Difference between revisions of "Jinc"

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The $\mathrm{jinc}$ function is defined by
 
The $\mathrm{jinc}$ function is defined by
 
$$\mathrm{jinc}(z)=\dfrac{J_1(z)}{z},$$
 
$$\mathrm{jinc}(z)=\dfrac{J_1(z)}{z},$$
where $J_1$ denotes the [[Bessel J sub nu|Bessel function of the first kind]].
+
where $J_1$ denotes the [[Bessel J|Bessel function of the first kind]].
 
<div align="center">
 
<div align="center">
 
<gallery>
 
<gallery>
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=See Also=
 
=See Also=
[[Bessel J sub nu|Bessel $J_{\nu}$]]
+
[[Bessel J]]
  
<center>{{:*-c functions footer}}</center>
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{{:*-c functions footer}}
  
 
[[Category:SpecialFunction]]
 
[[Category:SpecialFunction]]

Latest revision as of 04:03, 22 September 2016

The $\mathrm{jinc}$ function is defined by $$\mathrm{jinc}(z)=\dfrac{J_1(z)}{z},$$ where $J_1$ denotes the Bessel function of the first kind.

References

[1]

See Also

Bessel J

$*$-c functions