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If a particular system obeys u=A*v^-2 exp(s/R), where A and R are constants, what are the expressions for temperature and pressure in terms of molar entropy and volume? What about chemical potential
The 15 cm pipe discharges horizontally into air. To what height above the surface of the tank can the water be pumped if 33kW are delivered to the pump?
Assume that the lead piston is in thermal equilibrium with the water throughout the process. Find the net heat transfer for the process! Show all work.
The tank is then heated slowly. Will the liquid level in the tank rise to the top or fall to the bottom? What would happen if the tank contained 40 kg instead of 20 kg?
Determine the maximum tension that can be developed in cable AD when it is tightened by the turnbuckle. Also, what is the force developed along the antenna tower at point A?
An air compressor of mass 100 kg is mounted on an elastic foundation. Determine the equivalent stiffness and damping constant of the foundation.
What is the present worth of the planned expenditures at an interest rate of 10% per year. Compounded semiannually.
A thin-walled spherical shell made of a perfectly plastic material (Y=Y0), an original radius, r0, and thickness, t0, is being expanded by internal pressure.
A passenger in an automobile observes that raindrops make an angle of 30 degrees with the horizontal as the auto travels forward with a speed of 60 km/h.
Find the volume v (m^3/kg) and phase description of water with a temperature T=110C and pressure P=350kPa. Show the work and reference tables used without using EES or other programs.
A study of the response of a human body subjected to vibration/shock is important in many applications. Develop three improved approximations for modeling the human body.
Assume that the material is linearly elastic and isotropic. Derive the square-root singular field of a mode III crack. Obtain the stress field and displacement field.
Calculate the number of vacancies per cubic meter in chromium at 720°C. The energy of vacancy formation is 2.04 electron volts/atom.
Ultrasonic equipment was used to determine the longitudinal and shear sound velocities of a metallic specimen having a density of 7.8 g/cm^3.
Plot the variation of temperature with time. To do so, you will need to solve a first-order, ordinary differential equation, with the boundary condition: T(t=0) = T1 = 318 K.
Determine the power developed by the turbine if the turbine is well-insulated and mass flow rate of steam at inlet is 1.5 kg/s.
Determine the mass flow rate of liquid water through the nozzle. Determine the pump power required to generate this water jet from a steady supply of 20 °C liquid water at rest.
If the smaller cylinder starts rolling from rest on top of the bigger cylinder, use the method of lagrange mulipliers to find the point at which the hoop falls off the cylinder.
If the spring has an unstretched length of 8 in. and the weight is in equilibrium when d = 4 in., determine the stiffness k of spring.
The pressure far upstream of the sphere in atmospheric. Estimate the location of the stagnation point (theta). Separation occurs on the windward side of the sphere.
If the pressure just downstream from the valve is 138 kPa, what is the temperature? Assume for nitrogen that P V / T is constant, CV = (5/2) R, and CP = (7/2) R.
Both boats A and B leave the shore at O at the same time. If A travels at vA and B travels at vB, write a general expression to determine the velocity of A with respect to B.
Determine the velocity and acceleration of B with respect to A. Car B moves along a curve having a radius of curvature of 0.5 mi.