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Distributed Forces - College of Engineering | University

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Page 1: Distributed Forces - College of Engineering | University
Page 2: Distributed Forces - College of Engineering | University
Page 3: Distributed Forces - College of Engineering | University
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Page 5: Distributed Forces - College of Engineering | University
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Page 11: Distributed Forces - College of Engineering | University

SOLUTION

R, = (200lblft)(4 ft) = Sgg rO

1

R n = :([50 lb/ft)(3 ft) = zz5 tb2

+J:r, = g'

{xzo = 6'

A - 800Lb +2251b =0

MA - (8001bX2 f0 + Q25lb)(5 f0 = 0

A=575lbl<

Me = 475b .rt *) 1

t+/al,!

PROBLEM 5.70

Determine the reactions at the beam supports for the given loading.

PROPRIETARY MATERIAL. @ 2013 The McGraw-Hill Companies, Inc. All rights reserved. No part of this Manual may be displayed,reproduced or distributed in any form or by any nxeans, without the prior written permission of the pubiisher, or used beyond the'limiteddistribution to teachers and educators permitted by McGraw-Hillfor their individual course preparation. Ifyou are a student uiing this Manual,you are using it without permission.

Page 12: Distributed Forces - College of Engineering | University

PROBLEM 5,71

Determine the reactions at the beam supports for the given

loading.

SOLUTION1

nr=i@kN/mX6 m)

=12kNRo =(2kN/m)(10m)

=20kN

*1 >r, =o' A-12kN-2okN=o

(xMr\

{>lro = g, M A- $2t<NX2m)-(20 kNX5 m) =0

L=32.0kN1<

Mo=r\ .OtN'm) {

pRopRrErARy MArERtaL.o 20r3 rhe Mccrrw-Hirr,C;Ylil:';# ,ll,i,X};;;):['i iil!";illii:I;i!,,:i!,!f;;:i i':i,:il:i'r;;;;;;;

"' rlistributed in nnt fitrtn or b1' Ltnv means'

;ou orc uti"g it tvithout permission'

635