>> a=2+1.5i
a =
2.0000 + 1.5000i
>> b=3-4j
b =
3.0000 -4.0000i
a =
2.0000 + 1.5000i
>> b=3-4j
b =
3.0000 -4.0000i
In conclusion, there is no difference using the identifier 'i' or 'j' for the number complex. For the purposes of mathematical calculation it does not take special functions, for example, as follows:
>> a + b
ans =
5.0000 -2.5000i
ans =
5.0000 -2.5000i
As for the separation needs of real and imaginary values can easily done, for example by the following examples:
>>a=2+1.5000i
a= 2.000 + 1.5000i
>> real(a)
ans =
2
>>imag(a)
ans =
1.5000
Complex form a + bi in the complex integer arithmetic rectangular shape, whereas the polar form of complex numbers is realized with Magnitude and angle. Conversion from rectangular to polar form in Matlab met through the functions abs and angle.
>> a= 2+1.5i
a =
2.0000 + 1.5000i
>>abs(a)
ans =
2.5000
>> angle(a)
ans =
0.6435
1 comments:
The blue is the color that gets scattered easily. Change the font color....
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