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clarify $f$ (I hope that's right)
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Camille Goudeseune
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where $f_0$ is the true frequency of the rotor sound, $f$ is the frequency heard at the microphone, and $v$ is the rate of change of distance (thus the minus sign).

where $v$ is the rate of change of distance (thus the minus sign).

where $f_0$ is the true frequency of the rotor sound, $f$ is the frequency heard at the microphone, and $v$ is the rate of change of distance (thus the minus sign).

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uhoh
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$$$\Delta f = \frac{v}{c} f_0$$$$\Delta f \approx -\frac{v}{c} f_0$$

where $v$ is the rate of change of distance (thus the minus sign).

$$$\Delta f = \frac{v}{c} f_0$$

$$\Delta f \approx -\frac{v}{c} f_0$$

where $v$ is the rate of change of distance (thus the minus sign).

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uhoh
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Getting the absolute rotor frequency to a part per thousand or better from off-line analysis of telemetry is probably possible; the two rotor motors are actively synchronized (phased locked) to each other and probably feedback loops keep them close to a fixed frequency from an internal timebase (I'll look that up after finishing the first draft of this post), update: I couldn't find anything so far: Wikipedia' Ingenuity (helicopter) links to Mars Helicopter Technology Demonstrator (Canham et al. 2018, AIAA Atmospheric Flight Mechanics Conference, also here and archived)

Getting the absolute rotor frequency to a part per thousand or better from off-line analysis of telemetry is probably possible; the two rotor motors are actively synchronized (phased locked) to each other and probably feedback loops keep them close to a fixed frequency from an internal timebase (I'll look that up after finishing the first draft of this post).

Getting the absolute rotor frequency to a part per thousand or better from off-line analysis of telemetry is probably possible; the two rotor motors are actively synchronized (phased locked) to each other and probably feedback loops keep them close to a fixed frequency from an internal timebase I'll look that up after finishing the first draft of this post, update: I couldn't find anything so far: Wikipedia' Ingenuity (helicopter) links to Mars Helicopter Technology Demonstrator (Canham et al. 2018, AIAA Atmospheric Flight Mechanics Conference, also here and archived)

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uhoh
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uhoh
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