I.S. EN ISO 527-5:2009
Superseded
A superseded Standard is one, which is fully replaced by another Standard, which is a new edition of the same Standard.
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PLASTICS - DETERMINATION OF TENSILE PROPERTIES - PART 5: TEST CONDITIONS FOR UNIDIRECTIONAL FIBRE-REINFORCED PLASTIC COMPOSITES
Hardcopy , PDF
15-01-2022
English
01-01-2009
For Harmonized Standards, check the EU site to confirm that the Standard is cited in the Official Journal.
Only cited Standards give presumption of conformance to New Approach Directives/Regulations.
Dates of withdrawal of national standards are available from NSAI.
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Foreword
1 Scope
2 Normative references
3 Principle
4 Terms and definitions
5 Apparatus
6 Test specimens
7 Number of specimens
8 Conditioning
9 Procedure
10 Calculation and expression of results
11 Precision
12 Test report
Annex A (normative) - Specimen preparation
Annex B (informative) - Alignment of specimens
Provides test conditions for the determination of the tensile properties of unidirectional fibre-reinforced plastic composites.
| DocumentType |
Standard
|
| Pages |
24
|
| PublisherName |
National Standards Authority of Ireland
|
| Status |
Superseded
|
| SupersededBy | |
| Supersedes |
| Standards | Relationship |
| NEN EN ISO 527-5 : 2009 | Identical |
| EN ISO 527-5:2009 | Identical |
| UNE-EN ISO 527-5:2010 | Identical |
| ISO 527-5:2009 | Identical |
| SN EN ISO 527-5:2010 | Identical |
| UNI EN ISO 527-5 : 2009 | Identical |
| NBN EN ISO 527-5 : 2009 | Identical |
| NF EN ISO 527-5 : 2009 | Identical |
| NS EN ISO 527-5 : 2009 | Identical |
| BS EN ISO 527-5:2009 | Identical |
| ONORM EN ISO 527-5 : 2009 | Identical |
| DIN EN ISO 527-5:2010-01 | Identical |
| ISO 527-4:1997 | Plastics Determination of tensile properties Part 4: Test conditions for isotropic and orthotropic fibre-reinforced plastic composites |
| ISO 2818:1994 | Plastics — Preparation of test specimens by machining |
| ISO 527-1:2012 | Plastics Determination of tensile properties Part 1: General principles |
| ISO 3534-1:2006 | Statistics — Vocabulary and symbols — Part 1: General statistical terms and terms used in probability |
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