I've got too much blood alcohol content at the moment to do an explanation justice.
And in the morning, you may be sober. Keep drinking.
I've got too much blood alcohol content at the moment to do an explanation justice.
spork sent me nothing. everything I have came from Bob Dill, and it is the same data you have.
Then plot it. Just as I did. No cult editing.
Bluff.I plotted the relevant data to support my claim.
I have the graphs with the relevant data of all the runs in their entirety, and have had them since the night I got the data, but will not post them unless you post anything with non-transparent shenanigans.
So far, except for that push back graph, all the shenanigans you have pulled have been laughably transparent.
See what?
Oh! There it is, it was so tiny I missed it. But yes, no one want to see that. Pull those pants up humber.
spork sent me nothing. everything I have came from Bob Dill, and it is the same data you have.
Actually, the only place anyone can get the data is directly from Bob Dill of NALSA. JB and I have never given a copy of the data directly to anyone - precisely to avoid the sort of bizarre claims humber likes to make. There's one set of original data. NALSA has it, and if anyone gets a copy, it came from them.
When a car is accelerating or moving against air resistance, the energy to do so comes from the gasoline burning in the engine, not from the Earth.
But how is it that the Earth does no work on the car, though it exerts a force on it as it moves? What happened to 'work equals force times distance'?
I believe the answer has to do with the fact that the Earth exerts a force only on the part of the tire in contact with the ground, and this part of the tire is momentarily motionless. So, while there is a force, there is no distance.
Is this essentially correct?
And can anyone expand on it?
Thanks.
I'd like to see profpangloss's work that (he claims) shows the cart can't go ddwftw as claimed.
I'm happy for him to use a frame in which the earth is and remains stationary regardless of the motion of the cart; that will be true in the limit of the earth having infinite mass and there's nothing in the theory of the cart that demands the earth be finite for it to work.
Did you know that the friction between car tires and the road is static friction, even while the car is moving and the wheels are rotating? As you said " has to do with the fact that the Earth exerts a force only on the part of the tire in contact with the ground, and this part of the tire is momentarily motionless."
This is the basis for anti-lock brake systems (ABS) . Since the maximum static friction force is larger than the kinetic friction force, a car can be stopped fastest if we prevent the wheels from locking up. When the wheels lock up, the friction force is changed to kinetic friction (the tires and the ground are moving with respect to each other) thereby reducing the acceleration and increasing the time and length required to bring the car to a halt.
Note that it is only when kinetic friction is present that the tires and ground are moving with respect to one another. So the carters claim that the earth must be accelerated because there is a force on it from the cart is false. Static forces do not do any work. In fact, what I have proposed (using the ground as the stationary reference for an inertial frame where only the cart and the wind are in motion) is such a common practice that I am amazed at the futile arguments being made against it!
As I said before, 69dodge, I appreciate the open-minded approach you have to the subject. It is a breath of fresh air from the closed minded dogma of the carteers.
This is a new ruse, profpangloss. Over at TR, the carteers (some who are now doing so), arguing with Yevgheni, did accept the ground as a reference frame and that no energy could be extracted from it.
It is simply absurd to claim that the wheels of a vehicle accelerate the Earth, and I suspect they know that.
I have remade the plot of the Run 5 from the raw file supplied by NALSA, and the +/50 degree winds are still there, and you can bet that one was the best shot.
I have remade the plot of the Run 5 from the raw file supplied by NALSA, and the +/50 degree winds are still there, and you can bet that one was the best shot.
Can you confirm that those +/-50° excursions occur when the CV is passing through windspeed?
Note that it is only when kinetic friction is present that the tires and ground are moving with respect to one another. So the carters claim that the earth must be accelerated because there is a force on it from the cart is false. Static forces do not do any work.
It is as you see it. <discursion snipped>
Is that a "yes"?
You can parse it as you like, but it's a cart in a maelstrom, and not ddw, no matter how you try and gloss-over it.Edited by LashL:Removed inappropriate content.
You are misapplying the term "static forces". Applying a force to an object does no work if the object remains static in an inertial frame - i.e. it does not accelerate. This has nothing to do with movement between the object and whatever is applying the force, but simply to acceleration of the object.
Example: Place a book on the table. Place your hand on the book. Push the book away from you. The hand does not slip on the book, but the hand applies force to the book and the book accelerates. The force you applied is not a static force by definition since the book moved and this is true irrespective of whether your hand also slipped to some degree on the book.
You do not get to rewrite Newtonian mechanics. So you do not get to claim momentum is conserved in a non-inertial frame, you do not get to claim a non-inertial frame is an inertial frame and you do not get to claim a system is closed when an external force acts on it. If you doubt any of these points, please ask a high school physics teacher for confirmation.
Inertial frames
Newton's laws work - sometimes. At other times, they appear not to work. Frames of reference in which Newton's laws of motion are observed are called Inertial Frames. For instance, the surface of the Earth is almost* an inertial frame. When we analyse the behaviour of objects with respect to the Earth, we nearly* always find that F = ma. Further, in the particular case where F = 0, objects maintain constant velocity.
* The 'almost' and 'nearly' are inserted above because of the Earth's own motion. The daily rotation is quite slow: only one turn per day is 0.004 degree per second: this is why we cannot feel it. However, if we could observe motion over many minutes, we should notice that, for an object subject to negligible external forces, measurements made with respect to the laboratory frame show a very small acceleration. This acceleration is best considered as the acceleration of the laboratory with respect to the object: the result of the rotation of the laboratory, which turns with the Earth. The Earth is approximately, but not quite, an inertial frame.
Ah. A reluctant "yes", then.
If you insist, I will insert the word "almost" as in "almost an inertial frame", but it does nothing to affect my calculations.
In a grand concession to your inflated ego, I paste from Wiki:
Does that make you feel better?