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ANALYSIS OF THE OPTIMIZED H TYPE GRID SPRING BY A CHARACTERIZATION TEST AND THE FINITE ELEMENT METHOD UNDER THE IN-GRID BOUNDARY CONDITION  

Yoon Kyung-Ho (Korea Atomic Energy Research Institute)
Lee Kang-Hee (Korea Atomic Energy Research Institute)
Kang Heung-Seok (Korea Atomic Energy Research Institute)
Song Kee-Nam (Korea Atomic Energy Research Institute)
Publication Information
Nuclear Engineering and Technology / v.38, no.4, 2006 , pp. 375-382 More about this Journal
Abstract
Characterization tests (load vs. displacement curve) are conducted for the springs of Zirconium alloy spacer grids for an advanced LWR fuel assembly. Twofold testing is employed: strap-based and assembly-based tests. The assembly-based test satisfies the in situ boundary conditions of the spring within the grid assembly. The aim of the characterization test via the aforementioned two methods is to establish an appropriate assembly-based test method that fulfills the actual boundary conditions. A characterization test under the spacer grid assembly boundary condition is also conducted to investigate the actual behavior of the spring in the core. The stiffness of the characteristic curve is smaller than that of the strap-wised boundary condition. This phenomenon may cause the strap slit condition. A spacer grid consists of horizontal and vertical straps. The strap slit positions are differentiated from each other. They affords examination of the variation of the external load distribution in the grid spring. Localized legions of high stress and their values are analyzed, as they may be affected by the spring shape. Through a comparison of the results of the test and FE analysis, it is concluded that the present assembly-based analysis model and procedure are reasonably well conducted and can be used for spring characterization in the core. Guidelines for improving the mechanical integrity of the spring are also discussed.
Keywords
Spring Characterization Test; Assembly-based Test; Strap-based Test; Core Condition; Slit; In-grid Condition; Linear Elastic Range; Constraints Condition;
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