Find:1) submergence h2) radius of circular base along free water surface3) Metacentric height A conical wood has a circular baseradius of 350 mm with its center ofgravity located 750 mm from thebase and is submerged at a height 'h'.Determine the radius of the circularbase along the free water surface ifthe specific gravity of the wood is60% of a standard fluid. Also,determine the metacentric height.350 mmC.G750 mm

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Answered: A conical wood has a circular base…

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

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5. A 3-m-long (in the direction perpendicular to the paper) curved gate is located in the side of a reservoir. The gate forms a quarter of a circle whose radius is 2 m. Determine the magnitude of the horizontal and vertical components of the force that is required to hold the gate in place (ignore the self weight of the gate). 6 m Water X-2 2 m Gate
A cylinder with a radius of r=1 m is hinged at location A. It is used as a gate to block water in the reservoir with H=6 m a) Determine the horizontal and vertical components of the resultant hydrostatic pressure force acting on the curved surface AB per unit lentgh and its direction. b) For this cylindirical gate, what is the required weight per unit length, to open automatically at H=6 m. water A
. A buoy is a solid cylinder 0.30 m in diameter and 1.20 m long. It is made of material with a specific weight of 7.90 kN/m³. If it floats upright, how much of its length is above the water. Answer: H = Water y = 9806.6 N/m³ H d = 0.3m L = 1.2 m
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An isosceles triangular gate with base of 6 m and height 4 m is at a depth of 1 m from the free surface (depth = distance between free surface and top vertex of gate) Find the position of center of pressure.
A block of wood having a length "h" meters, and a constant cross-section "A" floats vertically in water with 54 mm above the water surface. When placed in another liquid with specific gravity of 1.35, the block projects 72 mm projecting above the liquid surface. Find: a.) The length "h" in meters. b.)The specific gravity of the wood. c.) If the wood is vertically submerged in seawater (S.G = 1.03), by how many meters would project out of water surface? correct fbd/figure here] show correct fbd/figure here show
Gate AB in the figure below is a 5-ft wide, vertical, rectangular gate, hinged at A and restrained by a stop at B. The water depth, h = 9.5 ft. Determine: a) the hydrostatic force acting on the gate and the location of the center of pressure b) The vertical and horizontal reactions at the hinge at A.
An infinitely long cylindrical container has a cross section area of radius R, and is placed horizontally with gravity being in the −y direction, as shown in the figure. The cylinder is 50% filled with water (the shaded part), with density ρ. The other 50% of the volume in the cylinder is filled with air with constant pressure of p = p0. The length of the cylindrical container in the axial direction is W. b) Use the surface integral method to compute the hydrostatic force acted on the 4th quadrant of the cylinder wall, as shown by the thickened line in the figure.
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