100mmQ3/ By using Area -Moment method,find the unknown load (P) of the beamshown in Fig.3, so that the deflection atpoint (C) does notE = 200GPA.10KN/n200mnexceed (3mm). A15m1.5MinsectionInFig.3

A beam is defined as a structural member subjected to transverse shear load during its…

Answered: 100mm, 10KN/n 200nn In 15n 1.5M in…

Engineering

Mechanical Engineering

100mm, 10KN/n 200nn In 15n 1.5M in section Fig.3 B. P.

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

12 64 A rectangular aluminum plate (E = 70 GPa, v = 0.3) is produce a change in length in the x direction of 1.5 mm and in the y subiected to uniformly distributed loading, as shown in Fig. P3.64. Determine the values of w, and Wy (in kilonewtons per meter) that %3D direction of 2 mm. Use a = 2 m, b = 3 m, and t = 5 mm. Wy Figure P3.64
Mechanical Engineering. Need solution for this problem. Thanks A 15-lb block of brass with a specific heat of 0.089 is heated to 189°F and thenimmersed in 5 gal of water at 66°F. What is the final temperature of the brass andwater? Assume there is no heat loss.
Can you explain in DETAILED how did you come up with this solution? I need to make a script out of it so I can explain it in class. Thank u
2. An axially loaded flat bar shown in Fig. 2 below is made of steel with a proportional limit of 57000 psi. Its thickness is 0.4 inches, its width is 3 inches, the groove radius is 0.5 inches, and the diameter of the hole is 0.3 inches. (a) Using the appropriate graphs in Fig 4, determine the stress concentration factors, K, at (i) the grooves; and (ii) the hole. (b) Determine the two values of the average stress (ơr) in terms of the axial load P (i) between the two grooves; and (ii) outside the hole area. (c) From your calculated K and the net area, A, determine the two values of the maximum stress in terms of the axial load P (i) at the groove; and (ii) at the hole. (d) From your answers in (c), and considering proportional limit of the bar determine the numerical values of P (i) in the vicinity of the grooves; and (ii) in the vicinity of the hole. (e) From your answers in (d) what is the maximum allowable axial load, Pll, the flat bar can carry with a factor of safety of 2.5.…
Cases for Equation (5.3) 1. Fixed Plates: B.Cs u 0, y a y2-ay d 2p (P+ yh) B.Cs u=0,y= 0 -а d Q = 12µ'dx (P+yh) 2. Lower Plate moving downward: B.Cs u 0, y%= a 3. Upper Plate moving upward: B.Cs u U.y 0 B Cs u=-U, y=Da IT B.C u-0, y 0
4.3. Assessing Risk of Aneurysm Rupture: Studies suggest that the maximum allowable stress (failure strength) for the wall tissue in an aortic aneurysm is o = 220 kPa, after accounting for factor of safety. A physician wants your expert opinion on the maximum diameter that an aortic aneurysm in a hypertensive patient (BP 200/90 mmHg) could be allowed to grow to before rupture becomes imminent. The wall thickness may be assumed to remain unchanged at t = 1.2 mm. State your answer in millimeters of diameter. INDBER
Need Help With This Question
The specification of a cylindrical vessel are as follows: D = 350 mm %3D t = 12 mm P = 4.5 MPa Determine the a) Longitudinal Stress; b) Transverse Stress ; and c) new diameter and wall thickness if the 550-mm length cylindrical vessel is replaced by a spherical vessel of the same volume and equal material strength.
() The Surface tension of water in contact with air at 23°C is given as 735x10-4 N/m. The pressure inside a droplet of water is to be 0.017 N/cm? greater than the outside pressure, calculate the diameter of a droplet of water in mm. (ii) The Surface tension of water in contact with air at 23°C is given as 790x10-4 N/m. The pressure inside a soap bubble is to be 0.0175 N/cm² greater than the outside pressure, calculate the radius of it in mm. ( on (ENTER ONLY THE VALUES BY REFERRING THE UNITS GIVEN) SOLUTIONS: ) The diameter of the water droplet in mm = (ii) The radius of the soap bubble in mm =
View Image. Show complete and detailed solution. Please write legibly. Answer: 3.19 Pa
i need the answer quickly
What is the torque applied, in Nm, to a 91 mm shaft if the resulting shear stress on the outside surface of the shaft is 52 MPa? Note: Do not include units in your answer Answer: