A D E F C G B H K L M NO Р Q 300 kN 8 panels @ 5 m = 40 m- Dimensions in meters 3 R
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20: Determine the force in members CL, KL, and BL
using method of joints. State whether each member is in tension or
compression.
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- 5Find the lengh and divection for (uxv) X(vxu) 179 for the folloning @ u=2i+3j , v= -itj O u=2i-2j +4k,v= -i+j-2k ® u= irj-K, v= o O u= -gi -2j-4k, v= 2i+2j+k O u= i-tj+k, v= i+j+2kNeed some heplp with these graphsFormül; TL 2 5 için c - cz -;(1– 0,630b/a) M-(lzy.2– ly.y) + M,(1;.z – Izy -y) 1.ly – Izy Ox + dy, tan28p = Tmaks = Gab? Czab'G" m VQ TD It Мy 2tA Ox + Oy x-dy cos20 + Trysin20 , Jort = Ox + 0y Ty'y' = - sin20 + Trycos20 , Omaks.min = +r (Ox – + Ty Tmaks = A 3 m long steel angle shown in the figure has a section thickness of 12.7 mm and a cross sectional area of 4350 mm ^ 2. Find the resulting torsion angle in degrees. T = 500 Nm ve G = 77,2 GPa (°) O 5,34 O 3,89 O 4,87 O 7,86 O 8.72 O O O O
- Formül; TL 60 MPa T Tmaks = Gab = vQ Sab?c: 25 için g = g =(1- 0,630b/a) Cyab'G 45 MPa M;(Izy.z-ly.y) + M,1..z- Izy.y) My T It 2tA 100 MPa 100MPA +dy ¯dy cos20 + Tzysin20 , Jort = cos20 + Trysin20, dort - *Oy, tan28, - 2 2 O-dy sin20 + I cos20, Gmaksmin -2 2 Ty -- .min- 45 MPa 60 MPa Tmaks Find the maximum principal stress for the stress case given in the figure. O 80.00 MPa O 138,75 MPa O 129,24 MPa O 114,25 MPa O 49.24 MPa3. Find VR and Vc AO2=30mm В AB=60mm AC=80mm BC=45mm A B04=50mm 0,= 2 rad/s 0204=70mm 04 O4 Angle of 02A is 45 degrees with respect to positive x-axis.Drawing is not in scale redraw if possible and applicable.is it correct?? if it is correct,please tell me why r=0,z=H?? Thanks very much!!!!!
- Please solve this using the second image to reference which dimensions to find to make it have the design factor and yield. And anything else necessary listed.Hw/ y= lux f Y=e? Find Df R. Hw/ solve: O log (x)+Log (x-1) = log (8x-12)-1a9L2) %3D An s/x=3 %3D4G O0: D1 9:24 P Flag question Consider for the part in the figure below, a = 112, b = 50 and c= 100. be 40 a 80 20 Lt----------- Dimensions in mm Analyze the part in order to calculate the coordinates of the centre of gravity in the (x, y, z) system of coordinates. It is assumed that the following process was following for the manufacturing process • Part 1(a cubic piece of dimension 33 x 50 x 60 is cut out of a Part 2 of dimensions 145 x 50 x 80 and then • Part 3 (triangular prism) is welded Part 2 Fill in the table below with coordinates of centers of respective parts in mm Part тт mm mm 1 Part тт mm тт 2 Part тт mm mm 3 The coordinates of the CG are respectively: mm y = mm mm Assume a density of 160 kg/m³ and calculate the total volume and the mass of the part. Volume = mass = kg Check