Q2. Perform a static structural analysis on the part shown in Figure 2 A) The part is made from general magnesium alloy B) Use mesh size of 5 mm C) The I cross-section on the other end of the loading surface is fixed as shown in figure 3 D) A local load of 10 kN is acting on a hexagonal area as shown in figure 3 a) Part modelling to the given dimension with the split face [10 points] b) What is the mesh statistics? [10 points] Nodes: Elements: c) What is the total deformation in mm, in the direction of force applied? [10 points] MAX: d) What is the equivalent Von Moises stress in MPa? [10 points] MAX: e) What is the factor of safety based on von Moises stress criterion? [10 points]

Q1. Create a fully defined sketch of the draft shown in figure 1

You will have a significant freedom in the design of the disk rotor components with a minimum number of pre-defined dimensions linked to the LAST 3 digits of your student number; you will have to provide fully dimensioned detail engineering drawings of the components and drawing of the assembly. The disk brake rotor set will be composed from 3 components: 1. Disk brake 2. Disk brake hub 3. Bolts

Lab 1 SolidWorks [Assignment] Draw the Part following the below instruction. • The part is 110 x 60 x 100 millimeters. • All dimensions are in millimeters. • Submit your SolidWorks file (.sldprt file) to D2L

An I-beam is made20 mm x 100 mm in cross section, nailed together with a single row of nails on top and bottom as shown.of three planks, each If the longitudinal spacing between the nails is 25 mm,and the vertical shear force acting on the cross section is600 N, what is most nearly the shear per nail?

Problem 1: Make a part in SolidWorks from the given drawing sheet below. All dimensions are in inches. All sketches must be fully defined. (25 points)

The assembly is used to support the distributed load w = 10 KN/m. Determine the factor of safety with respect to yielding for the steel rod BC and the pins at A and B if the yield stress for the steel is 250 MPa and in shear is 125 MPa. The rod has a diameter of 13 mm and the pins each have diameter of 10 mm. Furthermore, determine the amount of elongation in the rod BC knowing that the modulus of Elasticity of steel (E = 200 GPa). Note: pins at A & C are subjected to double shear.

Problem 2: Make a solid works part model from the given figure below. All dimensions are in millimeters. "Circular Pattern" must be used in design intent to drill four holes as shown in the figure. All sketches must be fully defined. (20 points)

A wood beam (E=20 GPa, oall, wood=15 MPa) is reinforced with attaching steel plates (E=200 GPa, ol, Steel 160 MPa) on top and bottom of beam. Determine the maximum allowable bending moment M of this section.

The 12-lb box slides on the surface for which uk =0.3.The box has a velocity v = 15 ft/s when it is 2 ft from the plate. (Figure 1)

What is printed when you execute?"(["print(k[not kk Intercept O Through zero Compute a least-squares linearregression using the data in thedownloaded Excel file (predicting yfrom x). If the answer above was'Intercept' then compute a generallinear least-squares regression3Botherwise make the least-squareslinear regression go through the orgin.?What is the slope of the regression

If the answer above was 'Intercept'then compute a general linear least-squares regression of v on w (where vis the dependent variable); otherwisemake the least-squares linearregression go through the orgin. What?is the slope of the regression Is the regression line increasingor?decreasing Increasing O Decreasing O Neither What output is produced by this code:"seed(idnum);a,b,c,d3randint(0,2),randint(0,2),randint(0,2), randint(0,2);s='ab';ss=s[a]+s[b]+s[c]+s[d]+'.x\s';print(?"(ss

Determine the force in members IJ, BI, and BC of the truss. State if the members are in tension or compression. Assume all members are pin connected.

Write a Python function to compute the distance from a point (xO,yo) to a line that goes through the two points(x1,y1) and (x2,y2). Hint: see the articlehttps://en.wikipedia.org/wiki/Distance_from_a_point_ to_a_line. Use the function to compute the 100 distances from the line that connects (0,0) and(20,200) to the 100 points (x,y), where x and y are the arrays you computed for the previous question. What is the?sum of these distances Enter "x=[0,1,2,3,4,5,6];s=str(idnum);y3D[0,5.8,10.3,(float(s)-2e8)/1e5,float(s[O]+s[4:])/1e4,30+float(s[-1]),43.2]" in the Spyder Console. Given these seven(x,y)-points, what is the slope of agression line through the origin that?predicts y-values from the x-values

The 30-kg pipe is supported at A by a system of five cords.Determine the force in each cord for equilibrium.

Design a helical spring for a spring loaded safety valve for the following conditions: Operating pressure= 1 N/mm Maximum pressure when the valve blows off freely 1.075 N/mm Maximum lift of the valve when the pressure is 1.075 N/mm2 = 6 mm Diameter of valve seat 100 mm Maximum shear stress 400 MPa Modulus of rigidity 86 kN/mm2 Spring index= 5.5

What is printed if you enter "importnumpy as np; from numpy.random import *; seed(idnum//3); print('%.3f' %?rand())" into Spyder After you execute the code "k =['Intercept',Through zero'];seed(idnum+200); kk=(rand()>0.5);w=np.round(rand(80),2)*200;v=10*rand()*w+5*rand()+randn(len(w))*400+500", what is the?[value of k[kk Intercept O Through zero O

Determine the force in each member of the truss and state if the members are in tension or compression. Set P, =8 kN,P2=12 kN.

Use a stochastic search to find the slope of a straight line through the origin that minimises the sum of orthogonal distances from the seven(x,y)-points to that line. What is the slope? A point will be awarded for each correct digit (up to 5), so do not round your result. Use the seven x- and y-values created in the previous.question Show the code you used to get the answer to the previous question, or detail how you otherwise obtained the.value for the slope

Express the moment of the couple acting on the pipe in Cartesian vector form. What is the magnitude of the couple moment? Take F = 125 N.

Draw the free body diagram of the space truss. 4ft A B C D E 4ft 8ft 3ft 8K

Analyze and compare two trusses, arched configurations of the Pratt Truss and the Howe Truss in Figures (a) and (b), respectively. The trusses have the same depth, length, panel spacing,loading, and supports. All joints are pinned. For each truss, do the following. a) Compute all bar forces and indicate tension or compression for each force. b) Determine the required cross-sectional areas for each bar, given an allowable tensile stress of 300 MPa and an allowable compressive stress of 165 MPa. Note that the allowable compressive stress is lower due to buckling. c) Tabulate your results showing bar forces, cross-sectional areas, and lengths. d) Calculate the total weight of each truss and determine which truss has a more efficient configuration. Explain your results. e) What other conclusions can you draw from the study? Include all important screen shots of computer software to show your results.

Determine the force in each member of the truss and state if the members are in tension or compression. Set P, =30 kN, P, =15 kN.

Is the regression line increasing or?decreasing Increasing O Decreasing O Neither O Enter "import numpy as np;from numpy.random import *;seed(idnum);x=np.arange(1,101.);y=rand(100)" into the Spyder Console. What is the sum of?the 100 element wise products x*y