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    A piston-cylinder device initially contains 50L

    A piston-cylinder device initially contains 50L of liquid water at 40 degrees C and 200kPa. Heat is transferred to the water at constant pressure until entire liquid is vaporized. (a) What is the mass of the water? (b) What is the final temperature? (c) Determine total enthalpy change. (d) Show process on a T-v diagram with

    Buoy Problem - Center of Gravity

    (See attached file for full problem description) A cylindrical buoy two meters in diameter and six meters high is floating upright in seawater as shown at 20 degrees C. The buoy contains weather recording instrumentation and has a mass of 12,000 kg. Its center o gravity is 2 meters above the bottom. a) Determine the depth


    Please solve the problem using an atmospheric pressure of 85 kPa. Do not use a psychrometric chart but from first principles using formulae. I think you need to use steam tables: In an air-conditioning unit 3.5 m^3/s of air at 27 degrees Celsius dry-bulb temperature, 50% relative humidity and standard atmospheric pressure enter

    Length of stroke, cylinder bore, clearance volume, thermal efficiency

    The four cylinders of a four-stroke spark-ignition petrol engine have a total capacity (swept volume) of 1200 cm^3. The stroke-bore ratio is 1.1, the compression ratio is 9.5 and the ratio of the specific heats (y) is 1.41. Determine: (a) the length of stroke (b) the cylinder bore (c) the clearance volume per cylinder

    Power transmission velocity

    (See attached file for full problem description) A four car linkage is shown in the attachment. The crank OA, the connecting rod AB, and the rocker BC are 20mm, 120mm, and 60mm long respectively. The crank rotates at a speed of 60 rpm and the centre distance OC is 90mm. At the instant shown determine: (I) The velocity of C

    Components and Force of a Timber and a Wall

    A timber of uniform cross section with a mass of 90 kg is hinged at its lower end and held at angle of 60 degrees with the horizontal by a rod attached as shown in (attached figure 4-6) A cylinder which has a mass of 30 kg is placed between the timber and the wall. 1) What are the horizontal and vertical components of the r

    Centrifugal force question

    In the speed-regulator system of the attached diagram, it has a mass of 1 kg. The frequency needed to maintain the configurations shown in the diagram is calculated as 6.145 rad/s. Calculate the centrifugal force of the system. a. 0.577 N b. 0.230 N c. 0.410 N d. 0.313 N

    Frequency Calculation from L and C

    For the circuit shown, the capacitance has a value of 50 microfarad. Calculate the value of inductance L that will make the oscillation occur at the frequency of 400HZ. a. 0.0127 H b. 0.0032 H c. 0.002 H d. 0.0045 (See circuit diagram in attached file).

    Output-input amplitude

    (See attached file for full problem description) Consider the attached transfer-function system. Solve for the output-input amplitude ratio given the sinusoidal input.

    Combined Resistance Between Two Points

    The resistors R1, R2, and R3 are connected in a triangular shape as shown. Obtain the combined resistance between point A and B. (See attached file for full problem description).

    Spring-mass system problem

    For a spring-mass system the spring constant is 245 N/m and the mass is 22 kg. The natural frequency of this system is: a. 2.1 rad/s b. 2.6 rad/s c. 3.34 rad/s d. 5.2 rad/s

    Bullet and Wood Block Problem

    A bullet is fired horizontally into a wood block resting on a horizontal, frictionless surface. If the mass of the bullet is 0.02 Kg and the velocity is 600 m/s, what is the velocity of the wood block after the bullet is embedded in it? Assume the wood block has a mass of 50 kg. a. 1 m/s b. 2 m/s c. 2.5 m/s d. 0.24 m/s

    Time & Distance Before a Car Stops

    A brake is applied to a car traveling at a constant speed of 25 m/s. If the deceleration caused by the braking action is 5 m/per second squared, find the time before the car stops. a. 1s b. 2s c. 4s d. 5s Determine the distance traveled before the car stops, IF the car stops at t = 5 seconds. a. 52.5 m b. 62.5 m c. 25

    Kinetic Energy & Stopping Force of a Car

    A car of mass 1500 kg is moving with a speed of 50 km/h (13.89 m/s). Determine the kinetic energy T of the car. (see options a through d in attached file) Now determine the force required to stop the car at a distance of 50 m, if the kinetic energy T is 1.447 x 10E5 N-m. 10E5 means 10 to the 5th power. a. 1447 N b. 289

    Determining Time to Reach Maximum Height

    A ball with a mass of 0.25 kg is thrown vertically upward with an initial velocity of 10 m/s. What is the velocity of the ball when it reaches the highest point? a. 10 m/s b. 0.25 m/s c. 0 m/s d. Can not be determined How many seconds would it take for the ball to reach its maximum height. a. 10s b. 1.02 s c. 0.25 s d

    Two flat, rectangular plates with a lateral dimension

    Two flat, rectangular plates with a lateral dimension w*l lie parallel, one above the other, a distance h apart. The gap between them is filled with molten polymer. One plate is fixed; the other moves parallel to it in the direction of the dimension l at velocity v, causing the fluid to be sheared. Show that the fluid is displac

    Mechanical Vibrations Questions

    (See attached file for full problem description with diagrams) Mechanical Vibrations Question No.1 A pulley 250mm in diameter drives a second pulley 1000mm diameter by means of a belt.The mass moment of inertia of the drive pulley is 0.2kg-m2. The belt connecting these pulleys is represented by two springs, each of stiffness

    Axial compressive load - southern pine column

    Design a square or rectangular (2-in. nominal increments) pin-connected southern pine column (S4S). The unbraced length of the column is 16ft. The column is to support an axial compressive load of 60,000 lbs.

    Axial compressive load

    Select the lightest W shaped for a column subjected to an axial compressive load of 6000 kips. The unbraced length of the column is 15ft and the ends are fixed/pinned.

    Euler's formula application

    A pinned connected axially loaded steel bar is used as a compression member. The bar has a rectangular cross section 1 in. by 2 in. the proportional limit is 30,000psi. Calculate the minimum length for Euler's formula to be applicable, In addition calculate the critical stress and the critical load if the length of the bar is 5

    Max load calculation for a steel pipe

    A section of 51 mm diameter standard-weight steel pipe is bent as shown in the figure below and embedded in a concrete footing. Calculate the maximum load P that may be applied if the allowable compressive stress at point B is 80 MPa