Scanning interferometry technique for through-thickness defect/damage evaluation in multi-layered transparent structures
Case ID:
TEC2013-0089
Web Published:
7/23/2015
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)
Introduction
High-strength, impact-resistant windshields, security components, and other multi-layered transparent composites (TC) are often constructed with glass and polymer laminates. Precise measurement of flaws in these structures, in all three dimensions, has not been possible. As a result, manufacturing costs include unnecessary scrap, and components in operation may be replaced prematurely.
Description of Technology
Due to the thicknesses of some transparent composites, measurement techniques provide two-dimensional reading in the XY. This innovation adds measurements in the Z dimension, detecting defects within transparent multi-layered structures at various depth locations using high spatial resolution. It is capable of non-invasive, non-contact, and real-time defect depth location and size measurement in in three dimensions. This measurement tool can help address costly damage, defects, delamination, regions of transparency loss, and mechanical stress.
Key Benefits
- Versatility: Measurement technique may be used in production and for field evaluations.
- Three Dimensions: Quality measure can be done in transparent structures in all three dimensions.
- Costs Reductions: The technique promises to reduce both manufacturing costs and expenses related to the premature replacement of transparent parts in operation.
Applications
- Armored Vehicles
- Aerospace
- Transparent Security Windows
- High-Strength Industrial Windows
Patent Status
Patent Pending
Inventors
Anton Khomenko, Mahmoodhul Haq, Gary Cloud
Tech ID
TEC2013-0089
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For Information, Contact:
Brian Copple
Technology Manager
Michigan State University
copplebr@msu.edu