静的曲げ試験における改造したTimoshenkoの曲げの式の適用範囲

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Title
静的曲げ試験における改造したTimoshenkoの曲げの式の適用範囲
Title
Applicable Range of the Modified Timoshenko's Bending Equation on the Staic Bending Tests
Title Transcription
セイテキ マゲシケン ニオケル カイゾウ シタ TIMOSHENKO ノ マゲ ノ シキ ノ テキヨウ ハンイ
Creator
Source Title
島根大学総合理工学部紀要. シリーズA
Volume 33
Start Page 131
End Page 138
Journal Identifire
ISSN 13427113
Descriptions
This paper describes the examination about the proper range of depth/span ratio which gives the Young's modulus and shear mqdulus in the three-point static bending test, and obtained the following results.
(1) The applicable depth/span ratio range obtained from our proposal is wider than that given by Timoshenko's theory. However, the Young's modulus cannot be given when the depth/span ratio is large, whereas the shear modulus cannot be derived when the depth/span ratio is small. Hence, the range of depth/span ratio should be wide in obtaining the both values of Young's modulus and shear modulus by our proposal properly.
(2) The accuracy of shear modulus obtained from our proposal is dependent on the value of the coefficient used for the modification of original Timoshenko's bending theory. For obtaining the proper shear modulus, this coefficient should be determined carefully by considering the various factors including the mechanical properties of the specimen themselves and the experimental conditions such as the loading nose used and the measured point of deflection.
(3) It was thought that the shear modulus can be derived from the bending test of one specimen as well as the Young's modulus. Nevertheless, the feasibility is restricted by the depth/span ratio.
Language
eng
Resource Type departmental bulletin paper
Publisher
島根大学総合理工学部
Interdisciplinary Faculty of Science and Engineering, Shimane University
Date of Issued 1999-12-24
Access Rights open access
Relation
[NCID] AA11157087
Remark 30-41+ / 1997-2007