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A uniform ball of mass M and radius a can roll without slipping on the rough outer surface of a fixed sphere of radius b and centre O. Initially the ball is at rest at the highest point of the sphere when it is slightly disturbed.
Find the speed of the centre G of the ball in terms of the variable θ, the angle between the line OG and the upward vertical.
[Assume planar motion.] Show that the ball will leave the sphere when cos θ = 10/17.
Air undergoes a process from T1 = 645 K, p1 = 12 bar to a final state where s2 = s1, p2 = 1 bar. Employing the ideal gas model, determine the final temperature T2, in Fahrenheit. Solve using pr data from the relevant table.
frictionless piston in a cylinder with 0.2 kg h2o under it. if piston raises to a given height the piston will hit
a hail storm caused nearly golf-ball sized hail to fall on a house. the hailstones were nearly spherical with a
What are the velocity components of the aircraft when expressed in the aircraftfixed frame?
The response time of the LVDT is known to be 10 ms. What should be the frequency of the primary excitation?
given steam flowing thru converging insulated nozzle 25cm long with inlet diameter of 5cm. at nozzle enterance t325c
the brakes of a car are applied causing it to slow down at a rate of 10 fts2. knowing that the car stops in 300 ft
given the function fxy m-1 s-1x3 - ay2x 4ms-1xa. calculate the constant a with appropriate units so the function fxy
approximately 250 mol of an ideal gas expands adiabatically and irreversibly from 2 m3 to 5 m3 against a constant
for a first order system with a transfer function of 15s2 given a unit step input pleasea. derive the transfer function
What is the pressure at which this happens? Approximately what diameter of gas bubble, or other disturbance in the liquid, caused it to flash?
(a) What are the gas and water outlet temperatures? (b) Assuming fully developed flow, what is the tube- side convection coefficient? (c) With all other conditions remaining the same, pl
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