In a AJM process, if Q= flow rate of abrasives and d = mean diameter of the abrasives, then MRR is proportional to

Q / a^{2}

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Q d

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Q d^{2}

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Q d^{3}

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Solution

The correct option is D $Q d^{3}$
In abrasive jet machining
$M R R \propto Q d^{3} \sqrt{V^{3}}$

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In a AJM process, if Q= flow rate of abrasives and d = mean diameter of the abrasives, then MRR is proportional to

The correct option is D Qd3In abrasive jet machining MRR∝Qd3√V3

The correct option is D $Q d^{3}$
In abrasive jet machining
$M R R \propto Q d^{3} \sqrt{V^{3}}$