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    Resistance According To Delft Series ('98) : V V FN RF RR Rtotal Pe

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    greicel marianjas sihombing
    This document contains two tables that calculate resistance values according to different methods. The first table shows resistance calculations according to the Delft Series from 1998, with resistance values shown increasing with velocity. The second table shows resistance calculations according to John Winters' KAPER method, again with resistance increasing with velocity. Both methods calculate total resistance as the sum of friction resistance and residual resistance.

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    Resistance According To Delft Series ('98) : V V FN RF RR Rtotal Pe

    Uploaded by

    greicel marianjas sihombing
    40 views2 pages
    This document contains two tables that calculate resistance values according to different methods. The first table shows resistance calculations according to the Delft Series from 1998, with resistance values shown increasing with velocity. The second table shows resistance calculations according to John Winters' KAPER method, again with resistance increasing with velocity. Both methods calculate total resistance as the sum of friction resistance and residual resistance.

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    Resistance calculations

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    This document contains two tables that calculate resistance values according to different methods. The first table shows resistance calculations according to the Delft Series from 1998, with resistance values shown increasing with velocity. The second table shows resistance calculations according to John Winters' KAPER method, again with resistance increasing with velocity. Both methods calculate total resistance as the sum of friction resistance and residual resistance.

    Copyright:

    © All Rights Reserved
    Download as PDF, TXT or read online from Scribd
    Download as pdf or txt
    40 views2 pages

    Resistance According To Delft Series ('98) : V V FN RF RR Rtotal Pe

    Uploaded by

    greicel marianjas sihombing
    This document contains two tables that calculate resistance values according to different methods. The first table shows resistance calculations according to the Delft Series from 1998, with resistance values shown increasing with velocity. The second table shows resistance calculations according to John Winters' KAPER method, again with resistance increasing with velocity. Both methods calculate total resistance as the sum of friction resistance and residual resistance.

    Copyright:

    © All Rights Reserved
    Download as PDF, TXT or read online from Scribd
    Download as pdf or txt
    of 2

    Resistance calculations

    Resistance according to Delft Series ('98)


    V v Fn Rf Rr Rtotal Pe
    0.00 0.000 0.000 0.000 0.000 0.000 0.00
    1.00 0.514 0.020 0.298 0.000 0.298 0.15
    2.00 1.029 0.041 1.075 0.000 1.075 1.11
    3.00 1.543 0.061 2.281 0.000 2.281 3.52
    4.00 2.058 0.082 3.894 0.000 3.894 8.01
    5.00 2.572 0.102 5.898 0.000 5.898 15.17
    6.00 3.087 0.123 8.283 0.000 8.283 25.57
    7.00 3.601 0.143 11.042 0.000 11.042 39.76
    8.00 4.116 0.164 14.165 1.561 15.726 64.72
    9.00 4.630 0.184 17.649 3.435 21.085 97.62
    10.00 5.144 0.205 21.488 5.624 27.113 139.48
    11.00 5.659 0.225 25.678 8.789 34.466 195.04
    12.00 6.173 0.246 30.214 11.953 42.167 260.31
    13.00 6.688 0.266 35.093 17.049 52.142 348.71

    Resistance according to John Winters (KAPER)


    V v Fn Rf Rr Rtotal
    kn. m/s [kN] [kN] [kN]
    0.00 0.000 0.000 0.000 0.000 0.000
    1.00 0.514 0.017 0.298 0.000 0.299
    2.00 1.029 0.034 1.075 0.005 1.080
    3.00 1.543 0.051 2.281 0.022 2.304
    4.00 2.058 0.069 3.894 0.066 3.960
    5.00 2.572 0.086 5.898 0.148 6.046
    6.00 3.087 0.103 8.283 0.287 8.570
    7.00 3.601 0.120 11.042 0.491 11.532
    8.00 4.116 0.137 14.165 0.723 14.888
    9.00 4.630 0.154 17.649 0.981 18.630
    10.00 5.144 0.172 21.488 1.248 22.736
    11.00 5.659 0.189 25.678 1.507 27.185
    12.00 6.173 0.206 30.214 1.769 31.982
    13.00 6.688 0.223 35.093 1.895 36.988

    11/23/2014 Page 1
    Resistance calculations

    11/23/2014 Page 2

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