Theme:
Dark
Bright
Deuteranopia
Protanopia
Bessel Functions of the First Kind
© 2018 Institute for Communications Engineering, Technical University of Munich
Authors: Xiaohan Liu & Tasnad Kernetzky
0,0
x
1
=
1
J
0
(
x
1
) =
0.7652
J
1
(
x
1
) =
0.44005
J
2
(
x
1
) =
0.1149
J
3
(
x
1
) =
0.01956
J
4
(
x
1
) =
0.00248
J
5
(
x
1
) =
0.00025
J
6
(
x
1
) =
0.00002
J
7
(
x
1
) =
0
J
8
(
x
1
) =
0
J
9
(
x
1
) =
0
0,0
J
n
(
x
)
=
∑
k
=
0
∞
(-1)
k
(
x
/2)
...
n
+2
k
k
!(
n
+
k
)!
n
= 0
n
= 1
n
= 2
n
= 3
n
= 4
n
= 5
n
= 6
n
= 7
n
= 8
n
= 9
5
10
15
0.5
1
−0.5
−1
0,0
–
o
+
←
↓
↑
→
$x$
J$_n(x)$
$x_1$
$x_2$
0,0
x
2
=
3
J
0
(
x
2
) =
-0.26005
J
1
(
x
2
) =
0.33906
J
2
(
x
2
) =
0.48609
J
3
(
x
2
) =
0.30906
J
4
(
x
2
) =
0.13203
J
5
(
x
2
) =
0.04303
J
6
(
x
2
) =
0.01139
J
7
(
x
2
) =
0.00255
J
8
(
x
2
) =
0.00049
J
9
(
x
2
) =
0.00008