Python在电路课程中的应用

1 需求

   课程中有大量的计算，电路方程、复数计算，之前都是用的MATLAB online，可现在要过期了，只能更换平台。

2 工具

https://www.online-python.com/

Python3 在线工具 | 菜鸟工具 (runoob.com)

3 Sinusoid 章节

涉及到复数计算，相关函数见 cmath --- 关于复数的数学函数 — Python 3.11.5 文档

3.1 复数 1

Code

import cmath,math
a=complex(6*math.cos(30/180*math.pi),6*math.sin(30/180*math.pi)) # transfer to randian
a=cmath.rect(6,30/180*math.pi)
b=complex(5,-3)
c=complex(2,4)
d=(a+b)/c
print(f' the result is {d} ')
print(f' real  {d.real}, img  {d.imag}')
 
print(f'in polar {abs(d)}   {cmath.phase(d)/math.pi*180} ')

 Result:

 the result is (1.0196152422706632  -2.0392304845413265j) 
 real  1.0196152422706632, img  -2.0392304845413265
in polar 2.27992899261212   -63.43494882292201 

3.2 复数2 

Code

import cmath,math

a=cmath.rect(40,50/180*math.pi)
b=cmath.rect(20,-30/180*math.pi)

c=cmath.sqrt(a+b)
print(f' a is {a} , b is {b}, sqrt (a+b) is {c} or  amplitude is {abs(c)} and with angle {cmath.phase(c)/math.pi*180}')

Result
 

 a is (25.711504387461574+30.64177772475912j) , b is (17.320508075688775-9.999999999999998j), sqrt (a+b) is (6.7364198203407835+1.5321029771950059j) or  amplitude is 6.908450732878534 and with angle 12.813149787630694

** Process exited - Return Code: 0 **
Press Enter to exit terminal