Q800 dynamic mechanical analyzer
The Q800 dynamic mechanical analyzer (DMA) is a laboratory instrument designed to measure the viscoelastic properties of materials. It applies an oscillating force to a sample and measures the resulting deformation, providing data on the material's stiffness, damping, and other mechanical characteristics.
Lab products found in correlation
45 protocols using q800 dynamic mechanical analyzer
Thermomechanical Analysis of Polymer Network
Dynamic Mechanical Analysis of Film Strips
Tensile and Compression Testing of External Device Leads
Dynamic Mechanical Analysis of Irradiated Polymers
Dynamic Mechanical Analysis for Shape Memory
Thermomechanical Characterization of Nanopapers
were investigated by using a Q800 dynamic mechanical analyzer by
TA Instruments, in tensile mode, using 5 × 20 mm2 specimens
cut from nanopapers. Tests during a heating ramp were carried out
from RT to 150 °C at a heating rate of 2 °C/min, strain
of 0.05%, and frequency of 1 Hz. Deformation under constant load tests
(referred to as creep tests) were carried out at 120 °C under
5 MPa, for 8 h, followed by deformation recovery at zero load at the
same temperature for 8 h.
Polymer Film Characterization by DMA
Dynamic Mechanical Analysis of Polymer Specimens
Bulk Rigidity Moduli Characterization
Dynamic parameters of the material, such as storage and loss moduli were measured in the multi-stress/strain mode (using the same clamp setup). In this mode, the cycling loading was applied to the sample at the rate of 10–100 Hz and the maximum drive force up to 10N N (which resulted in the amplitude of ~15–30 μm).
Frequency-Dependent Viscoelastic Properties of Cereal Kernels
Power law equations (Equations (1) and (2)) were employed to describe the frequency dependence of E′ and E″ [16 (link)]:
where f (Hz) denotes the frequency; E′ (MPa) and E″ (MPa) represent the storage modulus and loss modulus, respectively; n′ (dimensionless) and n″ (dimensionless) denote the frequency exponents; and K′ (MPa·sn) and K″ (MPa·sn) denote the proportionality constants and reflect the elasticity and viscous property, respectively.
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