Abstract:Vibration energy harvesting is receiving significant interest due to the possibility of using extra power in various machines and constructions. This paper presents an energy-harvesting system that has a structure similar to that of a linear generator but uses permanent magnets and magnetorheological fluid insets. The application of a standard vehicle example with low frequencies and amplitudes of the excitations was used for the optimization and experimental runs. The optimization for low excitation amplitude… Show more
“…These systems harness electromagnetic induction to generate electricity, but optimizing their energy conversion process remains a significant challenge [12]. These systems can be divided into linear and rotational electromagnetic generators [13], and systems that convert translational suspension movement into rotational motion, such as pinion-rack [14] or ball screw [15], among others.…”
This study explores the advanced mathematical modeling of electromagnetic energy harvesting in vehicle suspension systems, addressing the pressing need for sustainable transportation and improved energy efficiency. We focus on the complex challenge posed by the non-linear behavior of magnetic flux in relation to displacement, a critical aspect often overlooked in conventional approaches. Utilizing Taylor expansion and Fourier analysis, we dissect the intricate relationship between oscillation and electromagnetic damping, crucial for optimizing energy recovery. Our rigorous mathematical methodology enables the precise calculation of the average power per cycle and unit mass, providing a robust metric for evaluating the effectiveness of energy harvesting. Further, the study extends to the practical application in a combined system of passive and electromagnetic suspension, demonstrating the real-world viability of our theoretical findings. This research not only offers a comprehensive solution for enhancing vehicle efficiency through advanced suspension systems but also sets a precedent for the integration of complex mathematical techniques in solving real-world engineering challenges, contributing significantly to the future of energy-efficient automotive technologies. The cases reviewed in this article and listed as references are those commonly found in the literature.
“…These systems harness electromagnetic induction to generate electricity, but optimizing their energy conversion process remains a significant challenge [12]. These systems can be divided into linear and rotational electromagnetic generators [13], and systems that convert translational suspension movement into rotational motion, such as pinion-rack [14] or ball screw [15], among others.…”
This study explores the advanced mathematical modeling of electromagnetic energy harvesting in vehicle suspension systems, addressing the pressing need for sustainable transportation and improved energy efficiency. We focus on the complex challenge posed by the non-linear behavior of magnetic flux in relation to displacement, a critical aspect often overlooked in conventional approaches. Utilizing Taylor expansion and Fourier analysis, we dissect the intricate relationship between oscillation and electromagnetic damping, crucial for optimizing energy recovery. Our rigorous mathematical methodology enables the precise calculation of the average power per cycle and unit mass, providing a robust metric for evaluating the effectiveness of energy harvesting. Further, the study extends to the practical application in a combined system of passive and electromagnetic suspension, demonstrating the real-world viability of our theoretical findings. This research not only offers a comprehensive solution for enhancing vehicle efficiency through advanced suspension systems but also sets a precedent for the integration of complex mathematical techniques in solving real-world engineering challenges, contributing significantly to the future of energy-efficient automotive technologies. The cases reviewed in this article and listed as references are those commonly found in the literature.
“…We planned to keep in check our developed (semi-)active suspension [44] using information acquired from a segment of traveled road profile [45,46]. The central vehicle safety block would receive the road characteristics and set damper damping values to minimize the vibration of the vehicle body.…”
The key request for a vehicle suspension system is vibration control and decreasing the actual inertia forces. This ensures ride comfort for the crew and influences the fatigue level of the driver and overall driving safety. Implementing semi-active damping control in the vehicle suspension allows for adjusting the damping process in the vehicle for minimum acceleration applied to the seats, driver, and passengers. In order to implement theoretical analysis, we used a mathematical full-car model in Simulink/MATLAB. As the load, we added simulations of various artificially generated road profiles. The damping coefficient of the semi-active suspension system was optimized for maximum comfort level for a driver only. Results from the full-car simulation process deliver a graph of the output accelerations showing kinematic excitation from road deformities under various locations of vehicle load positions.
“…23 From the 1960s to the present, throughout the history of MF dampers, researchers have continuously worked to improve their damping performance. 24 To achieve the aim, they have explored various configurations of MF dampers, 25,26 added different porous materials into MFs, 27,28 and so on. However, little research has been done on the inner surface structures of MF dampers.…”
Section: Introductionmentioning
confidence: 99%
“…At the turn of the 21st century, scholars began using MFs in tuned liquid dampers to enhance the energy consumption efficiency due to their controllable flow. , As energy issues attract more and more attention, the combination of MF dampers and energy harvesters has made remarkable progress in the past decade. − Vibration energy harvesters are suitable for energy scarcity environments and conducive to the miniaturization of devices . From the 1960s to the present, throughout the history of MF dampers, researchers have continuously worked to improve their damping performance . To achieve the aim, they have explored various configurations of MF dampers, , added different porous materials into MFs, , and so on.…”
Magnetic fluid shock absorbers (MFSAs) have been successfully
utilized
to eliminate microvibrations of flexible spacecraft structures. The
method of enhancing the damping efficiency of MFSAs has always been
a critical issue. To address this, we drew inspiration from the tree
frog’s toe pads, which exhibit strong friction due to their
unique surface structure. Using 3D printing, we integrated bionic
textures copied from tree frog’s toe pad surfaces onto MFSAs,
which is the first time to combine bionic design and MFSAs. Additionally,
this is also the first time that surface textures have been applied
to MFSAs. However, we also had to consider practical engineering applications
and manufacturing convenience, so we modified the shape of bionic
textures. To do so, we used an edge extraction algorithm for image
processing and obtained recognition results. After thorough consideration,
we chose hexagon as the shape of surface textures instead of bionic
textures. For theoretical analysis, a magnetic field–flow field
coupling dynamic model for MFSAs was built for the first time to simulate
the magnetic fluid (MF) flow in one oscillation cycle. Using this
model, the flow rate contours of the MF were obtained. It was observed
that textures cause vortexes to form in the MF layer, which produced
an additional velocity field. This increased the shear rate, ultimately
leading to an increase in flow resistance. Finally, we conducted vibration
reduction experiments and estimated damping characteristics of the
proposed MFSAs to prove the effectiveness of both bionic texture and
hexagon surface textures. Fortunately, we concluded that hexagon surface
textures not only improve the damping efficiency of MFSAs but also
require less MF mass.
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