marellasunny
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This is in relation to the modelling of pedal input(\theta) to vehicle velocity 'v' by using controllers.
In this video() the teacher says that humans accelerate the car NOT by sensing the pedal angle(\theta),but rather by sensing the change in the pedal angle over time(\frac{d \theta}{dt}).
I do understand that in daily drives I wouldn't relate 20kph to 10 degrees in pedal angle,but why is it easier to relate 20kph to pushing the pedal 10degrees/1sec in my brain?
*Pushing the pedal 10degrees/1sec just relates to the acceleration of the car and not the velocity.The video gives the output as the velocity.Is he wrong?*
Can someone explain it to me in a more simpler sense?
In this video() the teacher says that humans accelerate the car NOT by sensing the pedal angle(\theta),but rather by sensing the change in the pedal angle over time(\frac{d \theta}{dt}).
I do understand that in daily drives I wouldn't relate 20kph to 10 degrees in pedal angle,but why is it easier to relate 20kph to pushing the pedal 10degrees/1sec in my brain?
*Pushing the pedal 10degrees/1sec just relates to the acceleration of the car and not the velocity.The video gives the output as the velocity.Is he wrong?*
Can someone explain it to me in a more simpler sense?
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