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Derive the governing differential equation, using a lumped formulation, from a basic energy balance (including the appropriate initial condition). In addition, determine the Biot number in order to support the lumped formulation. Solve the differential equation to find an expression for temperature as a function of time.
a horizontal circular cylinder of diameter d 0.2m and length 2m is elastically mounted on two springs and towing tank
If an identical spring is cut so that one part is one-fourth and the other part three-fourths of the original length, and the mass m is connected to the two parts, what would be the natural period of the system?
Please find the mass of gasoline fuel injected into each cylinder in each working cycle.
Friction between the piston and the cylinder wall can be neglected. For the air, determine the initial and final pressures, in kPa, and the work, in kJ.
a 1kg mass connected to a horizontal spring of stiffness 1031 nm has a dry-sliding friction force of 2 n. the mass is
What are the standard S.I. And English based units for reporting strain? What are the standard S.I. And English based units for reporting Youngs Modulus?
Calculate the force required to punch out a rectangular hole 100m x 50mm in a 2mm thick aluminium sheet. The ultimate strength in shear is 125 MN/m^2.
Evaluate the position and magnitude of the maximum bending moment.
find Torque at O2, and forces at O2, A and B, also calculate shaking force and shaking torque. MEE40003- Machine Dynamics
the girl at C stands pulls the rope horizontally at a constant speed of 6 ft/s. determine how fast the boat approcahes the pier at the instant the rope lenght AB is 50 ft.
two identical cars a and b are at rest on a loading dock with brakes released. car c of a slightly different style but
a gas turbine brayton cycle operates with an intercooler a re-heater and a regenerator. air enters the engine at 14 psi
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