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Cost Curve Percentages

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    Unhappy Cost Curve Percentages

    I have been given a file that was created before my time and I need help completing these charts. I do not know where this data came from and have done multiple searches with no luck.

    Thanks in advance for the help!
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    Re: Cost Curve Percentages

    Those are various spend curves derived from some unknown source and then tabulated for a whole bunch of project durations.

    There's a workbook at https://app.box.com/shared/ipkvdyc4bt that implements NASA's Beta polynomial for project loading curves. The functions it contains will give similar results in much simpler fashion.
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    Re: Cost Curve Percentages

    I saw this file on a different reply and have been trying to make sense of it. When I edit it to be mid-loaded, the percentages do not add up to what I have in my already populate table - is there a way that they could match up or should I replace the old data with these new percentages?

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    Re: Cost Curve Percentages

    Can you show an example (preferably, post a workbook) of what you tried?

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    Re: Cost Curve Percentages

    I set it to mid loaded and changed the number to 4.
    This gives me 10.4%, 39.6%, 39.6%, and 10.4%.
    My chart has this as 15%, 35%, 35%, and 15%.
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  6. #6
    Forum Expert shg's Avatar
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    Re: Cost Curve Percentages

    I added a new tab to the workbook ("Examples", same link) that shows approximate equivalents to your data.

    For the bell distribution, I used Solver to minimize the differences between its results and yours:

    Row\Col
    B
    C
    D
    M
    N
    3
    Beta Bell
    Your Bell
    4
    Periods
    **A
    0.37076134
    5
    12
    **B
    0.25847726
    6
    Sum
    RMS Err
    7
    Period \ Sum
    1.000
    0.009
    8
    1
    0.023
    0.040
    9
    2
    0.060
    0.057
    10
    3
    0.086
    0.076
    11
    4
    0.102
    0.095
    12
    5
    0.112
    0.111
    13
    6
    0.117
    0.120
    14
    7
    0.117
    0.120
    15
    8
    0.112
    0.111
    16
    9
    0.102
    0.095
    17
    10
    0.086
    0.076
    18
    11
    0.060
    0.057
    19
    12
    0.023
    0.040


    As you can see, it's close. You could apply a similar method for the others.

    You won't get exact matches; we have no idea how the other curves were derived. But the Beta model has provenance and is well established.
    Last edited by shg; 07-24-2015 at 12:54 PM.

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