🔭 Physics — TFT_3Pack Example Suite

Problem 1 — Wave Resonance Amplitude

A = F₃ τ_r T_f

If τ_r increases 10% and T_f decreases 5%, what is the net effect on A?

Problem 2 — Energy Quantization

E = D₉ ΛΘ

If Λ decreases 20%, how does E change?

Problem 3 — Acceleration Drift

a = T_f² / D₃

If T_f increases 10%, what is the percent change in a?

Solution 1 — Amplitude

Net change: A increases by 4.5%.

Solution 2 — Energy

Energy decreases 20%.

Solution 3 — Acceleration

Acceleration increases 21%.

Problem 4 — Resonant Oscillator Energy

E = ½ D₆ τ_r² + X

Describe how increasing τ_r affects the first term and total energy.

Problem 5 — Triadic Field Strength

F = (T_f + D₃) / √(ΛΘ + τ_r)

Describe how increasing τ_r affects F.

Problem 6 — Thermal Radiation

R = X e^{-D₉ / τ_r}

Describe how increasing τ_r affects R.

Problem 7 — Momentum Drift

p = D₆ τ_r - ΛΘ

Describe how increasing τ_r affects p.

Problem 8 — Wave Packet Spreading

σ(t) = √(σ₀² + T_f² t² / (D₉ + τ_r))

Describe how increasing τ_r affects spreading.

Diagram 1 — Wave Amplitude

F₃ × τ_r × T_f → A
        

Diagram 2 — Energy Quantization

Λ + Θ → ΛΘ × D₉ → E
        

Diagram 3 — Acceleration Drift

T_f → T_f² ÷ D₃ → a