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      <p>from all these data, the demandedmasflow rate 100 T/hr results in dimensionless β ratio of the orifice plate 0.642044.The solver is "UnitLess" ... Engineering style from ISO 5167</p>
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        <p>wrt the metrics of user</p>
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