ISO 6721-2:2008 PDF

ISO 6721-2:2008 PDF

Name:
ISO 6721-2:2008 PDF

Published Date:
06/01/2008

Status:
Active

Description:

Plastics - Determination of dynamic mechanical properties - Part 2: Torsion-pendulum method

Publisher:
International Organization for Standardization

Document status:
Active

Format:
Electronic (PDF)

Delivery time:
10 minutes

Delivery time (for Russian version):
200 business days

SKU:

Choose Document Language:
$30.9
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ISO 6721-2:2008 specifies two methods (A and B) for determining the linear dynamic mechanical properties of plastics, i.e. the storage and loss components of the torsional modulus, as a function of temperature, for small deformations within the frequency range from 0,1 Hz to 10 Hz.

The temperature dependence of these properties, measured over a sufficiently broad range of temperatures (for example from -50 °C to +150 °C for the majority of commercially available plastics), gives information on the transition regions (for example the glass transition and the melting transition) of the polymer. It also provides information concerning the onset of plastic flow. The two methods described are not applicable to non-symmetrical laminates (see ISO 6721‑3, Plastics — Determination of dynamic mechanical properties — Part 3: Flexural vibration — Resonance-curve method). The methods are not suitable for testing rubbers, for which the user is referred to ISO 4664‑2, Rubber, vulcanized or thermoplastic — Determination of dynamic properties — Part 2: Torsion pendulum methods at low frequencies.


File Size : 1 file , 240 KB
Note : This product is unavailable in Ukraine, Russia, Belarus
Published : 06/01/2008
Same As : ISO 6721-2:2008

History

ISO 6721-2:2019
Published Date: 05/01/2019
Plastics - Determination of dynamic mechanical properties - Part 2: Torsion-pendulum method
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ISO 6721-2:2008
Published Date: 06/01/2008
Plastics - Determination of dynamic mechanical properties - Part 2: Torsion-pendulum method
$30.9
ISO 6721-2:1994
Published Date: 11/01/1994
Plastics - Determination of dynamic mechanical properties - Part 2: Torsion-pendulum method
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