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8 Cards in this Set
- Front
- Back
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Hdh |
Dhhc |
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Gdgd |
Xbbc |
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Dhfhdyf |
Cbfhhff |
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Functions of complex variable |
Limit of function Continuity of function (They both follow normal rules of real numbers) Differentiability: If the complex number is in terms of Z it is normal differentiation, otherwise you express it into it two parts and differentiate separately. Differentiability implies continuity , the reverse is not the case. |
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Steps in function rules |
Continuous ->differentiable->cr eqn->analytical ->harmonic |
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A function is harmonic if it follows Laplace equation A harmonic conjugate can be found by expressing the imaginary part in terms of the real part.(by using CR relationship) Or vice versa |
Two harmonic function make an analytical function. All analytical functions are perfect. |
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Principal value |
W=InR+I(theta+2πk) |
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When you are given a fraction that the numerator and denominator have been raised to power , you should use exponential form of complex number to simplify the stuff. |
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