8-48 A vertical channel 152 x 76 (see Table A-7) has a cantilever beam bolted to it as shown. The channel is hot-rolled AISI 1006 steel. The bar is of hot-rolled AISI 1015 steel. The shoulder bolts are M12 x 1.75 ISO 5.8. For a design factor of 2.8, find the safe force F that can be applied to the cantilever. 12 Problem 8-48 Dimensions in millimeters. %24 50 -50--50-- 125

8-48 A vertical channel 152 x 76 (see Table A-7) has a cantilever beam bolted to it as shown. The channel is hot-rolled AISI 1006 steel. The bar is of hot-rolled AISI 1015 steel. The shoulder bolts are M12 x 1.75 ISO 5.8. For a design factor of 2.8, find the safe force F that can be applied to the cantilever. 12 Problem 8-48 Dimensions in millimeters. %24 50 -50--50-- 125

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

solve all three part by method of section
The beam below is subjected to a sinusoidal forcing function with Fmax = F and Fmin -F/2 where l 40 mm. The cross section is a rectangular with thickness (t) and height (h). The beam is in room temperature, it is ground, it is 90% reliable. Find the stress state in the beam due to this loading. choose the type of steel that will give a safety factor of 3 for N=5E8 cycles using Goodman. 1 т, а — 0.4 т, b %3D 0.6 т, F 500 N,I %3D 2.85Е — 08 m*, h - b |R1 R2
The shaft in the figure is mounted with a gear wheel key. Shaft material 42CrMo4 The weight of the gear on the shaft is 0.9 kg, dimension, surface and notch factors KbK / Kç = 0.83, shaft speed n = 1120 rpm, shaft transmitted power 7.5 kW, force on shaft Fn = F = 2680 N Since the desired safety coefficient is Ssafe = 2; Draw the bending and torsional moment diagrams of the shaft.
Problem 1: (P9, P10, M5, M7, D5) Obtain a preliminary design of the shaft by performing the following tasks. Note that forces T1=2880 N and T2-432 N. The maximum bending moment is at x =230 mm (point B), and it equals M= 698.3 N•m completely reversed, where the torque is constant at 612 N.m at the same point. The shaft material is AISI 1020 CD steel. Take the stress concentration conditions at B to be Shoulder fillet-sharp, with notch radius r=0.6 mm (Table 7-1). 230 mm 280 mm 30-mm dia. 300 mm 250-mm dia. 400-mm dia. 270 N X. 1800 N
Pravinbhai
The figure shows a round shaft from a gear transmission. Gears are mounted at points A, C, and E. Supporting bearings are at B and D. The forces transmitted from the gears to the shaft are shown, all acting downward. Compute the maximum stress due to bending in the shaft, accounting for stress concentrations. Draw shear diagram and moment diagram. calculate the safety factor for the material selected. The material is 4150 OQT 1300. Assume that f1 = 9.5 KN , f2= 13.5 KN and f3 =18 KN
Determination of vertical displacement of Mid-Term Project pipe assembly Find the vertical displacement at position C in the figure. 800 mm Pipe inner diameter: 40 mm, Pipe outer diameter: 60 mm Material: A-36 Steel 600 N B. -By the force 600N, the AB part of the pipe is subjected to bending and torsional loads. BC part is subjected to bending load. -The energy equation by this load is as follows. Energy equation by torsional load: 400 mm T²dx (U), = 2GJ Problem: Energy equation by bending load a) First, draw a free body diagram and the AB part Of the bending/torsional load of the BC and Derive the bending load equation. So M²dx (U) = 2EI By applying it to the high energy formula, Save energy and make it the same as external energy Release to find the vertical displacement. -The sum of the internal energy of 2 energy is as follows. U=U: +Ub b) Creo modeling and structural analysis -Due to energy conservation, the sum of the internal energy U is the external due to the load 600 NGet the…
can you answer this question
Q3 The figure shows a round shaft from a gear transmission. Gears are mounted at points A, C, and E. Supporting bearings are at B and D. The forces transmitted from the gears to the shaft are shown, all acting downward. Compute the maximum stress due to bending in the shaft, accounting for stress concentrations. calculate the safety factor for the material selected.if martial 4150 OQT 1300 force 1 (f1)=9.5 kn ,Force 2(f2)=13.5Kn ,Force3 (f3)=18Kn
A radial ball bearing is assembled on a steel shaft of 30 mm diameter with a transition fit, as shown in the figure. 1. Suggest a suitable transition fit then calculate the limit sizes of shaft and hole. 2. Calculate the maximum interference and the maximum clearance for the suggested transition fit. Ball bearing Steel shaft (D = 30 mm)