e
jω₀t
=
cos
+ j·
sin
cos(ω₀t)
= (e
jω₀t
+e
−jω₀t
)/2
sin(ω₀t)
= (e
jω₀t
−e
−jω₀t
)/2j
e
jω₀t
= cos(ω₀t) + j·sin(ω₀t)
⚙ camera
θ=0° φ=0° zoom=1.0 | Re→ Im↑ t→
drag to orbit
⟳ 3D View
⬆ Top View
◀ Side View
⊙ Time Axis
📷 Camera
θ° azimuth (0=t-axis, +→ Re side)
φ° elevation (+= above)
xyz (auto-synced)
zoom
Opt A
Opt B
Opt C
▶ Apply