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An acrobat weighing 120 lb walks on a tightrope, as shown in Fig. 2.69. If the natural frequency of vibration in the given position, in vertical direction, is 10 rad/sec, find the tension in the rope.
Three aluminium cylindrical pressure vessels thicknesses 14 mm and radius 840 mm. They are periodically filled and emptied to an interal pressure of 2MPa. Cracks can grow through the wall driven by cycle of stress on pressurisation.
We all need to be ethical in our dealings with others, and often practical ethics means avoiding even the appearance of wrongdoing. It is important to understand the legal limits on behavior, so that we can set our own ethical system well inside ..
the 2007 bmw z4 coupe 3.0si can accelerate from 0 to 59 mph in 5 s and its maximum speed is 152 mph. assuming the car
a furnace is shaped like along semicylindrical duct of diameter 15 ft. the base and the dome of the furnace have
in moles of an ideal gas a ad 1-n moles of an ideal gas b each at 1 atm pressure are mixed at total constant pressure.
Using the same input design data for the IFR turbine given in Problem 5 and given that the total-to-static efficiency is 0.8,
a v belt and v pulleys with a29 degrees are used to transmit a couple from pulley a to pulley b. the radius of each
The double pulley consists of two parts that are attached to one another. It has a weight of 50 lb and a centroidal radius of gyration of kO = 0.6 ft and is turning with an angular velocity of 20 rad> s clockwise. Determine the kinetic energy of t..
a he-xe mixture containing .75 mole fraction of helium is used for cooling of electronics in an avionics application.
In a certain electro chemical dissolution process of iron, a MRR of 2 cm3 /min was desired. Determine the amount of current required for the process. Assume current efficiency = 100%. Atomic Weight of Iron = 56 gm, Valence = 2, Density of Iron = 7.8 ..
baseline validationdetermine the natural frequencies of the system-for the baseline systemdesign modificationnotice
Determining initial acceleration of a projectile How can I proceed to solve the problem below?
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