原型のF(x=s/a)から、a1,a2,a3 ~ の定数項で変化を持たせた F1(y) F2(y) F3(y) ~ を作りたい。

[![画像の説明をここに入力](https://i.stack.imgur.com/0fxuc.png)](https://i.stack.imgur.com/0fxuc.png)

原型のF(x)が下のコード

```

    from scipy.special import kv
    import matplotlib.pyplot as plt
    from scipy.integrate import quad
    import numpy as np
    import math
    from math import gamma
    
    xs = np.logspace(-4, 2, 10000)
    
    f = lambda z: kv(5/3,z)
    F = [quad(f,x,np.inf)[0]*x for x in xs]
    
    a = gamma(1/3) 
    G = [(4*math.pi/np.sqrt(3)/a)*(x/2)**(1/3) for x in xs]
    H = [((math.pi/2)**(1/2))*(x**(1/2))*(math.exp(-x))for x in xs]
    
    
    
    def A(x,F,G,H):
       if x <= 5.0*1e-3:
           g =G
       elif 5.0*1e-3 < x < 30:
           g =F
       elif 30 <= x:
           g =H
       return g
    
    vec_A = np.vectorize(A)
    y = vec_A(xs,F,G,H)
    
    
    
```

ここから、x→ s/a1,s/a2 ~ みたいに変化させたいけど書き方の見当がつかない
CC BY-SA 4.0
2020-08-04T22:29:33.370
69254
2020-08-04T22:29:33.370
41194
question
python jupyter-notebook wsl
F(x=y/a)な関数を基に、F1(y=a1x),F2(y=a2x) ~みたいに変換したい