implement first kind bessel function
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I want to implement bessel function of first kind in MATLAB.
- Jo = First kind zero order.
- J1 There is nothing mentioned what is J1 in the artcile
- But wikipidea says: The series indicates that −J1(x) is the derivative of J0(x),
- What is J1 and how should i implement in MATLAB?
- Should r be a constant value or variable?
Let us say I want to implement Jo(r) and J1(r)
Jo = besselj(0,r);
J1 = -besselj(1,r);
is the code J1 correct?
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Accepted Answer
Walter Roberson
on 18 Oct 2019
Not exactly. Although -J1 is the derivative of J0, that does not mean that J1 = -besselj(1,x), it means that J1 = besselj(1,x) and that the derivative of J0 happens to change sign.
Analogy: diff(cos(x), x) = -sin(x) but that doesn't mean that you define cos(x) with an inherent - sign.
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