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< i > Wc< sub > In</ sub > </ i > is equal to zero.
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</ p >
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< p >
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- To determine the available stall margin, the following equation was used:
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+ To determine the available stall margin, the following equation was used by default :
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$$SMavail = \frac{SPR - PR}{PR} * 100 $$
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@@ -255,6 +255,25 @@ <h1>
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$$SMMap = \frac{SPRMap - PRMap}{PRMap} * 100$$
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</ p >
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+ < p >
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+ The alternative definiton of stall margin (based on the distance of the
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+ operating point from the stall line by following a constant speed line
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+ instead of constant flow line) can be used by checking the appropriate
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+ box in the Surge Margin tab of the block mask. The following equation
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+ is used to compute this constant speed stall margin:
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+
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+ $$SMavail = \Bigg(\frac{Wc / SWc}{PR / SPR} - 1\Bigg) * 100 $$
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+
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+ In this definition, < i > SPR</ i > and < i > SWc</ i > are the pressure ratio
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+ and corrected mass flow obtained where the current speed line intersects with
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+ the stall line. These parameters are found via an iterative search
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+ process.
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+
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+ The speed-based, map stall margin is calculated using the unscaled map
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+ data with the equation below:
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+
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+ $$SMMap = \Bigg(\frac{WcMap / SWcMap}{PRMap / SPRMap} - 1\Bigg) * 100 $$
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+ </ p >
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< p >
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For information on which output values are contained within the block outputs,
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see the Compressor Output table below.
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< br > Set - use SRline_M
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< br >
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< br > Un-set - define manually via X_C_Map_WcSurgeVec_M and T_C_Map_PRSurgeVec_M </ td > </ tr >
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+ < tr > < td > SMNEn_M</ td > < td > Enable alternative (constant speed) surge margin calculation [check - enabled]</ td > </ tr >
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< tr > < td > SRline_M</ td > < td > Rline defined as the surge line (typically defined as 1)</ td > </ tr >
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< tr > < td > X_C_Map_WcSurgeVec_M</ td > < td > Compensated flow surge vector (map value)(sx1)</ td > </ tr >
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< tr > < td > T_C_Map_PRSurgeVec_M</ td > < td > Surge line pressure ratio vector (map value)(sx1)</ td > </ tr >
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