How does increasing transmitted frequency f0 affect the Doppler shift magnitude for fixed velocity and angle?

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Multiple Choice

How does increasing transmitted frequency f0 affect the Doppler shift magnitude for fixed velocity and angle?

Explanation:
Doppler shift scales directly with the transmitted frequency when the target velocity and the beam angle are fixed. The reflected Doppler equation is fD = (2 f0 v cos θ) / c, where c is the speed of sound in tissue. Since v, cos θ, and c are constant in this scenario, fD is proportional to f0. Doubling f0 doubles the Doppler shift, you simply get a larger shift in proportion to how much you increase f0. This linear relationship is the key reason.

Doppler shift scales directly with the transmitted frequency when the target velocity and the beam angle are fixed. The reflected Doppler equation is fD = (2 f0 v cos θ) / c, where c is the speed of sound in tissue. Since v, cos θ, and c are constant in this scenario, fD is proportional to f0. Doubling f0 doubles the Doppler shift, you simply get a larger shift in proportion to how much you increase f0. This linear relationship is the key reason.

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