17-Video for Ixy at CG-right-angle case 2.
Video for Ixy at CG-right-angle case 2. using the parallel axes theorem we can derive an expression for Ixy at the Cg.
Videos for the Second moment of area
The videos for the Second moment of area include a step-by-step guide to developing the required second moment of area and the value of the product of inertia for plain shapes, which include rectangles, trapeziums, parallelograms, triangles, right-angle triangles, isosceles triangles, and parallelograms.
16-Video for a product of inertia-right-angle case 2.
Video for a product of inertia-right-angle case 2. two methods are used to find the product of inertia for right-angle case 2.
15-Video-Iy and polar moment of inertia-right angle-case 2.
Video-Iy and polar moment of inertia-right angle-case 2. Detailed calculations to find the value of Iy at the Cg and also the polar moment of inertia.
14-Video-Use a vl strip to get Iy for right-angle case-2.
Video-Use a vl strip to get Iy for right-angle case-2. derive the value for iy for yaxis is at the left and for the Y axis at the right.determine the radius of gyration for the two cases.
13-Video-Use a vl strip to get Ix for right-angle case-2.
Video-Use a vl strip to get Ix for right-angle case-2. Derive the expression for Ix at the Cg and estimate the radius of gyration.
12-Video for Ix for a right-angle case -2-Use Hl strip.
Video for Ix for a right-angle triangle case 2. By Using a horizontal strip we can obtain ix at the left corner and Ix at the Cg.