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Selection of Motor - A Design Engineer's Problem - Engineering Economic Analysis
Engineering Economics is an Efficiency Improvement Tool for Industrial Engineers
The Role of IE in Engineering Economics.
By Riel, Philippe F.
IIE Solutions, April 1998
Industrial engineering (IE) plays a significant role in engineering economics. IE promotes investment justification processes that determine the appropriateness and value of projects. It also supports investment analyses correlated with the overall corporate strategy. Moreover, IE advocates evaluation processes that advance interdisciplinary thinking among company employees who design cost models and evaluation frameworks that are utilized in decision support systems for a variety of technological projects.
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The idea that I advocate in this article is that the set of evaluation methods of Engineering Economics is an efficiency improvement tool in the hands of industrial engineer. Industrial engineering is human effort engineering and system efficiency engineering.
The system functional designers come out with an effective system design that produces an output acceptable to the customer and may also be profitable with reference to the rate of return prescribed by the organization. That does not mean that it is the most efficient solution. In the system engineering process, there is a step in which the proposed basic system is evaluated in various dimensions and further optimization is done. Industrial engineers make efficiency evaluation in various dimensions and further improve the efficiency. Engineering economics is one such area. Engineering economics indicates that search for economic efficiency has to take place on either side of currently proposed engineering equipment. Industrial engineers have to consider various engineering alternatives to the one currently proposed by the system synthesizer to evaluate the current efficiency and if needed propose alternatives that improve the system efficiency using engineering economics methods.
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A Quote
Engineering Economics is applicable to all the fields of engineering since engineers design and make things that people buy. However, it is especially significant to Industrial Engineering, Systems Engineering, and Management Engineering, since these disciplines often are involved in the cost management of engineering systems.
http://www.download-it.org/free_files/Pages%20from%20Chapter%2016%20-%20Engineering%20Economics%20-1faea7ed1d0c63b4b3980e536ad46e1e.pdf
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Engineering Economic Appraisal - A Special Role for Industrial Engineers
Engineering economic analysis is to be carried out by all engineers. These analysis reports must be appraised by IE department engineers. IEs can evaluate whether sufficient technical alternatives were considered in proposing the technical solution now recommended and then check the data and calculations of the economic analysis. From IE department, the proposal can go the project appraisal committee.
Engineering Economics is part of Industrial Engineering Tool Kit
Industrial Engineering Tool Kit
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Bibliography
Engineering Economics, John M.Watts, Jr., and Robert E. Chapman
http://fire.nist.gov/bfrlpubs/build02/PDF/b02155.pdf
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Related Knols
Engineering Economy or Engineering Economics: Economic Decision Making by Engineers
Engineering Economics - Knol Book
ngineering Economy or Engineering Economics - Videos
Article originally posted at
http://knol.google.com/k/narayana-rao/engineering-economics-is-an-efficiency/ 2utb2lsm2k7a/ 2270
Introduction to Engineering Economics
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It seems peculiar and indeed very unfortunate that so many authors in their engineering books give no, or very little consideration to costs, in spite of the fact that the primary duty of the engineernig is to consider costs in order to obtain real economy- to get the most possible number of dollars and cents: to get the best financial efficiency.
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For further explanation of the topic, visit
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Article Originally posted in
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Related Article
http://nraomtr.blogspot.com/2011/11/engineering-economy-or-engineering.html
Time Value of Money Calculations
Introduction
In one has money in his hand, he can invest it in a bank deposit and after one year he gets back his principal amount and in addition some interest. Therefore $1 today, deposited in a bank at 3% interest per annum will become $1.03 after one year. This is the concept of time value of money. Over time, money increases due to accumulation of interest. Compound interest formula A = P(1 +i)n represents the future value of money.
P = A (1+i)-n represents the present value of money received after n years.
This topic explains the various concepts used to calculate future values or present values of a series of cash flows that result from engineering decisions to buy new equipment or replace old equipments.
Time Value can be present value of a series of future cash flows or future value of series of future cash flows.
Single Payment Cashflow
For a single payment now made, one can calculate a future value. This is done by compounding using the formula A = P(1 +i)n
For a payment to be received in the future, one can calculate the present value. This is done by using discounting formula P = A (1+i)-n
Uniform Periodic Payments
For uniform periodic payments, one can calculate the present value or future value. The payments are assumed to be made at the end of period.
Compounding of uniform series of cash payments
S = R [(1+i)n - 1]/i
where S = Compound amount or future amount at the end of n periods
R = Periodic cash payment at the end of the period
i = rate of interest or required rate of return
n = number of periods for payments are made
Discounting of uniform series of cash payments
P = R [(1+i)n - 1]/[i 1+i)n ]
Where
P = Present Value
R = Uniform series of periodic payments
i = interest rate
n = number of periods of payments
These time value formulas are expressed in factors
A = P*Single payment future worth factor =P*Spfwf
P = A* Single payment present worth factor = A*Sppwf
S = R* Uniform series future worth factor = R*Usfwf
P = R*Unform series present worth factor = R*Uspwf
Two More Factors
Sinking Fund Deposit Factor
Sfdf = 1/Usfwf
Sinking fund is fund accumulated with periodic payments for incurring a lumpsum expenditure at the end of a long period. Sfdf gives the amount to be deposited at the end of each period for n period to accumulate one dollar at the end n periods.
Capital Recovery Factor
Crf = 1/Uspwf
Capital recovery factor gives the uniform payment to be received by you at the end period of n years to get recover back the investment you made today.
The factor tables are available and factors depend on interest rate i and term n.
Factors for a required rate of return of 10% and 5 years term.
Spfwf - 1.6105
Sppwf - .62092
Usfwf - 6.1051
Uspwf - 3.7908
Sfdf - 0.16380
Crf - 0.26380
References
Engineering Economics, 4th Edition, James L. Riggs, David D. Bedworth, and Sabah U. Randhawa, McGraw Hill, New York, 1996
Original knol http://knol.google.com/k/narayana-rao/time-value-of-money/2utb2lsm2k7a/249
Cash Flow Estimation for Expenditure Proposals
The cash flow estimation has to follow certain standard practices as they have to be comparable across projects in an organization and in conglomerate companies across various subsidiaries.
Cashflow Estimation - Some Principles
Cash flows of a project have to be estimated for a time horizon. The time horizon is the minimum of physical life of the plant, technological life of the plant, or the product market life.
In estimating the cash flows of a project, incremental principles (that considers all incidental effects), separation of investment and financing principle, post-tax principle and consistency principles are employed.
Incremental principle
In an existing company, the cash flows are to be estimated by evaluating the cash flows of the company with the project and without the project. The difference will be incremental cash flows related to the project.
Separation of investment and financing principle
In a standard capital expenditure analysis, interest payment to be made on borrowings is not brought into the picture. Borrowing is considered a financing decision and its impact is included in the cost of capital estimation. Hence cash flow estimates do not have any interest payment of component.
Post-tax principle
Tax impact on the cash flow is considered and after tax cash flows are estimated.
Consistency principle
The inflation expectation built into estimation of revenues and costs and cost of capital have to be consistent or same.
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Some Examples Issues That I came Across Recently
1. Acquisition of a software by a design department.
2. Replacement of boiler tubes.
3. Replacement of an electronic equipment as some cards used in the equipment are not available anymore for replacement (the equipment manufacturer is not supplying those cards anymore as the equipment is phased out for production).
The approval authority for the expenditures wants the concenred departments to calculate the payback period for the expenditure proposals.
Payback Period
Payback period is an investment appraisal metric. This period will indicate the number of years it will take to get back the cash initially invested in a project. The period is calculated using the estimated cash flows, both outflows and inflows.
Original Knol - http://knol.google.com/k/narayana-rao/payback-period-estimation-of-cash-flows/2utb2lsm2k7a/1952#
Depreciation and Other Related Issues
Depreciation and Income Tax
http://nraomtr.blogspot.com/2011/11/depreciation-and-income-tax.html
NPV - IRR and Other Summary Project Assessment Measures
http://nraomtr.blogspot.com/2011/11/present-worth-comparisons.html
IRR calculation
http://nraomtr.blogspot.com/2011/11/rate-of-return-calculations.html
Equivalent Annual Worth
http://nraomtr.blogspot.com/2011/11/equivalent-annual-worth-comparisons.html
Income Expansion Projects
Cost Reduction Projects
Industrial engineers are expected to come out with number of cost reduction projects using technologies that claim the cost reduction potential as well as ideas that have cost reduction potential. Lean systems is an idea having cost reduction potential. Lean systems designate certain items as non-value added activities and challenge people to reduce these non-value added activities and reduce cost. Cost of quality or profits of quality system improvement is one such idea. According to it, by redesigning the quality management system, companies can increase profits.
Expected Values and Risk of Project Revenues and Costs
When probabilities can be assigned objectively or subjectively, expected values and risk measures can be calculated for revenues and expenditures and hence for summary measures like NPV and IRR.
Engineering economic analysis used probability calculations.
Engineering Economy or Engineering Economics: Economic Decision Making by Engineers
Engineering Economy: An Explanation
Economic Decision Making
Executives are Unprepared for Economic Decision Making
Engineering Efficiency Versus Financial Efficiency
Searching for Low Engineering Efficiency Alternatives
Cost Reduction Expenditures and Income Expansion Expenditures
Expenditure and Investment proposals can be for cost reduction or income expansion. In some cases, both may be realized. A characteristic of cost reduction expenditure is that the decision does not affect the gross income. A decision in which the gross income increases is an income expansion proposal. For both the proposals, economic decision making is essential.Rate of Return on Capital (Finance)
Cost of Capital
Profit: Accounting and Economics Viewpoints
Engineering Economy Study
Is There a Need for Engineer to Involve Themselves in Financial Calculations?
References
Engineering Economics is an Efficiency Improvement Tool for Industrial Engineers
Engineering Economic Appraisal - A Special Role for Industrial Engineers
Engineering economic analysis is to be carried out by all engineers. These analysis reports must be appraised by IE department engineers. IEs can evaluate whether sufficient technical alternatives were considered in proposing the technical solution now recommended and then check the data and calculations of the economic analysis. From IE department, the proposal can go the project appraisal committee.
Engineering Economics is part of Industrial Engineering Tool Kit
Industrial Engineering Tool Kit
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Related Articles
Bibliography
Anthony C. Fisher, University of California, Berkeley and Giannini Foundation, David Fullerton, Nile Hatch, Peter Reinelt
Recently Published Books
White, Case, Pratt
ISBN 978-0-470-11396-7, © 2010
http://knol.google.com/k/engineering-economy-or-engineering-economics-economic-decision-making-by
Introduction to Engineering Economics
Engineers must decide if the benefits of a project exceed its costs, and must make this comparison in a unified framework. The framework within which to make this comparison is the field of engineering economics, which strives to answer exactly these questions, and perhaps more.
It seems peculiar and indeed very unfortunate that so many authors in their engineering books give no, or very little consideration to costs, in spite of the fact that the primary duty of the engineernig is to consider costs in order to obtain real economy- to get the most possible number of dollars and cents: to get the best financial efficiency.
O.B. Goldman, Financial Planning, John Wiley & Sons, New York, 1920.
It would be well if engineering were less generally thought of, and even defined, as the art of constructing. In a certain important sense it is rather the art of not constructing; or, to define it rudely but not ineptly, it is the art of doing that well with one dollar which any bungler can do with two after a fashion.
A.M. Wellington, The Economic Theory of the Location of Railways, John Wiley, New York, 1887
The subject confines of engineering economy were staked out in 1930 by Eugene L. Grant in his book 'Principles of Engineering Economy".
WHY DO ENGINEERS NEED TO LEARN ABOUT ECONOMICS?
Ages ago, the most significant barriers to engineers were technological. The things that engineers wanted to do, they simply did not yet know how to do, or hadn't yet developed the tools to do. There are certainly many more challenges like this which face present-day engineers.
But now, natural resources (from which we must build things) are becoming more scarce and more expensive. We are much more aware of negative side-effects of engineering innovations (such as air pollution from automobiles) than ever before.
For these reasons, engineers are asked more and more to place their project ideas within the larger framework of the environment within a specific planet, country, or region. Engineers must ask themselves if a particular project will offer some net benefit to the people who will be affected by the project, after considering its inherent benefits, plus any negative side-effects (externalities), plus the cost of consuming natural resources, both in the price that must be paid for them and the realization that once they are used for that project, they will no longer be available for any other project(s).
Simply put, engineers must decide if the benefits of a project exceed its costs, and must make this comparison in a unified framework. The framework within which to make this comparison is the field of engineering economics, which strives to answer exactly these questions, and perhaps more.
The Accreditation Board for Engineering and Technology (ABET) states that engineering "is the profession in which a knowledge of the mathematical and natural sciences gained by study, experience, and practice is applied with judgment to develop ways to utilize, economically, the materials and forces of nature for the benefit of mankind".
http://www.isr.umd.edu/~austin/ence202.d/economics.html
Engineering Economics, 4th Edition, James L. Riggs, David D. Bedworth, and Sabah U. Randhawa
McGraw Hill, New York, 1996
MIT Open Courseware
ESD.70J / 1.145J Engineering Economy Module, Fall 2008, Excel based course
http://ocw.mit.edu/OcwWeb/Engineering-Systems-Division/ESD-70JFall-2008/CourseHome/index.htm
A NEW FRAMEWORK FOR ENGINEERING ECONOMICS
Basic Engineering Economics - a PDH Online Course for Engineers
Article Originally posted in
http://knol.google.com/k/narayana-rao/introduction-to-engineering-economics/2utb2lsm2k7a/248
Engineering Economics or Economy - Typical Problems
Sppwf (32%, 3 years) = 0.435
2. By spending $30,000 for a conveyor, a factory expects to save $6,000 a year for the next 7 years in the cost of handling material. The conveyor belt will have zero salvage value at that end of 7 years. If the cost of capital for the project is 18%, should the company invest in this project?
Uspwf(18%,7 years) = 3.812
3. A company can overhaul a machine now for $2000. It can wait unit the end of the year also. But during the year it will suffer a cost $400 due to idle labor. If the cost of capital is 20%, what is the right decision?
Spfwf(20%,1year) = 1.2
4. A machine needs to be maintained at a cost of $500 at the end of the year, and this cost is expected to increase by $50 a year over its 10 years further life. A overhaul of the machine costs $2000$ and this will reduce the maintenace expenditure to $100 per year. Should the company go for the overhaul if its minimum rate of return required is 20%?
Uspwf (20%,10 years) = 4.193
5. A company can purchase a new special-purpose lathe for $7,500 installed cost. The annual cost of running this machine that includes labor, power, and maintenance, is $2,500. The other alternative is a general purpose machine that can be installed for $4,500 and the anual cost is $3,250 a year. The life of both the machines is expected to be 10 years and the salvage values are expected to be $750 and $500. If the company's minimum required rate of return is 15%, which machine should be recommended?
Sppwf (15%,10years) = 0.247; Uspwf (15%,10 years) = 5.019
Originally posted in
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Time Value of Money
This topic explains the various concepts used to calculate future values or present values of a series of cash flows that result from engineering decisions to buy new equipment or replace old equipments.
Introduction
Single Payment Cashflow
Uniform Periodic Payments
Discounting of uniform series of cash payments
P = R [(1+i)n - 1]/[i 1+i)n ]
Where
P = Present Value
R = Uniform series of periodic payments
i = interest rate
n = number of periods of payments
These time value formulas are expressed in factors
A = P*Single payment future worth factor =P*Spfwf
P = A* Single payment present worth factor = A*Sppwf
S = R* Uniform series future worth factor = R*Usfwf
P = R*Unform series present worth factor = R*Uspwf
Two More Factors
Sinking Fund Deposit Factor
Sfdf = 1/Usfwf
Sinking fund is fund accumulated with periodic payments for incurring a lumpsum expenditure at the end of a long period. Sfdf gives the amount to be deposited at the end of each period for n period to accumulate one dollar at the end n periods.
Capital Recovery Factor
Crf = 1/Uspwf
Capital recovery factor gives the uniform payment to be received by you at the end period of n years to get recover back the investment you made today.
The factor tables are available and factors depend on interest rate i and term n.
Factors for a required rate of return of 10% and 5 years term.
Spfwf - 1.6105
Sppwf - .62092
Usfwf - 6.1051
Uspwf - 3.7908
Sfdf - 0.16380
Crf - 0.26380
References
Engineering Economics, 4th Edition, James L. Riggs, David D. Bedworth, and Sabah U. Randhawa, McGraw Hill, New York, 1996
Visit http://nraomtr.blogspot.com/ for Management Knols of Narayana Rao
http://knol.google.com/k/narayana-rao/time-value-of-money/2utb2lsm2k7a/ 249
Present-Worth Comparisons
Net present worth (NPW) or Net present value (NPV) is the difference between the present worths of benefits and costs of an engineering decision. It is the most widely used present-worth model.
Illustrative Problem
A single underground transmission circuit is needed immediately, and load studies indicate the need for a second circuit in 6 years. If provision is made for a second conduit when the conduit for the first circuit is installed, there will be no future need for reopening, trenching, backfillng, and repaving.
the cost of installing a single circuit wiht minimum preparation for the eventual second circuit is $850,000. the installation of the second circuit will be considered to cost $800,000 at the end of year 6 in order to be in operation by the beginning of year 7. If the second circuit is installed immediately, the total cost will be $1.4 million.
Constant annual operating and maintenance costs of the circuits are 8 percent of the first cost. The average life of a circuit is 20 years. The required rate of return on such investments is 10 percent before taxes.
To take a decision, Comparison of the deferred investment with the immediate investment needs to be made.
(Exercise Problem 3.25, Riggs)
References
Engineering Economics, 4th Edition, James L. Riggs, David D. Bedworth, and Sabah U. Randhawa, McGraw Hill, New York, 1996
http://knol.google.com/k/narayana-rao/present-worth-comparisons/2utb2lsm2k7a/250
Updated 21.4.2012
Required Rate of Return for Investment or Expenditure Proposal
Each business expenditure proposal that holds forth prospects of profits can be termed as investment. Investment is defined as spending money with the expectation of profits.
Business firms are users of capital. The user of capital has to satisfy the profit motive of the suppliers of capital. There is cost for using capital.
Introduction - Business Expenditure or Investment
Each business expenditure proposal that holds forth prospects of profits can be termed as investment. Investment is defined as spending money with the expectation of profits.
Deferment of present ability to consume to a future period is done by persons due to profit motive. The profit motive can be explained as the inducement that causes man to forego satisfying his present desires based on the prospects of satisfying greater ones in the future. Thus, every individual is motivated by profit for his personal investment decisions or deferment of consumption decisions. Professional managers of corporations are being paid to perform activities that satisfy the profit motive of the corporation's shareholders.
Cost of Capital and Profit Motive
Business firms are users of capital. The user of capital has to satisfy the profit motive of the suppliers of capital. There is cost for using capital. The cost may be a contractual obligation in case of loans and bonds. It good be a good faith obligation in case of equity capital. The manager is charge of the firm is expected to undertake activities in line with the business plans and execute them to obtain the expected profit.
Sources of Return
Capital is productive. It is continuously invested in fresh investment or expenditure opportunities that yield more profit than the current projects. From this statement, the concept of opportunity cost arises. Whenever any person is contemplating a new expenditure proposal money is being diverted to the new proposal from an old project or currently planned project. The return anticipated from the current project is the floor for the new project. The new project has to give a rate of return that is higher than that of the current selected opportunity. Thus every new proposal has an opportunity cost of capital.
Every proposal that clears the test of opportunity cost of capital is giving profit. Thus owners of capital or professional managers invest their capital in efficient proposals that give profits.
Determination of Cost of Capital
A corporation's capital is sourced from variety of suppliers. Equity Capital, Preferred Share Capital, Profits Retained or Ploughed back and debt capital are the main instruments through which capital is acquired by companies or corporations. To estimate the total cost of capital, the cost of each source of capital is to be first estimated. Then the weight of each source of capital in determined and the weighted average of various costs of capital gives the company cost of capital. This exercise can be done for each proposed project.
Originally posted in
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Rate-of-Return Calculations
Internal rate of return (IRR) of an engineering decision can be compared with the minimum acceptable rate of return set by the organization.
IRR is calculated by equating the annual, or present, or future worth of cash flows to zero and solving for the interest rate that allows the equality
References
Engineering Economics, 4th Edition, James L. Riggs, David D. Bedworth, and Sabah U. Randhawa, McGraw Hill, New York, 1996
Online Resources
http://www.ie.bilkent.edu.tr/~ie342-3/Lecture%20No25.ppt
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Equivalent Annual-Worth Comparisons
With an annual worth method, all the receipts and disbursements occuring over a period of time due to an engineering alternative are converted to an equivalent uniform yearly payment. Such a calculation can give annual cost of various alternative engineering alternatives.
References
Engineering Economics, 4th Edition, James L. Riggs, David D. Bedworth, and Sabah U. Randhawa, McGraw Hill, New York, 1996
For more details
http://ise.tamu.edu/people/faculty/butenko/INEN303/chap6.pdf
Problems and Solutions on Equivalent Annual Worth
Originally posted in
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