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Whole life science                                                              2010




          ADW Developments is dedicated to help clients make the right decisions

               in order to meet their design, cost and performance challenges

                                 in the built environment.




                                           ©ADW Developments Ltd.               Page 1
Whole life science                                                                             2010



       Whole life science

       By Anthony Waterman

       Article published in QS News 30th June 2006


       Investment decisions that require a higher initial capital cost (the up-front cost incurred
       before the investment generates cost savings) are often rejected because they put pressure
       on a firm's balance sheet, even if it is profitable in the long run. If you can justify the need
       for extra investment by demonstrating the economic merits of the project, it may be more
       likely that funding will be made available.

       When comparing alternatives, they must be acceptable alternatives. They must perform the
       same functions of the system being evaluated in terms of physical and technical
       performance, safety, functionality, legal and also aesthetics.

       Having identified the alternatives, you can then calculate the whole life costs (WLC) of each
       option using the same project assumptions (study period, discount rate, units of measure,
       etc). Each alternative is likely to have different initial costs and operational costs and
       therefore different WLC. The best way of comparing alternatives is to calculate their WLC
       and then to select the option with the lowest WLC. However, there are supplementary
       economic measures you can use to demonstrate the cost effectiveness of additional
       investments and to justify the financial benefits of extra spending.

       Here comes the science bit...

       The most common economic measures are the payback (PB) on additional investment, Net
       Savings (NS), the Savings-to-Investment Ratio (SIR), and the Internal Rate of Return (IRR).

       1. Payback

       The PB period is the time needed to recoup the initial investment of the alternative relative
       to the base case. Practitioners use PB to decide between two or more projects by accepting
       the project that has the shortest PB period. If the cashflows are discounted to allow for the
       time-value of money, then the PB is referred to as the Discounted Payback (DPB). If it does
       not allow for the time-value of money, it is called Simple Payback (SPB). PB is a simple
       calculation:

       Payback period = initial payment / annual cash inflow.

       If a project will cost £4m more than the base case option but will earn additional savings of
       £500,000 per year, the PB period is calculated as:

       PB = £10,000,000 / £500,000 = 10 years.

                                                    ©ADW Developments Ltd.                     Page 2
Whole life science                                                                             2010


       Payback is popular because of the simplicity of the calculations. Furthermore, in a business
       environment of rapid technological change, plant and machinery (even whole buildings)
       may need to be replaced sooner than in the past, so a quick payback on investment may be
       preferred.

       “In a business environment of rapid technological change, plant and machinery may need to
       be replaced sooner, so a quick payback may be preferred”

       2. Net Savings

       Net Savings are generally expressed in present values (they are discounted) and in the unit
       of currency, say pounds. NS is the difference between the WLC of two options less the
       additional investment related costs attributable to the alternative. For a project alternative
       to be cost effective with respect to the base case, it must have NS greater than zero. We use
       NS to help show a project's cost effectiveness. It is a simple tool to use and interpret -
       alternatives are effective if the NS is positive.

       You can also rank the options by their NS values and choose the most cost-effective option,
       which is the alternative with the highest NS. This technique works well if there is a
       combination of interdependent systems. The combination of alternatives with the highest
       NS will be the most economically viable option and should be chosen.

       3. Savings-to-Investment Ratio

       The Savings-to-Investment Ratio is a dimensionless measure of performance so, unlike PB
       which is expressed in years or NS which is expressed in pounds, it has no units.

       To calculate the SIR, we express the ratio of savings to costs by dividing the future savings by
       the increased capital investment (i.e. it is the ratio of savings during operation of the asset
       and the increase in initial cost of the alternative).

       If the SIR is greater than one, then the alternative is cost effective. This means that for each
       extra pound spent, the amount saved will be greater. For example, if the SIR for an
       alternative was 2.0, then by specifying the alternative for every additional pound spent, the
       project will save £2.

       The SIR is useful when prioritising several projects, perhaps if there are limits on budgets to
       fund all cost-effective projects. In this instance, we can rank projects in descending order of
       their SIRs, and this ranking can be used as a guide to choosing a group of independent
       projects that will maximise overall savings for the limited budget.

       4. Internal Rate of Return

       The Internal Rate of Return measures the economic performance of an investment as a
       percentage yield. It is the discount rate that equates the present value of expected future
       cash flows of the alternative relative to the base case. IRR can be compared against an


                                                    ©ADW Developments Ltd.                     Page 3
Whole life science                                                                                2010

       investor's minimum acceptable rate of return, also known as the hurdle rate, and if the IRR
       is higher than the hurdle rate, the investment should be accepted.

       This technique is useful as practitioners can assess the level of interest a project can
       withstand. In addition, where several projects are competing for selection, the most
       resilient project (the highest IRR) can be chosen.

       The IRR is solved by an iterative process whereby the practitioner has to test various
       discount rates until he or she finds the discount rate that equates the present value of
       expected future cash flows to the initial cost of the project.


       Read the original article: http://www.building.co.uk/whole-life-science/3069888.article




                                                    ©ADW Developments Ltd.                        Page 4
Whole life science                                                 2010



       Contact Details

       Anthony Waterman
       Director

       ADW Developments Ltd.
       26 Spring Crofts
       Bushey
       Hertfordshire
       WD23 3AR

       Mobile: +44 (0)7825 782 999
       E-mail: anthony.waterman@adwdevelopments.com
       Web: adwdevelopments.com




                                          ©ADW Developments Ltd.   Page 5

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Whole life science

  • 1. Whole life science 2010 ADW Developments is dedicated to help clients make the right decisions in order to meet their design, cost and performance challenges in the built environment. ©ADW Developments Ltd. Page 1
  • 2. Whole life science 2010 Whole life science By Anthony Waterman Article published in QS News 30th June 2006 Investment decisions that require a higher initial capital cost (the up-front cost incurred before the investment generates cost savings) are often rejected because they put pressure on a firm's balance sheet, even if it is profitable in the long run. If you can justify the need for extra investment by demonstrating the economic merits of the project, it may be more likely that funding will be made available. When comparing alternatives, they must be acceptable alternatives. They must perform the same functions of the system being evaluated in terms of physical and technical performance, safety, functionality, legal and also aesthetics. Having identified the alternatives, you can then calculate the whole life costs (WLC) of each option using the same project assumptions (study period, discount rate, units of measure, etc). Each alternative is likely to have different initial costs and operational costs and therefore different WLC. The best way of comparing alternatives is to calculate their WLC and then to select the option with the lowest WLC. However, there are supplementary economic measures you can use to demonstrate the cost effectiveness of additional investments and to justify the financial benefits of extra spending. Here comes the science bit... The most common economic measures are the payback (PB) on additional investment, Net Savings (NS), the Savings-to-Investment Ratio (SIR), and the Internal Rate of Return (IRR). 1. Payback The PB period is the time needed to recoup the initial investment of the alternative relative to the base case. Practitioners use PB to decide between two or more projects by accepting the project that has the shortest PB period. If the cashflows are discounted to allow for the time-value of money, then the PB is referred to as the Discounted Payback (DPB). If it does not allow for the time-value of money, it is called Simple Payback (SPB). PB is a simple calculation: Payback period = initial payment / annual cash inflow. If a project will cost £4m more than the base case option but will earn additional savings of £500,000 per year, the PB period is calculated as: PB = £10,000,000 / £500,000 = 10 years. ©ADW Developments Ltd. Page 2
  • 3. Whole life science 2010 Payback is popular because of the simplicity of the calculations. Furthermore, in a business environment of rapid technological change, plant and machinery (even whole buildings) may need to be replaced sooner than in the past, so a quick payback on investment may be preferred. “In a business environment of rapid technological change, plant and machinery may need to be replaced sooner, so a quick payback may be preferred” 2. Net Savings Net Savings are generally expressed in present values (they are discounted) and in the unit of currency, say pounds. NS is the difference between the WLC of two options less the additional investment related costs attributable to the alternative. For a project alternative to be cost effective with respect to the base case, it must have NS greater than zero. We use NS to help show a project's cost effectiveness. It is a simple tool to use and interpret - alternatives are effective if the NS is positive. You can also rank the options by their NS values and choose the most cost-effective option, which is the alternative with the highest NS. This technique works well if there is a combination of interdependent systems. The combination of alternatives with the highest NS will be the most economically viable option and should be chosen. 3. Savings-to-Investment Ratio The Savings-to-Investment Ratio is a dimensionless measure of performance so, unlike PB which is expressed in years or NS which is expressed in pounds, it has no units. To calculate the SIR, we express the ratio of savings to costs by dividing the future savings by the increased capital investment (i.e. it is the ratio of savings during operation of the asset and the increase in initial cost of the alternative). If the SIR is greater than one, then the alternative is cost effective. This means that for each extra pound spent, the amount saved will be greater. For example, if the SIR for an alternative was 2.0, then by specifying the alternative for every additional pound spent, the project will save £2. The SIR is useful when prioritising several projects, perhaps if there are limits on budgets to fund all cost-effective projects. In this instance, we can rank projects in descending order of their SIRs, and this ranking can be used as a guide to choosing a group of independent projects that will maximise overall savings for the limited budget. 4. Internal Rate of Return The Internal Rate of Return measures the economic performance of an investment as a percentage yield. It is the discount rate that equates the present value of expected future cash flows of the alternative relative to the base case. IRR can be compared against an ©ADW Developments Ltd. Page 3
  • 4. Whole life science 2010 investor's minimum acceptable rate of return, also known as the hurdle rate, and if the IRR is higher than the hurdle rate, the investment should be accepted. This technique is useful as practitioners can assess the level of interest a project can withstand. In addition, where several projects are competing for selection, the most resilient project (the highest IRR) can be chosen. The IRR is solved by an iterative process whereby the practitioner has to test various discount rates until he or she finds the discount rate that equates the present value of expected future cash flows to the initial cost of the project. Read the original article: http://www.building.co.uk/whole-life-science/3069888.article ©ADW Developments Ltd. Page 4
  • 5. Whole life science 2010 Contact Details Anthony Waterman Director ADW Developments Ltd. 26 Spring Crofts Bushey Hertfordshire WD23 3AR Mobile: +44 (0)7825 782 999 E-mail: anthony.waterman@adwdevelopments.com Web: adwdevelopments.com ©ADW Developments Ltd. Page 5