Thermodynamics & Energy Conservation Simulator

Interactive Overunity Test Rig

🖱️ Direct Action: Click & Drag Rotor to apply force manually

Rotor Speed

300 RPM

Net Power Gain

0.00 W

Decay Time

14.2 s

Entropy (ΔS)

1.48 J/K

Air Drag / Resistance Coefficient 0.02

Coil Electrical Resistance (Ω) 0.50 Ω

Rotor Magnets Count 8

⚠️ Overunity Refutation Diagnostic

Lenz's Law ensures that induced electromagnetic fields create counter-torque opposing rotor acceleration. Friction and Joulean resistance continuously dissipate mechanical energy into thermal entropy.

Thermodynamic Energy Balance & Verification

Primary Mechanism: Lenz Law Counter-Torque & Bearing Friction

Conservation Law Enforcement: Net output power strictly equals input mechanical work minus irreversible thermal dissipation. Overunity claims fail because closed-loop electromagnetic arrangements cannot generate non-conservative forces without violating the 1st and 2nd Laws of Thermodynamics.

Parameter / State	Measured Value	Theoretical Overunity Claim	Physical Law Constraint
Net Power Output	0.00 W	> 0.00 W (Infinite)	1st Law: Energy Cannot Be Created Ex Nihilo
Entropy Generated (ΔS)	1.48 J/K	≤ 0 J/K	2nd Law: ΔS_total > 0 for Real Processes
Kinetic Decay Time	14.20 s	∞ (Perpetual)	Viscous Drag & Hysteresis Losses

Trace the written energy and telemetry formulas with explicit assumptions

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Read the explanation

The energy source computes an estimated decay coefficient as air drag times point one plus magnet count divided by coil resistance times point zero zero two. With drag point zero two, eight magnets and point five ohms, that coefficient is point zero three four. Its estimate is inertia point zero five divided by this coefficient times two point eight, rounded to one decimal: four point one seconds. Increasing drag to point one gives coefficient point zero four two and estimate three point three seconds. Both bars show the source estimate on one hundred fifty pixels per second. This estimate is distinct from the animation, which subtracts torque once per frame. The written initial kinetic energy is one half times inertia point zero five times angular speed squared. Three hundred revolutions per minute becomes ten pi radians per second. That gives about twenty-four point six seven joules. Doubling the illustrative initial speed to six hundred revolutions per minute quadruples the energy to about ninety-eight point seven joules. Both bars measure joules on one six-pixel scale. The current page spin button adds angular velocity to the animation; it does not change the initial-rpm parameter used in this static energy report. The static entropy field divides that initial kinetic energy by a fixed two hundred ninety-three point one five kelvin and rounds to two decimals. The illustrative three-hundred-rpm energy therefore gives point zero eight joules per kelvin; six hundred would give point three four. Both bars use one thousand eight hundred pixels per joule per kelvin. Net output power in this source is explicitly assigned zero in every system mode; it is not a measured balance from a coupled generator simulation. Preserve that distinction when interpreting magnetic motor, transformer and circuit labels.