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Mechanical Properties Of Fluids

Question

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What is differential form of simple harmonic motion?

Solution

The differential form of simple harmonic motion is,

fraction numerator straight d squared straight y over denominator dt squared end fraction plus straight omega squared straight y equals 0

Some More Questions From Mechanical Properties of Fluids Chapter

What is periodic motion?

What is an oscillatory motion?

What is time period?

Define frequency.

What is the condition for motion to be simple harmonic motion?

In the displacement equation y = r sin(ωt/ + ϕ) what does ϕ called and what information does it give?

What determines the natural frequency of an oscillator?

Is there any relation between uniform circular motion and simple harmonic motion?

What is periodic motion?

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