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THIS IS DOCUMENTATION FOR AN OBSOLETE PRODUCT.
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Special Functions
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Bessel-Related Functions
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BesselYZero
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BUILT-IN MATHEMATICA SYMBOL
Special Functions
Tutorials »
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BesselY
BesselJZero
AiryAiZero
FindRoot
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Bessel-Related Functions
Inverse Functions
New in 6.0: Mathematical Functions
More About »
BesselYZero
BesselYZero
represents the
k
zero of the Bessel function of the second kind
.
BesselYZero
represents the
k
zero greater than
.
MORE INFORMATION
Mathematical function, suitable for both symbolic and numerical manipulation.
N
gives a numerical approximation so long as the specified zero exists.
BesselYZero
represents the
k
zero greater than 0.
BesselYZero
can be evaluated to arbitrary numerical precision.
BesselYZero
automatically threads over lists.
EXAMPLES
CLOSE ALL
Basic Examples
(2)
Evaluate numerically:
Evaluate symbolically:
Evaluate numerically:
In[1]:=
Out[1]=
Evaluate symbolically:
In[1]:=
Out[1]=
Scope
(4)
Evaluate to high precision:
Find the first zero of
greater than 100:
BesselYZero
threads element-wise over lists:
TraditionalForm
formatting:
Generalizations & Extensions
(2)
Find a zero of
using
BesselYZero
:
Derivative of Bessel zero with respect to
k
:
Properties & Relations
(1)
Asymptotic behavior of
BesselYZero
for large
k
:
SEE ALSO
BesselY
BesselJZero
AiryAiZero
FindRoot
TUTORIALS
Special Functions
MORE ABOUT
Bessel-Related Functions
Inverse Functions
New in 6.0: Mathematical Functions
RELATED LINKS
Some Notes on Internal Implementation
New in 6