INDUCTIVE INERTIA EXPLORER
Transport:
▶
⏮
⏭
Phase:
180°
ωt:
0.00
📷
← Advanced Rediscovery
Field Layers
Vector Potential A
A₁
A₂
ΣA
Magnetic Field B
B₁
B₂
ΣB
Electric Field E = −∂A/∂t
E₁
E₂
ΣE
Poynting Vector S = E × B
S₁
S₂
ΣS
Topology
Null Surface Σ₀
Energy Streamlines
Presets
Ideal
Lossy
Weak
Fast
Physics Parameters
Frequency ω
0.50
Resistance R₂
0.0
Inductance L₁
1.0
Inductance L₂
1.0
Distance d
2.0
Derived Quantities
Mutual M
0.500
Coupling k
0.500
View & Slicing
Volume
FULL VOLUME
Principal Planes
XY
YZ
XZ
Coil Planes
@Coil₁
@Coil₂
Color Mode (Global)
Solid
Phase XY
Phase YZ
Phase XZ
Render Settings
Domain
2.5
Grid Spacing
0.50
Arrow Size
2.5
Current Waveforms I(t)
I₁ (Action)
I₂ (Reaction)
The Treadmill — Why Induction Opposes
qA — Field momentum (treadmill)
mv — Kinetic momentum (electron)
P = mv + qA = 0 (conserved!)
Canonical Momentum P = mv + qA
Display Scale
80
qA (field)
0.00
mv (kinetic)
0.00
P (total)
0.00
Current Parameters
📋 Copy
Flux Φ₂ =
0.0000
MI₁ + LI₂ =
0.0000
Conservation:
✓ PRESERVED
Eq:
L₂İ₂ + R₂I₂ = −Mİ₁
● Coil 1 — SOURCE (Action)
● Coil 2 — SINK (Reaction)
◯ Null Surface Σ₀
Controls
Phase:
180°
Readouts