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Regarding doubt in two different appraoches used for calculating tearing stength of plate

 
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nk091041
SEFI Member
SEFI Member


Joined: 31 Dec 2020
Posts: 1

PostPosted: Thu Dec 31, 2020 6:56 pm    Post subject: Regarding doubt in two different appraoches used for calculating tearing stength of plate Reply with quote

Hi everyone,
I have very basic doubt in estimation of tearing strength of plate. For explaining my doubt I have used following examples (Fig 4.13).
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Examples of diamond connection.docx
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Examples in Fundamentals of structural steel design by ML Gambhir

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