The square plate of dimension axa (a= 500 mm) and thickness t=20 mm, is made of the orthotropic material of the following parameters: Ex= 8 * 1000[MPaļ;E, = 5 * 1000[MPa];E;= (3) * 500[MPa] Vx = 0.0385, Vzx ==0.025 va = 0.0362 (axis z perpendicular to the figure plane below). It is subject to tensile stresses y direction o = 20 MPa. Calculate deformations in x, y and z directions (дах , дау, дt, respectively).

The square plate of dimension axa (a= 500 mm) and thickness t=20 mm, is made of the orthotropic material of the following parameters: Ex= 8 * 1000[MPaļ;E, = 5 * 1000[MPa];E;= (3) * 500[MPa] Vx = 0.0385, Vzx ==0.025 va = 0.0362 (axis z perpendicular to the figure plane below). It is subject to tensile stresses y direction o = 20 MPa. Calculate deformations in x, y and z directions (дах , дау, дt, respectively).

Name: The square plate of dimension axa (a= 500 mm) and thickness t=20 mm,
Uploaded: 2024-03-20T06:56:55.000Z
Channel: Bartleby
Description: The square plate of dimension axa (a= 500 mm) and thickness t=20 mm, is madeof the orthotropic material of the following parameters:Ex= 8 * 1000[MPa];Ey= 5 * 1000[MPa];Ez= (3) * 500[MPa]Vx= 0.0385, Vzx ==0.025 va = 0.0362(axis z perpendicular to the

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

Motor WORM Cears 2 Fact 4 6 7 (Figure 1) D gear 3, 4, 5, 6, 7 are Spor Gear 1) Draw Free body diagram for (figune 1). draw FBD for gear 2, 3, 4, 5, 6, 7. Should include Force [Fr, Ft), Torque (T] (and speed roration (n) [quess or make Ass Compling] ASS 2) Estimate the torque required to spin (Just the equation No calculation (Example: T = F₂₂ cos(p) ₂)
3. y 1127 L THE FIGURE IS NOT DRAWN TO SCALE. Consider the cross-sectional area in the xy plane. The parameters are h = 40 mm, a = 36 mm and L = 126 mm.
PROBLEM 2 Determine the internal force of the following members in the structure below. [Select] 1. GI [Select] 2. FH [ Select ] v 3. GH 20 N 40 N 40 N 20 N D 2 m Ao 10 m KOOL Mo NoL 4 m 4 m 4 m 2m -- 2m
Motor WORM (ears 2 Fact 4 6 7 (Figure 1) D gear 3, 4, 5, 6, 7 are Spor Gear 1) Draw Free body diagram for (figune 1), draw FBD for gear 2, 3, 4, 5, 6, 7. Should include Force [Fr, Ft), Torque (T] (and speed roration (n) [quess or make ASS compling] 2) Estimate the torque required to spin (Just the equation No calculation ( Example: T = F₁₂ cos(p) ₂)
II. A circular column is made of concrete [E. 4.2(10³)ksi] while being reinforced with six steel rods [Est = 29 (10³)ksi]. It is acted upon 4 in. - 30 kip by an axial force of 30 kip as shown in the figure to the right. Each rod has a diameter of 0.85 in. 3 ft Solve for the following: a) Force in each steel rod, Pst b) Force in the concrete, P. c) Stress in each steel rod, Ost = kip kip %3D ksi d) Stress in the concrete, oc = ksi
PROBLEM 3: A pole AB is being lifted using cables BC and BD. The pole is tilted at an angle of 60⁰ from the horizontal (from xy-plane) and the tensions in BC and BD are 26.1 and 11.3 kN, respectively. [7] Determine the coordinates of B. Answer format: (x, y, z) (ANSWER: 6.00, 0.00, 10.39 m) [8] Calculate the magnitude of the resultant of the two tensions BC and BD acting at B. (ANSWER: 36.04 KN) [9] Calculate the directional angle of the resultant of tensions BC and BD acting at B with respect to the z-axis (γ). (ANSWER: 135.969⁰) and with respect to the y-axis (β). (ANSWER: 103.611⁰).
(b) An object is vibrating with simple harmonic motion (SHM), x(t) = A sinøt of amplitude, A = 15 cm and frequency, f=2 Hz. [Sebuah objek yang bergetar dengan gerakan harmonik mudah, x(t) = A sinot yang amplitud A = 15 cm dan frekuensi, f = 2 Hz.] (i) Determine maximum acceleration and maximum velocity of the vibrating object. [Tentukan pecutan maksimum and halaju maksimum untuk objek bergetar tersebut.] (ii) Calculate the acceleration and velocity for the displacement vibrating object, x(1) = 12 cm. [Kirakan pecutan dan halaju bagi sesaran objek bergetar, x(t) = 12 cm.]
r=[1.5*(1-cos(0.50))] (m) (t) The slotted link is pinned at O and has an angular rotation of e(t)=[0.2 7 t] radians, where t is in seconds. Due to the angular rotation, the slotted link drives the peg along the spiral guide in the horizontal plane, where r-[1.5(1-cos(0.50))] meters. Determine the velocity and acceleration vectors of the peg when t-1.25 s.
The image above represents a standing wave in a string with two fixed ends. The standing wave is produced by a vibrator at one end that is vibrating with a frequency of 34.5 Hz. What is The number of nodes? 6 The number of antinodes? 5 Units are required in all entries below. If the length of the string L = 0.900 m, what is the wavelength À of this standing wave? A = 0.36 m Based on the frequency of the vibrator, what is the fundamental frequency of oscillation f, for this string? f1 = 1.65 Hz What is the wave speed v? v = 2.971 m/s If the total mass hanging on one end of the string that creates the tension in the string is 0.550 kg, what is the mass density (mass per unit length) u of the string? u = 0.6111 kg/m The hanging mass is NOT the mass of the string.
Using either Graphical Analysis or graph paper, plot a graph of pendulum period T vs. lengthl. Scale each axis from the origin (0,0). Does the period appear to depend on length?
Edition Eighth Z▼▲ Ā Mc Graw Hill Vector Mechanics for Engineers: Statics HW: Ch 6 จงหาตำแหน่งของจุดศูนย์ถ่วงของชิ้นส่วนเครื่องจักรกลด้านแกน x ของวัสดุประกอบดังรูป Find the position of the center of gravity of the mechanical part on the x-axis side of the composite as shown in the figure. mm 20 34 mm 62 mm 51 mm 20 mm 200 mm 10 mm © 2007 The McGraw-Hill Companies, Inc. All rights reserved. 45 m 100 mm 55 mm 7-52
Given frames {A}, {B} and {C} as shown below, find transformation matrix from B to A, and from C to A. 30° Yc 60 ZA 2 units YA ZB XA YB 3 units