A 400N body starts up a 30° incline (µ = 0.2) with a velocity of 3m/s. How long must a 500N horizontal force act on the body to increase its velocity to 8m/s? How far will the body travel while the force is acting? (For the First Solution, apply the Resultant Impulse Equation) (For the Second Solution, apply the Impulse-Momentum Equation) 400N 500N_ 30

Q: 4) Some fish that evolved to live at extreme depths essentially explode if they are Petad by an…

A: Given, The cross-sectional area of the fish Assumptions: Water is incompressible The value of…

Q: In a fluid flow, the density of the fluid is constant for incompressible flow Select one: True False

A:

Q: Consider the dynamic system shown below. The input f(t) is a force applied to mass m1. The…

A:

Q: We can make assumptions for the unknown value to to be able to find these: Length of swing arm is…

A: Given: Length of swing arm = 19 in Length of sling = 10.5 in To find: A)position vectors for…

Q: For your MQP project you are asked to study fluid (wind) flow over the tall cylinder shaped…

A: Hello. Since your question has multiple sub-parts, we will solve the first three sub-parts for you.…

Q: 15 kg a perfect gas is heated at constant pressure from 15 °C to 368.15 K, the heat required is 1130…

A: Given Data  Mass of the perfect gas, m=15Kg Temperature (T1) = 15 degree celsius Temperature (T2) =…

Q: Despite decreased computational costs, require a significant investment for simulating a release…

A: 1. Computational Fluid Dynamics(CFD) Models:- As name suggest it is primarily used to simulate the…

Q: 5. Linear Momentum. Water flows into a horizontal (gxgy = 0) piping section at Pg₁ = 200 kPa,…

A: Given: Pg1=200 kPaPg2=Pg3=0A1=5 cm2A2=0.5 cm2A3=1 cm2 To determine: a)V1,V2,V3 b) Rx, Ry

Q: Expanded.1 deals with the conservation of energy principle. Using the conservation of energy…

A:

Q: Here I'm finding final kinetic energy KE2, given initial kinetic energy, initial force, alpha N/m^3…

A: Given data  Fo=-3.5*106 NF(x) = αx3+β where α = 6.1*10-9 N/m3          β = -4.1*106 Ninitial K.E. =…

Q: AB= 2€m BC= 5°cM CE= 5cM Af= 6 Cm let wel rodle c 3 2. -60 k 2.5

A:

Q: A 1:30 model of a ship is made. The real ship has a hull length of 130 m and travels at 7.9 m/s.…

A:

Q: Topics: Fluid Mechanics, Algebra, Partial Differential Equations Find any partial differential…

A: Find any partial differential equations related to fluid mechanics. Fit appropriate boundary and…

Q: 1. A spring mass system serving as a shock absorber under a car's suspension, supports the M = 1000…

A: MOMENT OF INERTIA A moment of inertia is a mass of the body when a body is rotating on an axis. The…

Q: PLEASE SOLVE USING METHODS LEARNED IN DYNAMICS ENGINEERING ONLY L d A Suppose the system in Q. 1(a)…

A: Given Data : assume wall act as linear elastic material. stiffness = k load P = (at left end) given…

Q: Solve the following Liner Programming Problems (LPP) which to maximize profit. Use Graphical Method…

A: We are suppose to solve only one question. Please post other question as a separate question.

Q: A model windmill, of diameter 50 cm, develops 2.7 kW at sea level when V= 40 m/s and when rotating…

A:

Q: First Order Differential Equations are inherent in almost all aspects of engineering, e.g.,…

A: Determine the different engineering models that use a 1st order differential equation for the…

Q: A horizontal lawn sprinkler in Fig. 5 has a water flow rate of 15 Ipm introduced vertically through…

A: (a) Write the flow rate of the sprinkler.   Q=15 lpm=15 lpm×1 m31000 litre×1 min60 sQ=2.50×10-4 m3/s

Q: 1a. Consider the problem 2-15 from Ozisik (1993). Starting with the heat diffusion equation, Eq.…

A:

Q: Oil, with density of 950 kg/m3 and viscosity of 0.019 kg/ms, flows through a 30-cm - diameter…

A:

Q: Suppose you are designing an air hockey table. The table is 3.0 X 6.0 ft in area, with 1-in-diameter…

A: Write the given information.

Q: A simple model of blood flow through the descending aorta is provided at the right. Total flow into…

A:

Q: Subject name (Analytical Mechanics) Peace be upon you. I want all the laws that help me solve…

A: Step 1:Hooke's Law: This law states that the force exerted by a spring is directly proportional to…

Q: Background In this experiment we examine the dynamic response of the fluid system represented…

A: The area of tank is

Q: has the following parameters for initial design purposes subject to changes based on overall system…

A:

Q: Bernoulli equation is another form of ...       conservation of volume       conservation of energy

A: Given data :- Bernoulli equation is another form of ...       A.conservation of…

Q: 1. Find: Vs, we/c, and wa/A Use relative motion analysis OR Instantaneous center of rotation Given:…

A:

Q: Required information The power Pgenerated by a certain windmill design depends upon its diameter D,…

A: Given data: dm=50 cmPm=2.7 kWVm=40 m/sN=4800 rpmdp=5 mVp=13 m/sρm=1.2255 kg/m3ρp=1.0067 kg/m3 Need…

Q: m, m . Two particles of equal masses move on a frictionless harizontal surface. Their center of krị…

A: We have to find lagrangian in term of the center of mass position CM, R and the relative position r.…

Q: Q2) Find a set of state-variable equations and develop the input-output differential equation…

A: When pressure at section has to be find out then we go for the Bernoulli’s equation. The Bernoulli’s…

Q: Match 4 correct pairs between List-l and List-II for questions. No credit will be given for…

A: Given ; Collison of particles→ Impulse momentum principleStablity→  Minimum potential energy

Q: af with an accuracy of Ar' using tailor series. ax Discrete

A: Given: ∂f∂x discrete with an accuracy of ∆x3

Q: 4. Fluid Dynamics: Blood in a new pediatric blood cannula can be described by Equation 1 below. We…

A: Given Data: Governing Fluid momentum equation in the x-direction ηrddrrdvdr=∆P∆L Boundary condition:…

Q: Define and explain Lagrangian and Eulerian descriptions of motion, list their advantages and…

A: The motion of the fluid is observed in two ways. In the Lagrangian method, we are focused on the…

Q: The complete slide- back and forth motion of a single reciprocating compressor piston completes in a…

A:

Q: Provide a clear and step by step derivation of BERNOULLI'S EQUATION OF MOTION

A:

Q: 20- If it is an equation for a particular system, as follo What are the equations of motion for this…

A: Option A is correct.

Q: This input to the system is physically characterized/interpreted by a constant velocity.   Group of…

A:

Q: Biotransport Phenomen

A:

Q: Differential equations: mechanical vibrations Show one example. Summarize the method. How would you…

A:

Applied Fluid Mechanics

A fluid is a substance that is continuously deformed by the application of shear stress. The rate of deformation of a fluid depends on its viscosity. The fluid tries to flow when it interacts with some other system.