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at the ends are zero. The bottom pin is fixed against translation; the top pin is free to move in the vertical direction only; and the force P acts along the x axis, which coincides with the centroidal axis in the undeformed state. It is important to keep in mind that the analysis which follows applies only to columns with cross sections and loads that are symmetrical about the xy plane in Fig. 30.1 and satisfy the usual assumptions of linear beam theory. It is particularly important in this connection to keep in mind that this analysis is valid only when the deformation is such that the square of the slope of the tangent at any point on the deflection curve is negligibly small compared to unity (fortunately, this is generally true in design applications). In such a case, the familiar differential equation for the bending of a beam is applicable. Thus, EI For the column in Fig. 30.1, M = Py We take E and I as constant, and let P = k2 EI Then we get, from Eqs. (30.1), (30.2), and (30.3), d2y + k2 y = 0 dx2 (30.4) (30.3) (30.2) d2y =M dx2 (30.1)

where t = the time of the cash ow n = the total time of the project r = the discount rate (the rate of return that could be earned on an investment in the nancial markets with similar risk) Ct = the net cash ow (the amount of cash) at time t

FIGURE 30.1 Deflection of a simply supported column. (a) Ideal simply supported column; (b) column-deflection curve; (c) free-body diagram of deflected segment.

7:

Downloaded from Digital Engineering Library @ McGraw-Hill (www.digitalengineeringlibrary.com) Copyright 2004 The McGraw-Hill Companies. All rights reserved. Any use is subject to the Terms of Use as given at the website.

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Solid waste minimization projects should be evaluated based on these three areas, the initial investment, the payback period, and the internal rate of return. The initial investment is important to determine and allocate the start up funds an organization has available to begin the project. This is needed to determine a starting point for the waste minimization efforts. The payback period and the internal rate of return measure the success of the project in nancial terms.

The boundary conditions at x = 0 and x = L are y(0) = y(L) = 0 (30.5)

This is better, but it does not deal with all of the issues that need to be handled. A typical error that beginners in TSQL make is to check the value of a global variable and then try to return or process it. Such an attempt is usually the result of a good intention such as wanting to notify the user of an error that has occurred.

In order that Eqs. (30.4) and (30.5) should have a solution y(x) that need not be equal to zero for all values of x, k must take one of the values in Eq. (30.6): k(n) = n L n = 1, 2, 3, . . . (30.6)

A recent study on employee and customer satisfaction indicated that being green bolsters employees and customers opinions of the organization. In February 2008, Brockmann & Company, the customer insight rm released its latest independent report on being green and its relationship to business performance. The report, entitled The Power of Green reviews buyer preferences for green brands and considers the state of green in over 100 organizations from around the world. Business people con rm that higher greenness is coincident with higher customer satisfaction, higher employee satisfaction, and higher revenues per employee. Peter Brockmann, president of Brockmann & Company said, Business people have worried about the cost of being green. We provide evidence that companies that focus on recycling in the of ce, reducing energy consumption in the of ce and use video conferencing or tele-presence technologies intensively, also have higher customer satisfaction, higher employee satisfaction and higher revenues per employee. This report also showed that top performers scoring high on the green quotient had three times more customer satisfaction than poor performers (organizations scoring low on the green quotient), 4.7 times more employee satisfaction, and 1.7 times more revenue per employee. Other key report ndings include

Create Procedure prInsertLeasedAsset_4 -- Insert leased asset and update total in LeaseSchedule. -- (demonstration of not exactly perfect solution) ( @intEquipmentId int, @intLocationId int, @intStatusId int, @intLeaseId int, @intLeaseScheduleId int, @intOwnerId int, @mnyLease money, @intAcquisitionTypeID int ) As set nocount on begin transaction -- insert asset insert Inventory(EquipmentId, StatusId, Lease, values ( @intStatusId, @mnyLease, If @@error <> 0 GOTO ERR_HANDLER -- update total LocationId, LeaseId, AcquisitionTypeID) @intLeaseId, @intAcquisitionTypeID)

which means that the axial load P must take one of the values in Eq. (30.7): P(n) = n2 2EI L2 n = 1, 2, 3, . . . (30.7)

For each value of n, the corresponding nonzero solution for y is y(n) = B(n) sin n x L n = 1, 2, 3, . . . (30.8)

LeaseScheduleId, OwnerId, @intEquipmentId, @intLocationId, @intLeaseScheduleId,@intOwnerId,

The reliability, accessibility and quality of video conferencing is the most signi -

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