A single lap joint consists of 16 mm thick grade S275 plate as shown in Figure...
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A single lap joint consists of 16 mm thick grade S275 plate as shown in Figure Q1. All edges of the plates are machine flame cut. Two (2) 22 mm diameter Grade 4.6 black non- preloaded bolts and shear plane passes through the unthreaded portion of the bolt. Calculate the design resistance of the connection due to bearing. (CO2-PO5) (C4) (7 marks) 200KN 16mm thick S275 Plate 2 nos of 22mm bolts 30mm 70mm 30mm Figure Q1 30mm 30mm 16mm thick S275 Gusset A single lap joint consists of 16 mm thick grade S275 plate as shown in Figure Q1. All edges of the plates are machine flame cut. Two (2) 22 mm diameter Grade 4.6 black non- preloaded bolts and shear plane passes through the unthreaded portion of the bolt. Calculate the design resistance of the connection due to bearing. (CO2-PO5) (C4) (7 marks) 200KN 16mm thick S275 Plate 2 nos of 22mm bolts 30mm 70mm 30mm Figure Q1 30mm 30mm 16mm thick S275 Gusset A single lap joint consists of 16 mm thick grade S275 plate as shown in Figure Q1. All edges of the plates are machine flame cut. Two (2) 22 mm diameter Grade 4.6 black non- preloaded bolts and shear plane passes through the unthreaded portion of the bolt. Calculate the design resistance of the connection due to bearing. (CO2-PO5) (C4) (7 marks) 200KN 16mm thick S275 Plate 2 nos of 22mm bolts 30mm 70mm 30mm Figure Q1 30mm 30mm 16mm thick S275 Gusset A single lap joint consists of 16 mm thick grade S275 plate as shown in Figure Q1. All edges of the plates are machine flame cut. Two (2) 22 mm diameter Grade 4.6 black non- preloaded bolts and shear plane passes through the unthreaded portion of the bolt. Calculate the design resistance of the connection due to bearing. (CO2-PO5) (C4) (7 marks) 200KN 16mm thick S275 Plate 2 nos of 22mm bolts 30mm 70mm 30mm Figure Q1 30mm 30mm 16mm thick S275 Gusset
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Solution Thickness of plate t Dia of bolt d Grade of bolt 100 fub 4 or fub fyb fub kg Minimum e ... View the full answer
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Financial Accounting Information for Decisions
ISBN: 978-1259917042
9th edition
Authors: John J. Wild
Posted Date:
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