L9- Standing waves

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9 Terms

1
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What is a standing wave?

Its the result of two waves with the same frequency, wavelength, and amplitude traveling in opposite directions and interfering to produce a fixed spatial pattern that oscillates in time.

<p>Its the result of two waves with the same frequency, wavelength, and amplitude traveling in opposite directions and interfering to produce a fixed spatial pattern that oscillates in time.</p><p></p>
2
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What is the equation for the superposition of two standing waves?

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3
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What does the term cos⁡(kx) represent in a standing wave?

It determines the spatial variation of the wave, including the positions of nodes and antinodes

4
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What does the term cos⁡(ωt) represent in a standing wave?

It determines the temporal oscillation of the standing wave at a fixed point in space.

5
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What are nodes in a standing wave?

They are points where the amplitude of the wave is zero at all times.

<p>They are points where the amplitude of the wave is zero at all times.</p>
6
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What are antinodes in a standing wave?

They are points where the amplitude of the wave is maximum.

<p>They are points where the amplitude of the wave is maximum.</p>
7
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What is the condition for a node in terms of position x?

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8
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What is the condition for an antinode in terms of position x?

<p></p>
9
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What are boundary conditions for a string with both ends fixed?

The boundary conditions require the displacement of the string to be zero at the endpoints

<p>The boundary conditions require the displacement of the string to be zero at the endpoints</p>