About the Project
11 Struve and Related FunctionsStruve and Modified Struve Functions

§11.3 Graphics

Contents
  1. §11.3(i) Struve Functions
  2. §11.3(ii) Modified Struve Functions

§11.3(i) Struve Functions

See accompanying text
Figure 11.3.1: 𝐇ν(x) for 0x12 and ν=0,12,1,32,2,3. Magnify
See accompanying text
Figure 11.3.2: 𝐊ν(x) for 0<x16 and ν=0,12,1,32,2,3. Magnify
See accompanying text
Figure 11.3.3: 𝐇ν(x) for 0x12 and ν=3,2,32,1,12. Magnify
See accompanying text
Figure 11.3.4: 𝐊ν(x) for 0<x16 and ν=4,3,2,1,0. If ν=12,32, …, then 𝐊ν(x) is identically zero. Magnify
See accompanying text
Figure 11.3.5: 𝐇ν(x) for 0x8 and 4ν4. Magnify 3D Help
See accompanying text
Figure 11.3.6: 𝐊ν(x) for 0x8 and 4ν4. Magnify 3D Help
See accompanying text
Figure 11.3.7: |𝐇0(x+iy)| for 8x8 and 3y3. Magnify 3D Help
See accompanying text
Figure 11.3.8: |𝐊0(x+iy)| (principal value) for 8x8 and 3y3. There is a cut along the negative real axis. Magnify 3D Help
See accompanying text
Figure 11.3.9: |𝐇12(x+iy)| (principal value) for 8x8 and 3y3. There is a cut along the negative real axis. Magnify 3D Help
See accompanying text
Figure 11.3.10: |𝐊12(x+iy)| (principal value) for 8x8 and 3y3. There is a cut along the negative real axis. Magnify 3D Help
See accompanying text
Figure 11.3.11: |𝐇1(x+iy)| for 8.5x8.5 and 3y3. Magnify 3D Help
See accompanying text
Figure 11.3.12: |𝐊1(x+iy)| (principal value) for 8x8 and 3y3. There is a cut along the negative real axis. Magnify 3D Help

§11.3(ii) Modified Struve Functions

See accompanying text
Figure 11.3.13: 𝐋ν(x) for 0x<4.38 and ν=0,12,1,32,2,3. Magnify
See accompanying text
Figure 11.3.14: 𝐌ν(x) for 0x16 and ν=0,12,1,32,2,3. Magnify
See accompanying text
Figure 11.3.15: 𝐋ν(x) for 0x<4.25 and ν=3,2,32,1,12. Magnify
See accompanying text
Figure 11.3.16: 𝐌ν(x) for 0<x16 and ν=3,2,32,1,12. Magnify
See accompanying text
Figure 11.3.17: 𝐋ν(x) for 0x5.6 and 4ν4. Magnify 3D Help
See accompanying text
Figure 11.3.18: 𝐌ν(x) for 0x8 and 4ν4. Magnify 3D Help
See accompanying text
Figure 11.3.19: |𝐌12(x+iy)| (principal value) for 3x3 and 3y3. There is a cut along the negative real axis. Magnify 3D Help
See accompanying text
Figure 11.3.20: |𝐌12(x+iy)| (principal value) for 3x3 and 3y3. There is a cut along the negative real axis. Magnify 3D Help