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A tube. similar to Fig. 6.8. has a 0.002 mm inside diameter and is open at both ends. The tube is held vertically and water is added to the top end. What is the minimum height It of the enlumn a( water that will be supported? Hint: A meniscus will form at the top and at the bottom of 111c column of water. ac :bows in rig. 1%-s. (After Casapande, 1938.)
The bar is released from a position which gives it an angular velocity ω = 2 red/s as it passes the position θ = 45° Calculate the forces FA and FB exerted by the guide on the rollers for this instant.
The given data show the result of a model known as stopping sight distance, used by civil engineers to design roadways speed(mph) stopping sight distance(ft)
Determine the maximum and minimum stress intensities in the section.
A flowrate of 1.0 L/min of oil of specific gravity 0.92 exists in this pipeline. Is this flow laminar? What is the viscosity of the oil? For the same flow in the opposite directio, what manometer reading can be expected?
A mean draft of 380,000 m^3/day is produced from a drainage area of 330 km^2. At the flow line, the reservoir is estimated to cover about 1600 hectares. The annual rainfall is 96.5 cm, the mean annual runoff is 22.8 cm
A beam that is part of a rigid frame has end moments and mid-span moments for dead, live, and earthquake loads. Determine the governing load combination for both negative and positive moments at the ends and mid-span of the beam.
A gas stream contains 18.0 mole% hexane and the remainder nitrogen. The stream flows to a condenser, where its temperature is reduced and some of the hexane is liquefied. The hexane mole fraction in the gas stream leaving the condenser is 0.0500.
The chain is initially at rest on the rough surface with x = 0 If the coefficient of kinetic friction between the chain and the rough surface is πk determine the velocity v of the chain when x = L. The force P is greater than πkρgL in order to ini..
Oxygen flows without a gain or loss of heat through a horizontal pipe of constant cross section. At section 1 the pressure 175 psia, the velocity is 78 fps, and the temperature is 50°F; at section 2 the pressure is 130 psia
determine the correspondig angular acceleration alpha of the beam, the acceleration of C, and the distance b from B to a point P on the beam centerline which has no acceleration
Find the particular solution for a = 4 subject to the initial conditions y(0) = 0, dy/dt = 1 m/s at t = 0. Plot this solution and determine the largest displacement of the mass using calculus.
Describe three different ways to generate random numbers and explain for each of the four properties (from (a0) which is “yes” and which is “no”.
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