[英]Expand complex exponentials to trig functions in Sympy
I have the following sympy code:我有以下 sympy 代码:
W, k = symbols('W k', real=True)
expr = exp(W)*(exp(I*k) - exp(-I*k))
print(expr)
and I would like sympy to simplify it to:我希望 sympy 将其简化为:
exp*(W)(2*I*sin(k)
I have tried expr.simplify()
and expr.trigsimp()
but they don't substitute any trig functions.我试过
expr.simplify()
和expr.trigsimp()
但它们不能替代任何触发函数。 The only partial solution I was able to find is我能找到的唯一部分解决方案是
expr.rewrite(cos).trigsimp()
but this also expands exp(W)
to hyperbolic sine/cosine, which I don't want.但这也将
exp(W)
扩展为双曲正弦/余弦,这是我不想要的。
Ok, using好的,使用
expr.rewrite(cos).simplify()
worked.工作。
expr.expand(complex = True).simplify()
应该管用。
声明:本站的技术帖子网页,遵循CC BY-SA 4.0协议,如果您需要转载,请注明本站网址或者原文地址。任何问题请咨询:yoyou2525@163.com.