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A closed tank contains water and heating oil, SG=0.96, and is completely full of the two liquids, with no air space at the top. The tank is being steadily accelerated in the x direction at 1 ft/s2.
Determine the Fourier series for the period T of the function described by y (t) = (4At) / T + A for -T/2 less than and/or equal to t and t is greater than and/or equal to 0.
A car is travelling over a hill. If using a Cartesian Coordinate system with origin ) at the top of the hill, the hill;s profile is described by the function y = -(0.003m^-1)x^2.
Determine (a) the final pressure, (b) the change in the volume of the cylinder, and (c) the change in the enthalpy of the refrigerant-134a.
If methane burns in oxygen at an equivalence ratio φ=1.5, and the combustion reations go to equilibrium, what will be the resulting gas composition? Assume the combustion temperature is controll
An angled jet of water comes from the ground at 5 m / s at a 35 degree angle from the horizontal. how high does the water reach? How fast is going when it reaches back to ground.
Wrtie the balance equations for each fluid stream in a portion of the heat exchanger of length dL and obtain differential equations by letting dL->0.
The homogeneous gate shown in Fig. P2.88 consists of one quarter of a circular cylinder and is used to maintain a water depth of 3.9 m. That is, when the water depth exceeds 3.9 m, the gate opens sl
There is a heat-pump that takes water from one side of the tank heats it to 160 degrees F and discharges it into the other side of the tank at a rate of 210 gallons per minute.
Two carts A and B are moving in a straight line with velocities v and 2v respectively. The length of each of the carts is L. Cart A fires a projectile with an initial velocity u relative to cart A a
Before heating, measurements indicate the volume in the piston/cylinder is 1.6 m3and its temperature is -26.4°C, while after heating its temperature is 100°C. Find the final volume inside t
The ring is 100 m in radius. How quickly must the space station turn in order to give the astronauts inside it apparent weights equal to their real weights at the earth's surface?
What is the equation for the range of an aircraft moving at constant equivalent speed? Normally, the range is given by the Brequett eq. but its for aircraft moving at a constant speed.
How accurate is the ideal gas model for predicting the mass of CO2 and what is the mass of CO2 inside the container using generalized compressibility chart?
A 1.0-m-diameter hollow sphere weight 200 N is attached to a solid concrete block weight 4.1 kN. If the concrete has a specific weight of 23.6 kN/m^3 , will the two objects together float or sink i
A lap joint needs to be designed using 20-mm diameter bolts to carry a load of 120 kN on the connecting plates. If the shear stress in each rivet is not to exceed 90 MPa, determine the number of bo
2 forces are acting -20 and 20 ft away from the origin. Each force is 1000 lbf and they are acting 60 degrees from the negative x axis. What is the sum of the moments of the two forces about the poi
Calculate the velocity of air. Assume room temperature at 25 degrees Celsius. Calculate the air velocity. Specific gravity of mercury is 13.6, i.e. mercury density is 13.6 times the density of water
A car travels along a road, which for a short distance is defined by r=(200/theta) ft, where theta is in radians. If it maintains a constant speed of v=35 ft/s, determine the radial and transverse
Show that if the expansion of the gas that remains trapped in the bottle is modeled as reversible and adiabatic, and if the gas is modeled as ideal.
Calculate the volume change associated with the change in crystal structure from BCC to FCC if at 912°C the BCC unit cell has a lattice constant a =0.293 nm and the FCC unit cell a=0.363 nm.
An irregularly shaped object weighs 100 lb in air and 64 lb when fully submerged in water. Determine the volume and specific gravity of the object. Neglect buoyant force in the air.
If the tires do not slip on the pavement, determine the points on the tire that have a maximum and minimum acceleration.
A compressor is operating in a continuous, steady-state manner to produce a gas a temperature T2 and pressure P2 from one at T1 and P1. Show that for the time interval ?
Determine with the correct number of significant fiugres (a) the room density using the perfect gas law in SI units and (b) the wind tunnel velocity using Bernoulli's equation in units of ft/s.