Armin Troesch: Dynamics and hydrodynamics of high speed craft - PASI
Armin Troesch: Dynamics and hydrodynamics of high speed craft - PASI
Armin Troesch: Dynamics and hydrodynamics of high speed craft - PASI
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The Boundary Value Problem, con’t.• Velocity continuity condition (i.e. Kutta condition)V()+ τ1 πbγ s ( s,τ)ds∫ at z = zc(z = 1)s=1 κ( s, τ) s 2 = 0−1( )Total Pressure Coefficient• Displacement continuity condition9.08.0Y wl ( τ)= 2 π1∫s=0cos β ( s,τ)h c ( s, τ)dsκ( s, τ) 1 − s 20.8y/Z ch 0.60.40.20-1-0.500.51-1.00.01.02.03.04.0Y6.05.0x/Z chXZ7.0C p0.0500.0450.0400.0350.0300.0250.0200.0150.0100.0050.000z/Z ch<strong>Armin</strong> <strong>Troesch</strong>University <strong>of</strong> MichiganDepartment <strong>of</strong> Naval Architecture <strong>and</strong> Marine Engineering<strong>Dynamics</strong> <strong>and</strong> Hydrodynamics <strong>of</strong> High Speed CraftJune 29, 2010Barranquilla, Colombia