Elements Of Electromagnetics
7th Edition
ISBN: 9780190698614
Author: Sadiku, Matthew N. O.
Publisher: Oxford University Press
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- 8-1 Refer to Fig. P8–1. Verify that the radii of gyration F, and r, of the rectangle shown with respect to its centroidal axes are ī_ = h / V12 and ī, = b / V12. y h/2 C W2 +b/2- -b/2-→arrow_forward10-83 Determine the moment of inertia of the homoge- neous right circular cone, shown in Fig. P10-81, with re- spect to an axis perpendicular to the axis of the cone at the base of the cone. Rarrow_forward10-122 Locate the principal axes and determine the max- imum and minimum moments of inertia for the steel (p = 7870 kg/m³) washer shown in Fig. P10-122. 100 mm 280 mm 60 mm 250 mim Fig. P10-122arrow_forward
- 10-106 Determine the moment of inertia of the compos- ite body shown in Fig. P10-106 with respect to the y-axis shown on the figure. The density of the material is 7.87 Mg/m?. 240 mm 180 mn 180 mm 120 mm 60 mm 120 mm 80 mm 80 mm 360 mm 60 mm Fig. P10-106arrow_forward10-115* Determine the products of inertia Iyz and Ix for the homogeneous body shown in Fig. P10-115. R. L. 2 Fig. P10-115arrow_forward10-100 A composite body consists of a cylinder attached to a rectangular block as shown in Fig. río-98. Determine the moment of inertia of the composite body with respect to the x-axis shown on the figure if the body is made of cast iron (p = 7.37 Mg/m³). 200 mm 300 mm Steel 75 mm Brass 175 mm 375 mm Fig. P10-98arrow_forward
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