GEED Simulations Pvt. Ltd.

WAVE LAB — MOC vs HLLC · HS-RAIL TUNNEL AERODYNAMICS

quasi-1D Euler · moving train · dual portals with reflection · variable area · relief shafts · live code compliance · γ=1.4

idle

Pressure along the tunnel

MOC HLLC train area / shafts

Pressure at the moving train · external and sealed cabin

external HLLC cabin HLLC external MOC cabin MOC
Cabin follows dp/dt=(p_ext−p_cabin)/τ sampled at the train's live position. Worst rolling-window Δp of these signals feeds the compliance matrix.

Air flow velocity along the tunnelpositive → toward exit portal

MOC HLLC train
Induced air velocity (piston flow ahead of the train, annulus backflow alongside it, and the oscillating column after portal reflections).

Space–time wave field (x–t)

+
Every wave the run produces, in one frame: time runs downward, distance across. Diagonal bands are waves; the reversal of colour at a portal is the inverted reflection; the pink line is the train.

Reverberation decay · run until the wave dies

Peak |Δp| envelope in the bore on a log axis. The run continues until the field decays to 3% of its peak, then stops automatically.

Compliance matrix · high-speed rail pressure codes

Health/aural limits are graded on the raw external signature (sealing ignored, as the codes require); comfort limits on the sealed-cabin signal. SOLVERS DIFFER flags a design point where the two methods reach opposite verdicts.