複数関数受けれるオイラー法のコード

ここのコードが元

code: eular.py

import matplotlib.pyplot as plt

import math

import numpy as np

# 微分方程式の関数

def dxdt(x, t):

gradients = []

for i in range(len(x)):

gradients.append(1)

return gradients

# オイラー法

def euler(num, x0, t0, tn, h):

x = x0.copy()

t = t0.copy()

X = [[] for _ in range(num)]

T = [[] for _ in range(num)]

# 漸化式を計算

for t_count in range(n):

gradients = dxdt(x, t)

for i in range(num):

return X, T

num = 4

print(X)

print(T)

for i in range(len(T)):

plt.show()