String Theory Dimensional Configurator (Conceptual)

Dimensional Configurator

Theoretical Physics Simulation & Manifold Visualizer

String Vibration Resonance

Vibration Mode: n=1 (Fundamental)

Mass-Energy: 0.00 GeV

Compactified Dimensions (Calabi-Yau)

Manifold Stability: 98.5%

Geometry: Ricci-Flat

Universal Constants (Conceptual Output)

Selected Theory: Superstring Type IIB

Total Dimensions: 10D (9+1)

String Coupling ($g_s$): 0.15

Planck Length Scale: 1.6 x 10⁻³⁵ m

Theoretical Framework

String Theory Variant

Dimensional Compactification

Adjust the radius of the hidden extra dimensions (D4-D9/10/25).

D4 Radius (Planck Lengths) Planck

D5 Radius Planck

D6 Radius Planck

Higher Dims (Average) Planck

String Constants

String Tension ($T$) High

Coupling Constant ($g_s$) 0.15

Brane Fluctuations Stable

Theory Database

String Theory posits that the fundamental constituents of the universe are not point particles, but one-dimensional "strings". These strings vibrate at specific frequencies, determining the mass and charge of particles.

Dimensions: For the math to work (anomaly cancellation), Superstring theory requires 10 dimensions (9 spatial + 1 temporal). M-Theory suggests 11. We only perceive 3 spatial dimensions because the others are "compactified" (curled up) at the Planck scale.

Calabi-Yau Manifolds: The geometry of these curled-up dimensions determines the physics of our universe (types of particles, forces). In this simulation, the "Radar Chart" visualizes the extent of these hidden dimensions.

Stability: If extra dimensions are too large or the string tension is too low, the vacuum state may become unstable, leading to a "Big Crunch" or rapid expansion (de Sitter space instability).