beta_2_real_func

beta_2_real_func

Usage

beta_2_real_func(t, end_time = 100, drop = 3 * 100/5)

Arguments

t

evaluation time

end_time

end time; default 100

drop

particular point of the curve, default 3*100/5

Value

a value

Author

Francois Bassac

Examples

beta_2_real_func(0)
#> [1] 0
beta_2_real_func(10)
#> [1] -0.5
beta_2_real_func(10:90)
#>  [1] -0.500000 -0.550000 -0.600000 -0.650000 -0.700000 -0.750000 -0.800000
#>  [8] -0.850000 -0.900000 -0.950000 -1.000000 -1.050000 -1.100000 -1.150000
#> [15] -1.200000 -1.250000 -1.300000 -1.350000 -1.400000 -1.450000 -1.500000
#> [22] -1.550000 -1.600000 -1.650000 -1.700000 -1.750000 -1.800000 -1.850000
#> [29] -1.900000 -1.950000 -2.000000 -2.050000 -2.100000 -2.150000 -2.200000
#> [36] -2.249999 -2.299996 -2.349989 -2.399971 -2.449918 -2.499773 -2.549371
#> [43] -2.598256 -2.645171 -2.686648 -2.713189 -2.699277 -2.579673 -2.208623
#> [50] -1.363246  0.000000  1.409457  2.360942  2.851217  3.084888  3.206496
#> [57]  3.283681  3.343896  3.397720  3.449149  3.499682  3.549881  3.599956
#> [64]  3.649983  3.699994  3.749998  3.799999  3.850000  3.900000  3.950000
#> [71]  4.000000  4.050000  4.100000  4.150000  4.200000  4.250000  4.300000
#> [78]  4.350000  4.400000  4.450000  4.500000
plot(x=0:100, y=beta_2_real_func(0:100, 100), type='l', main="Beta_2")