Find the transfer function X3(s)/F(s) for the systems shown in (a) and (b) below.
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Question: -
Find the transfer function X3(s)/F(s) for the systems shown in (a) and (b) below.
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- In the following section, at least 2 to up to 5 answers may be correct. 1) For a fluid, the assumption (simplifying notion) of incompressibility has important consequences: Pascal’s principle: a change of pressure in an enclosed fluid at rest is transmitted undiminished to all points in the fluid. pressure changes are transmitted immediately from one place to another. the speed of sound then is infinite (just within this approximation). pressure becomes unpredictable. none of the above. 2) Archimedes’ principle can be summarized as: an immersed object is buoyed up by a force equal to the weight of the fluid it displaces. a bathtub is fun, and may lead to important physical discoveries regarding the volume of an object and how much water it displaces, and the weight of that amount of water. boats swim because of the work done by sailors. submarines are always doomed. fish swim because they are less heavy than water 3) A…For the tutorial question, assume the inputs are: A = 0.75 [m] ; B = 1.03 [m] ; C = 0.685 [m] ; U = 33.5 [km/hr]; ANSWER: 1A) In the gradient equation of the keel L(z) = A + B · z; A = 1B) and B = 2) If Re_CR = ρ · U · L_CR; then L_cr [m] = 3A) To determine D_S, one needs first to calculate C_f_l(z). In the equation C_f_l(z) = D / l(z)^(-0.2) + E / l(z); D = 3B) and E =EXPERIMENTAL STUDY ON BERNOULLI’S THEOREM Aim: To test the Bernoulli equation by using a venturi meter. PLZ I want a perfect discussion and analysis for this experiment result with clear writing
- The modern engineering design and operation of fluid flow processes were developed using the Bernoulli’s principle. The fluid transport conditions, such as flow velocity and pressure in z-direction, can be related using the Bernoulli equation, expressed as ρ V2/2 + ρ g z + P = constant (Q1) 1. Explain the physical meaning of Bernoulli equation and list any assumptions to obtain Equation (Q1). 2. Explain the Venturi flow meter developed using the Bernoulli equation.Q1:: Explain all the terms of the Continuity Equation and their physical meanings with the help of examples.The continuity equation is also known as (a) Conservation of mass (b) Conservation of energy (c) Conservation of momentum (d ) Newton’s second law (e) Cauchy’s equation
- Please help me in answering the following practice question. Thank you for your help. A Newtonian fluid is flowing in an infinitely long round pipe of diameter M or radius N = M/2 and inclined at angle α with the horizontal line. Consider the flow is steady (dρ/dt=0), in-compressible, and laminar. There is no applied pressure gradient (dP/dz= 0) applied along the pipe length (z-direction). The fluid flows down the pipe due to gravity alone (gravity acts vertically downward). Adopt the coordinate system with z axis along the centre line of the pipe along the pipe length.Derive an expression for the z-component of velocity u as a function of radius N and the other parameters of the problem. The density and viscosity of the fluid are ρ and u, respectively.Please list all necessary assumptions.The Texas Motor Speedway is an oval racing track with curves of radius 229 m that are banked at an angle of 24.0°. The size of the track allows for race cars to achieve speeds in excess of 400 km/h. An unintended consequence of the banked curves and high speeds is that race car drivers experience excessive G forces, especially in the "vertical" direction (with respect to their body position), causing dizziness and loss of consciousness. (a) A daring driver, pushing his car to the limit, experiences 3.52g of centripetal acceleration during one banking maneuver. What is the speed of his car during the maneuver? (Give your answer in km/h.) (b) If the driver is seated so that during the banking maneuver his upper body is aligned with the direction normal to the banked curve, what is the magnitude of the component of the centripetal acceleration along the driver's upper body? (Give your answer in terms of g.)The radius of the blood vessel is 1.2 cm with a viscosity and density of 0.004 kg/(m-sec) and 1070 kg/m^3. Find the Reynolds number if the flow velocity is 0.2420 m/sec? a)1654 b)1754 c)1354 d)1454 e)1554
- Using the data given in the schematic attached, find the difference of pressure PA and PB h1= 0.65m h2= 0.1m h3= 0.75m h4= 0.45m Density of fluid A is pA= 900kg/m3 Density of fluid B is pB= 1034kg/m3 Mercury density is pHg= 13600kg/m3 Oil density is poil= 700kg/m3 (In the given figure, the pipelines are parallel to each other and not necessarily at the same height.)Engineering Mechanics Given: P=555N x=0.5m y-0.79m theta=36.2Pumps: Two geometrically similar pumps are running at the same speed of 1000 rpm. One has the impeller diameter of 0.4 m and discharge of 30 liters/sec against a head of 20 m. If the other pump gives half of the discharge rate, then determine the head and diameter of the second pump. Answer: D=0.317 m, H=12.6 m