#  
#Name= SRIM_StrainCtrl  
#Name= FD+E_Comm.  
#Name= PlasticReinforced  
#  
# From Kurath Report to FD+E Table 5  
# Strain Control R=-1 Data Unnotched   
# Type1 specimen G.L.: width=15mm GL=30mm  
#Stress_units= mpa  
#Strain_units= strain  
#Su= 171 mpa ave. of 23 samples  
#Initial ElasMod=  11900  mpa ave of 18 samples  
#E.Modulus has scatter: See cyclic stress-strain plot  
# In Tens. mod is between 7200 to 9000 mpa  
# In Comp. mod is between 9500 to 9900 mpa  
# Thus for Stress-Strain relationship use  
#E= 8600 mpa # Open to discussion ?  
#  
#Note in data below 3 points were typo. corrected  
#0.015 136.7 147.4 159 180 318 #corrected  
#0.0125 82.2 100 116 1030 232 #corrected  
#0.009 78.3 79.8 92 2553 184 #corrected  
#  
#Sa = (Smax-Smin)/2  
#NeubSa =sqrt(Sa * strAmp * E)  
#NeubSeq=sqrt(Smax*strAmp*E)  
#  A     B        C        D        E        F      G       H
strAmp  Smax    Smin      Sa      NeubSa     Nf   NeubSeq  Err=(E-G)
# strain  mpa    mpa      mpa       mpa    cycles   mpa     mpa
#							
0.02     160.1    -169.6  164.9    168.4     21    165.9    2.4
0.017     82.6    -119.6  101.1    121.6    828    109.9    11.7
0.017    162.2    -149.8  156.0    151.0    120    154.0    -3.0
0.015    136.7    -147.4  142.1    135.4    180    132.8    2.6
0.015    135.6    -147.1  141.4    135.0    201    132.3    2.8
0.015    129.     -127.9  128.5    128.7    376    129.0    -0.3
0.0135    81.5    -100.4   91.0    102.8    1400    97.3    5.5
0.0133    73.8    -120.6   97.2    105.4    1219    91.9    13.6
0.0125    82.2    -100     91.1    99.0     1030    94.0    5.0
0.0125    97.8    -109.3  103.6    105.5    1081    102.5    3.0
0.011     36.7    -103.4   70.1    81.4     5314    58.9    22.5
0.01      75.6    -104.2   89.9    87.9     2450    80.6    7.3
0.01      53.2    -77.5    65.4    75.0    27998    67.6    7.3
0.01      76.3    -108.7   92.5    89.2     9850    81.0    8.2
0.00975   74.2    -76.5    75.4    79.5      956    78.9    0.6
0.0095    83.9    -84.8    84.4    83.0     1465    82.8    0.2
0.009     74.9    -93.2    84.1    80.7     1856    76.1    4.5
0.009     78.3    -79.8    79.1    78.2     2553    77.8    0.4
0.009     59.6    -61      60.3    68.3    40280    67.9    0.4
0.0085    60.8    -78.5    69.7    71.4    10703    66.7    4.7
0.008     56.6    -68.7    62.7    65.7    21423    62.4    3.3
0.0075    48.3    -59.4    53.9    58.9   189000    55.8    3.1
0.0075    44.7    -58.3    51.5    57.6   251700    53.7    3.9
0.00735   64.4    -78.1    71.3    67.1     5437    63.8    3.3
0.007     36.9    -57.8    47.4    53.4    23880    47.1    6.3
0.0065    31.7    -89.6    60.7    58.2   161988    42.1    16.1
0.00665   40.8    -74.7    57.8    57.5    85015    48.3    9.2
0.0065    41.3    -57.6    49.5    52.6   481700    48.0    4.5
0.00637   55.4    -67.6    61.5    58.0    28300    55.1    3.0
0.006     47.1    -54.6    50.9    51.2     9447    49.3    1.9
0.0057    41.6    -53.4    47.5    48.3    960500    45.2    3.1
0.00561   37.4    -56.7    47.1    47.6    239000    42.5    5.2
0.0055    37.8    -51.8    44.8    46.0   1155900    42.3    3.7
0.0055    45.1    -46.5    45.8    46.5     95992    46.2    0.4
0.005     45.8    -49.6    47.7    45.3    134507    44.4    0.9
0.00475   42.5    -43.2    42.9    41.8     38215    41.7    0.2
0.00462   36.5    -44.7    40.6    40.2    309000    38.1    2.1
0.00461   40.2    -41.7    41.0    40.3   1703000    39.9    0.4
0.00459   44.9    -51.7    48.3    43.7    750700    42.1    1.6
0.0045    38.9    -46.5    42.7    40.7    584823    38.8    1.9
0.004     40.2    -44.3    42.3    38.1     33536    37.2    0.9