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Damping Technologies
 
 
We offer advanced vibration testing solutions in the Indian market through an EXCLUSIVE arrangement with our principals Damping Technologies Inc, USA.

The testing setup confirms to ASTM E-756, SAE J1637 (Oberst Bar), etc. Vibrating Beam Technique Material Measurements.

The testing technique applies to many classes of materials including, but not limited to:
 

  • Plastic Compounds
  • Elastomeric Compounds
  • Thermoplastic Adhesives
  • Thermoset Adhesives
  • Pressure Sensitive Adhesives
  • Epoxy Systems
  • Structural Foams
  • Body Sealers
  • Mastics
  • Body Panel Stiffeners
  • Surface Damping Treatments
  • Friction Materials
  • Sealant Foams
  • Plastic Composites
  • Metals and Metal Alloys

 


 

Material Damping Properties are useful for material selection tasks, particularly when combined with suitable analytic (FEA or other) models to predict structural dynamics as a function of temperature and frequency. Such data can be used to assess structural integrity issues, noise and vibration concerns, and high cycle fatigue.
 


This technique is particularly applicable for archiving dynamic mechanical properties of materials for a database of candidate materials for many applications.

Advantages

Each test technique used to characterize the dynamic mechanical properties of viscoelastic materials have inherent advantages and limitations. The ASTM E-756 Vibrating beam technique has been shown to exhibit the following advantages:

  • Conducive to automated data acquisition and minimum user interaction.
  • Well suited to evaluation of very stiff materials, particularly in the glassy region (homogeneous or Oberst configurations).
  • Well suited for evaluation of very soft materials (sandwich configuration).
  • Minimal adhesion/boundary condition/test fixture data contamination (typically a problem with forced-oscillation techniques).
  • Wide temperature range.
  • Wide frequency range (consistent with most automotive /aircraft industry requirements)
  • Efficient "first look" at dynamic properties.

 

 

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