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📄 shield.out

📁 地铁计算程序
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 *********  input data  *********
      m= 32     n= 95     nmid= 16     id= 6     ig=33     ld=  1

     narea= 8     nsym=1     nclog=0

      i      x(i)      y(i)             i      x(i)      y(i)
      0      .000     6.750             1     -.674     6.682
      2    -1.321     6.481             3    -1.915     6.154
      4    -2.431     5.716             5    -2.850     5.183
      6    -3.154     4.577             7    -3.330     3.923
      8    -3.373     3.247             9    -3.280     2.576
     10    -3.054     1.937            11    -2.706     1.356
     12    -2.248      .857            13    -1.700      .459
     14    -1.084      .178            15     -.423      .026
     16      .000      .000            17      .423      .026
     18     1.084      .178            19     1.700      .459
     20     2.248      .857            21     2.706     1.356
     22     3.054     1.937            23     3.280     2.576
     24     3.373     3.247            25     3.330     3.923
     26     3.154     4.577            27     2.850     5.183
     28     2.431     5.716            29     1.915     6.154
     30     1.321     6.481            31      .674     6.682
     32      .000     6.750


    *** the axial length of elements: clg(m)

        .679       .679       .679       .679       .679
        .679       .679       .679       .679       .679
        .679       .679       .679       .679       .679
        .424       .424       .679       .679       .679
        .679       .679       .679       .679       .679
        .679       .679       .679       .679       .679
        .679       .679


    *** the outer side length of elements: clog(m)

        .729       .729       .729       .729       .729
        .729       .729       .729       .729       .729
        .729       .729       .729       .729       .729
        .456       .456       .729       .729       .729
        .729       .729       .729       .729       .729
        .729       .729       .729       .729       .729
        .729       .729

 al(m)
         185.761        197.284        208.806        220.329        231.851
         243.360        254.880        266.400        277.920        289.440
         300.960        312.480        324.000        335.520        347.040
         356.487          3.513         12.960         24.480         36.000
          47.520         59.040         70.560         82.080         93.600
         105.120        116.640        128.149        139.671        151.194
         162.716        174.239

 fa(mm)
            .000         11.522         23.045         34.567         46.090
          57.600         69.120         80.640         92.160        103.680
         115.200        126.720        138.240        149.760        161.280
         172.800        180.000        187.200        198.720        210.240
         221.760        233.280        244.800        256.320        267.840
         279.360        290.880        302.400        313.910        325.433
         336.955        348.478        360.000
 ckkr(m+1)
      .100E+05     .100E+05     .100E+05     .100E+05     .100E+05
      .100E+05     .100E+05     .100E+05     .100E+05     .100E+05
      .100E+05     .100E+05     .100E+05     .100E+05     .100E+05
      .100E+05     .100E+05     .100E+05     .100E+05     .100E+05
      .100E+05     .100E+05     .100E+05     .100E+05     .100E+05
      .100E+05     .100E+05     .100E+05     .100E+05     .100E+05
      .100E+05     .100E+05     .100E+05
 e(m)
      .295E+08     .295E+08     .295E+08     .295E+08     .295E+08
      .295E+08     .295E+08     .295E+08     .295E+08     .295E+08
      .295E+08     .295E+08     .295E+08     .295E+08     .295E+08
      .295E+08     .295E+08     .295E+08     .295E+08     .295E+08
      .295E+08     .295E+08     .295E+08     .295E+08     .295E+08
      .295E+08     .295E+08     .295E+08     .295E+08     .295E+08
      .295E+08     .295E+08
 a(m+1)
          .500         .500         .500         .500         .500
          .500         .500         .500         .500         .500
          .500         .500         .500         .500         .500
          .500         .500         .500         .500         .500
          .500         .500         .500         .500         .500
          .500         .500         .500         .500         .500
          .500         .500         .500
 ib(m,6)
    0   1   0   2   3   4
    2   3   4   5   6   7
    5   6   7   8   9  10
    8   9  10  11  12  13
   11  12  13  14  15  16
   14  15  16  17  18  19
   17  18  19  20  21  22
   20  21  22  23  24  25
   23  24  25  26  27  28
   26  27  28  29  30  31
   29  30  31  32  33  34
   32  33  34  35  36  37
   35  36  37  38  39  40
   38  39  40  41  42  43
   41  42  43  44  45  46
   44  45  46  47  48  49
   47  48  49  50  51  52
   50  51  52  53  54  55
   53  54  55  56  57  58
   56  57  58  59  60  61
   59  60  61  62  63  64
   62  63  64  65  66  67
   65  66  67  68  69  70
   68  69  70  71  72  73
   71  72  73  74  75  76
   74  75  76  77  78  79
   77  78  79  80  81  82
   80  81  82  83  84  85
   83  84  85  86  87  88
   86  87  88  89  90  91
   89  90  91  92  93  94
   92  93  94   0  95   0

 loadcase= 1

     force(m+1,3)
  joint  level-e  vertical-q  moment-m
     0     6.365     3.903      .000
     1    25.098     7.805      .000
     2    48.699     7.805      .000
     3    69.441     7.805      .000
     4    86.223     7.805      .000
     5    98.270     7.805      .000
     6   105.234     7.804      .000
     7   107.149     7.804      .000
     8   104.347    19.460      .000
     9    97.436    47.615      .000
    10    87.169    79.478      .000
    11    74.347   108.453      .000
    12    59.720   133.373      .000
    13    43.921   153.234      .000
    14    27.434   167.235      .000
    15    11.156   141.652      .000
    16      .000   110.620      .000
    17   -11.156   141.652      .000
    18   -27.434   167.235      .000
    19   -43.921   153.234      .000
    20   -59.720   133.373      .000
    21   -74.347   108.453      .000
    22   -87.169    79.478      .000
    23   -97.436    47.615      .000
    24  -104.347    19.460      .000
    25  -107.149     7.804      .000
    26  -105.234     7.804      .000
    27   -98.270     7.805      .000
    28   -86.223     7.805      .000
    29   -69.441     7.805      .000
    30   -48.699     7.805      .000
    31   -25.098     7.805      .000
    32    -6.365     3.903      .000
      iss=   555
 **********   results  **********
 dz=  3
             node       dan(ig)           dr(ig)
               0    .33010140E-01    .33010140E-01
               1    .32415960E-01    .32415960E-01
               2    .30656140E-01    .30656140E-01
               3    .27794630E-01    .27794630E-01
               4    .23925700E-01    .23925700E-01
               5    .19166590E-01    .19166590E-01
               6    .13624280E-01    .13624280E-01
               7    .74259160E-02    .74259160E-02
               8    .71262000E-03    .71262000E-03
               9    .63280930E-02   -.63280930E-02
              10    .13431620E-01   -.13431620E-01
              11    .20260540E-01   -.20260540E-01
              12    .26431930E-01   -.26431930E-01
              13    .31556340E-01   -.31556340E-01
              14    .35282420E-01   -.35282420E-01
              15    .37339990E-01   -.37339990E-01
              16    .37703660E-01   -.37703660E-01
              17    .37340160E-01   -.37340160E-01
              18    .35282820E-01   -.35282820E-01
              19    .31556890E-01   -.31556890E-01
              20    .26432500E-01   -.26432500E-01
              21    .20261060E-01   -.20261060E-01
              22    .13432030E-01   -.13432030E-01
              23    .63283310E-02   -.63283310E-02
              24    .71258100E-03    .71258100E-03
              25    .74261790E-02    .74261790E-02
              26    .13624980E-01    .13624980E-01
              27    .19167820E-01    .19167820E-01
              28    .23927560E-01    .23927560E-01
              29    .27797060E-01    .27797060E-01
              30    .30659040E-01    .30659040E-01
              31    .32419190E-01    .32419190E-01
             node       ni             qi             mi
               0  1146.33000000   116.45650000   102.65300000
               1  1120.34800000   118.83500000   102.13240000
               2  1073.57800000   128.01960000    98.23035000
               3  1015.99000000   146.53580000    84.95972000
               4   959.43280000   171.79800000    55.23766000
               5   915.14990000   195.39140000     4.60677600
               6   890.89590000   203.51320000   -64.98249000
               7   888.48040000   180.06720000  -141.71080000
               8   891.23970000   109.19050000  -202.77540000
               9   871.88210000    34.93414000  -215.80560000
              10   826.42460000   -27.15603000  -180.02110000
              11   761.85070000   -67.23328000  -105.38520000
              12   688.80240000   -78.75987000    -8.09734000
              13   619.99080000   -60.22142000    91.99593000
              14   567.81000000   -15.70062000   174.90390000
              15   546.52560000    13.14864000   224.15830000
              16   546.56500000   -11.42240000   233.50810000
              17   546.52790000    13.07873000   224.14050000
              18   567.73360000   -15.59528000   174.97770000
              19   619.97640000   -60.25939000    92.03709000
              20   688.80820000   -78.81590000    -8.04919100
              21   762.06530000   -67.30271000  -105.37790000
              22   826.53280000   -27.17350000  -180.01440000
              23   871.82500000    34.99751000  -215.76450000
              24   891.22450000   109.21900000  -202.71380000
              25   888.64530000   180.11250000  -141.62680000
              26   890.99540000   203.56060000   -64.87127000
              27   915.09140000   195.35710000     4.69380300
              28   959.33340000   171.67740000    55.26049000
              29  1015.94400000   146.49570000    84.94446000
              30  1073.68200000   127.88620000    98.19298000
              31  1120.44200000   118.70680000   102.04720000

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