A visually realistic depiction of a blackhole suspended in deep interstellar space, using authentic flow field mathematics to guide the distortion and light-bending around the core. The blackhole appears as a luminous torus with inner gravitational lensing, subtly bending background starlight into warped arcs. The field around it ripples with coherent wavefronts, gently spiraling like fluidic magnetic turbulence. - Radial velocity field v(r) = -√(2GM/r) - Flow equation ∂ρ/∂t + ∇·(ρv) = 0 - Schwarzschild metric: ds² = -(1-2GM/rc²)dt² + (1-2GM/rc²)⁻¹dr² + r²(dθ² + sin²θ dφ²) - Infall acceleration a(r) = -GM/r² - Frame-dragging rotation Ω(r) = 2GJ/(c²r³) - Energy density T₀₀(r) ~ (1/8πG)( (dΦ/dr)² + ...) withΦ(r) gravitational potential - Photon's path equation d²u/dφ² + u = 3GMu² (u=1/r) - Time dilation factor Γ(r) = (1-2GM/rc²)⁻¹/²
