Parameters
Object Shape
Side length a
1.00 m
Object density ρobj
500 kg/m³
Wood:500 / Aluminum:2700 / Steel:7800
Fluid type
Fluid density ρf
1000 kg/m³
Submersion ratio
100 %
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Buoyancy F_b [N]
—
Weight W [N]
—
Net force [N]
—
Apparent weight [N]
Status
—
Theory
Archimedes' principle:
$$F_b = \rho_f \cdot g \cdot V_{sub}$$Weight: $W = \rho_{obj} \cdot g \cdot V$
Apparent weight: $W_{app} = W - F_b = (\rho_{obj} - \rho_f) \cdot g \cdot V_{sub}$
Floats when: $\rho_{obj} < \rho_f$ (fully submerged)
CAE applications: Buoyancy balance for floating structures and submersibles / CFD preprocessing for buoyancy checks / Subsea structure installation calculations. The buoyancy term $\rho_f g$ in OpenFOAM and ANSYS Fluent is based on this principle.