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where FO is the spring force when the valve is closed, and F; is the differential force per unit length At each time step, the integrated fluid-force on the ball and housing is calculated and balanced against the spring force to determine the net force Newton's second law is used to compute the ball and housing differential velocity and displacement The new velocity is applied as a moving wall boundary condition to the surfaces of the ball and valve housing The new valve position is set by displacing the mesh in the extruded volume between the ball and seat proportionately STAR-CD then automatically conserves fluxes in the changing volume mesh 1534 Case studies First, an equivalence is drawn between three-dimensionality and two-dimensional axisymmetry Most of the flow features around the region of interest are expected to be axisymmetric.

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A test scenario was constructed to substantiate this expectation in which the spring force and system inertia were modified to exaggerated valve lift and to allow the system to respond quickly to changes in net force This was followed by three case studies as summarized below 15341 Mass-flow driven system, indeterminate valve motion, without cavitation to study the mutual coupling between the valve motion and flow processes A sinusoidally varying inlet mass flow is prescribed at the domain inlet, initially at the mean value of 120 litre/hr with an amplitude of 60 litre/hr Ambient pressure is set at the outlet, and the transients calculation is run for one full cycle lasting 60 ms The valve is initially held open at 001 mm and it velocity set to zero.

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The flow field is initialized to the equivalent steady-state solution at that lift and a flow rate of 120 litre/hr The initial net force drives the valve to open The time steps are varied automatically during the calculation to be equivalent to a flow field maximum Courant number, based on convection time, of 50 15342 Pressure driven system, fixed valve position with cavitation to study the dynamics of cavitation prediction Three valve positions are investigated; 01 mm, 0075 mm, and 005 mm Pressure boundaries are prescribed upstream and downstream, at 500 bar and 1 bar, respectively The calculations were run for a fixed number of time steps, enough to allow cavitation to initiate and to be established For stability, the computational time steps are automatically adjusted by STARCD, based on the minimum convection time in the domain.

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In general, this represents a Courant number of less than unity 15343 Pressure driven system, indeterminate valve motion, with cavitation As with the previous study, pressures upstream and downstream are fixed The initial valve position is set to 01 mm and the flow field to static Initially, the spring force causes the valve to close..

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