2- Design a tie column to cary an axial dead load of 600 kN and an axial live load of (1.6X1+2.6X2) kN. Given material properties are fy= X2 MPa, fc=X¡ MPa A=? b=? h=?

Q: A + 2.5 + 4 + 3m 3- Calculate 500kN H 4 + 4m D=25mm ku 66 D=35mm D=45mm Z=20x10 AVA-? M

A: E = 2 × 105 N/mm2 L1 = 2.5m = 2500mm L2 = 4m = 4000mm L3 = 3m = 3000mm Determine the vertical…

Q: Locate the centroid using Integral method y? = x 1m y = x² 1 m

A: A polar coordinate system is a way of calculating points in a system area with the correct…

Q: 0 3 in 4 in Figure 1 figures below. 6 in 2 in

A:

Q: Determine the distance z̅ to the centroid of the shape that consists of a cone with a hole of height…

A: This problem is based on centroid  of a conical shape. At this point whole mass of body is supposed…

Q: 2. Locate the centroid (x, y) of the cross-sectional area. 5 in 05i 0.6

A:

Q: Given problem: A built-up wooden beam section is made of two 56 mm x 104 mm sections glued on the…

A: Given Data:Beam section 56mm×104mmTo find Area of beam sectionand Distance of the centroid from top…

Q: Locate the centroid of the area bounded by the X axis and the sine curve y= a sin from a 0 to x = t.…

A:

Q: For the trapezoidal region: a. Find y bar b. Find ixx c. Construct the centroidal axis x’ and then…

A:

Q: Compute for the location of the centroid of the 8. section from the x- and y-axes shown in the…

A:

Q: determine the coordinate (in inches) of the centroid of the fig. shown measured from the indicated…

A:

Q: 3 Using the parallel axis theorem, determine the moment of inertia about the xxis for the same shape…

A:

Q: Determine the radius of gyration of the cross-sectional area with respect to the x-axis. 400 mm 150…

A:

Q: y (NOT IN SCALE) Determine the direction of angles of a force vector F, where 01 : 30°, c = 1.73205,…

A: Given, θ1=30°c=1.73205d=1|F→| = 360 N

Q: In a triangle, find the side c if angle C= 100°, side b=20, and side a=15 * O 28 O 27 O 29 O 26

A:

Q: Plot the given pair of points on a Cartesian plane, draw a straight line between them and determine…

A: Subpart 1: The following figure shows the points in Cartesian Plane and the straight line connecting…

Q: where di you get (1.62- .2) and (.86)

A: Given: Required: Explanation of (1.62- .2) and (.86) in moment of inertia calculation

Q: Determine the radius of gyration of the cross-sectional area with respect to the x-axis. 400 mm 50…

A:

Q: Question 1: Determine y, which locates the centroidal axis x for the cross-sectional area of the…

A: Centroid is the center distance from the axis to the given area it gives an idea about the distance…

Q: For square shape, the centroids values in X and Y directions are equal, while the centroid of circle…

A: The centroid refers to the point where the whole area of the object is assumed to be concentrated.…

Q: Determine Ix (Axis at Centroid) 5.) Determine Iy (Axis at Centroid) 6.) Determine Jo (Axis at…

A: To find moment of inertia about x and y axis

Q: Locate the centroid of the cross-sectional area. L=1.3in. L 8L C 6L

A: Given- L = 1.3 in. To find the centroid-

Q: The perpendicular distance from the perimeter of the base to the center is called ___.

A:

Q: I cut into 3 segment. Area: 4*1= 4 in^2, 4*1= 4 in^2, 10*1= 10 in^2

A: Determine the moment of inertia of the "Z" section with respect to the x and y centroidal axes. Ix =…

Q: Problem 1- Determine the magnitude and coordinate direction angles of the resultant force of the two…

A: Draw the figure.

Q: Locate the centroid of the plane are y 3 in. 6 in. 6 in.

A:

Q: Determine: a) Location of the centroid of the triangle   *use 3 decimal places

A:

Q: F, 300N 60 13 12 F 500N

A:

Q: Solve the following equations 64. y" + 3y - 28y = 10e Ax

A:

Q: 1/2 Determine the magnitude of the vector sum V = V + V2 and the angle 0, which V makes with the…

A:

Q: Find the centroid about the x and y axis by using integration

A: To a circle of radius R = 10in a quarter section is cut.  The cut section is symmetrical about the…

Types of Composite

Composite materials are formed by merging two components that have different chemical and physical properties. The merged output is termed as a composite, whose properties are completely different from the individual components. Composite materials also have better strength than the individual components.Composite materials usually have two main parts, reinforcement material, and matrix material. The matrix material acts as a binder and surrounds the fiber of another material that bears a much higher strength. This material is known as the reinforcement material. The matrix materials are usually high-strength additives resins, while the fibers of the reinforced material can be random, oriented, and in a mat format.Composite materials are also known as fiber-reinforced composite polymers because they are composed of the polymer matrix which is reinforced to laboratory-created fibers or naturally occurring fibers, such as glass fibers, carbon fibers, or aramid fibers. Under the application of external loads, the matrix material absorbs and transfers the loads to the fibers, these fibers in return provide good compressive strength, tensile strength, and stiffness to the fiber-reinforced composite materials.Depending upon the matrix and the reinforcement material, different properties can be induced to the fiber-reinforced composite materials, including good corrosion resistance properties. The most common matrix material is the resin while the glass fibers act as the reinforcement material. Strong fibers provide strength and stiffness to the composite materials while, a soft and flexible resin provides shape to the composite materials.