It enables engineers to identify the optimal wire design for a specific application, evaluate performance metrics, identify potential issues, and reduce development costs.

References
[1]- Mohamed, Ahmed AS, et al. "A comprehensive overview of inductive pad in electric vehicles stationary charging." Applied Energy 262 (2020): 114584.
[2]- Lin, D., et al. "An Efficient Method for Litz-Wire AC Loss Computation in Transient Finite Element Analysis." IEEE Transactions on Magnetics 58.5 (2022): 1-10.