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Solve for surface displacements due to a two-dimensional sill. Model the sill as infinitely long along the strike, and assume plane strain deformation. Take a horizontal edge dislocation with vertical displacement discontinuity to model the sill. Use Volterra's formula to determine the horizontal and vertical displacements at the earth's surface. Plot the displacements for a sill of length L located at depth D.
Do these windows make sense to you in terms of today's energy efficiency requirements and your own feelings about the room? How would you change them?
What should be the mass m of the ram? Compute the velocity v of the pile immediately after impact if the ram is dropped from a height of 4 m onto the pile. Also compute the energy loss ?E due to impact at each blow.
Select different construction materials found in the built environment at your choice except concretes and timber.
Lines of levels were run requiring (n) instrument setups. If the road reading for each backsight and foresight has a standard deviation of +-0.005 ft what is the standard deviation for n=40
Determine the temperature at which the copper tube could buckle.
What is the minimum distance from the stalled car at which the driver could apply the brakes and still stop before hitting it? Assume coefficient of rolling resistance of 0.013.
Consider again the scenario above. Assume the water is static. Assume a datum at the water surface. a) What is the total head 5.0m below the river bed b) What is the pore water pressure at that level
Write a VBA function that receives a variable name plus four known values and then solves the ideal gas equation for a specified variable.
Under the right conditions, it is possible, due to surface tension, to have metal objects float on water. Consider placing a short length of a small diameter steel (sp. wt. =460 lb/ft^3) rod on a surface of water.
This coal is burned in the steam generator of a large power plant with 150% theoretical air. Determine the air-fuel ratio on a mass basis.
You are preparing a life-cycle assessment of different transportation options for getting from your house to work (10 miles each way). The options include carpooling with three or more people, one person in a car, bicycling, or taking the bus.
(Hint: Try a circular failure surface, determine the equation for the distribution of shear strength with depth, and integrate the shear strength over the radius to find the shear force.)
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