RAGE

Detonation wavefronts. Shockwave propagation. Systems that exceed every boundary at once.

Detonation physics, shockwave propagation, chaotic bursts, shattering dynamics, and eruption mechanics. Energy that has exceeded all containment.

42 renders. 5 survived.

Chaos — x_{n+1} = 4x_n(1-x_n)

Chaos

x_{n+1} = 4x_n(1-x_n)

Detonation — D = √(2(γ²-1)q)

Detonation

D = √(2(γ²-1)q)

Eruption — p(z) = ρgz + p₀, p > p_yield

Eruption

p(z) = ρgz + p₀, p > p_yield

Shatter — E_release > Σ G_c · A_crack

Shatter

E_release > Σ G_c · A_crack

Shockwave — v > c, M = v/c >> 1

Shockwave

v > c, M = v/c >> 1

Complete RAGE Series

All 5 pieces as high-resolution PDFs. Print-ready at 300 DPI.

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The Story Behind This Series

Rage is energy without containment. The mathematics of explosion — detonation waves, shock fronts, energy release rates — describe systems where the internal pressure exceeds every boundary simultaneously. This series renders that moment of total release.

Mathematical primitive: detonation, shockwave, energy release, chaotic burst