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Viscous Fluid Damper

Quakesafe

subcategory:

Energy Dissipation

Quakesafe

Relevant data:

  • Product description
    • Commodity name: Viscous Fluid Damper

    The Viscous Fluid Damper is a passively velocity-dependent damper designed and produced based on the principle of generating damping force through the interaction between a viscous medium and the structural components of the damper. It can effectively dissipate energy and reduce the seismic and wind-induced vibrations of buildings, demonstrating wide applicability in engineering. During an earthquake, the damper maximizes the absorption and dissipation of the impact energy on the building structure, significantly mitigating the shock and damage caused by the earthquake, akin to installing an "airbag" for the building or bridge.

    The viscous damper only provides damping to the structure without adding additional stiffness, meaning it does not alter the natural vibration period of the structure. When external excitations (such as earthquakes or wind vibrations) are transmitted to the structure, the structure undergoes deformation and drives the damper to move, creating a pressure difference between the two ends of the piston. The medium passes through the damping structure, generating damping force and converting energy (from mechanical energy to thermal energy), thereby reducing the dynamic response of the structure.

    This product is developed in a customized manner. Its appearance, performance and various detailed features are all determined according to the specific requirements of each individual project. In view of this, in order to fully demonstrate the cost-performance advantage in the project, it is recommended that for the specifications and parameters of products for specific projects, in-depth communication and confirmation should be carried out in a timely manner with professional engineers from Safetyinside during the initial design stage of the project, so as to accurately match the project requirements and achieve the construction and implementation of the optimal solution.

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