Does it really?If you think that you proved the above, you have some very serious mental problems, dude, you should get checked up
Is our civilization know everything?
Does it really?If you think that you proved the above, you have some very serious mental problems, dude, you should get checked up
A complete non-sequitor.Does it really?
Is our civilization know everything?
A complete non-sequitor.
Why do you insist? All you are doing is to make yourself look quite clueless, and that is putting things as nicely as I can.One more time.
Why do you insist? All you are doing is to make yourself look quite clueless, and that is putting things as nicely as I can.
You're wrong. A force can simultaneously cause translational and rotational motion. This is a FACT, one that derives from either Newton's laws of motion (in which the conservation laws are derived relationships) or from the conservation laws (in which Newton's laws of motion are derived relationships). You can rail against this fact as much as you wish, but all your wishing / all your intentional ignorance will not change this fact.Let's get to your solution problem.
Your equations (7) and (8). The force for translational motion Fu should not be the same as force which make a rotation of this wheel.
You mean if integrate this force then it's possible get free angular momentum from nowhere?You're wrong. A force can simultaneously cause translational and rotational motion.
Visa versa. The integration of symmetrical interaction will give a law of conservation. These laws the consequences of symmetrical interaction. You can't reverse it like physical meaning. Just like math equation.This is a FACT, one that derives from either Newton's laws of motion (in which the conservation laws are derived relationships) or from the conservation laws (in which Newton's laws of motion are derived relationships).
I'm completely disagree to get momentums and energies from nowhere. Unfortunately, the modern classical mechanic do this every time when need to keep simplifications of law of momentum conservations. This is wrong. The symmetrical interaction cases with simple symmetrical consequences as law of momentum conservations in simple form cannot describe the complex asymmetrical interactions.You can rail against this fact as much as you wish, but all your wishing / all your intentional ignorance will not change this fact.
It will make you look stupid, however.
No one.That's because,I'm Looking For Special Research Group
Who can help?
No.Anyone?
Of course not. A force must necessarily cause translation via $$\vec F= \frac{d\vec p}{dt}$$ to conserve linear momentum and must also cause rotation via $$\vec r \times \vec F = \frac{d (\vec r \times \vec p)}{dt}$$ to conserve angular momentum.You mean if integrate this force then it's possible get free angular momentum from nowhere?
Really? How low?1 Your equipment is of low precision
The statement of nothing.2 There is an asymmetry in the mass transfer and the masses measured are not equal to the relevant masses throughout the experiment
Really? I use standard rollers. You think they have a bid deviation? All them was oiled and checked for now long they rotate. Mostly same result.3 You fail to control for the friction of the platforms
What do you mean failed to repeat? You were there?4 You failed to repeat your experiment to control for the slope of the tabletop
Really? You think the cart change own dimension during the experiment? These carts don't have relativistic velocities5 The positions of the laser pointers does not reflect the center of mass, which would be important if the accuracy were high
If you check again, you'l see both carts a little roll back after stop. It means carts is to sensitive to balance of wheels.6 At the end of the video, the right laser pointer mark moves backwards, which suggests that your data is of low precision
You are all of us. Congratulations! Please, take a doctor Or, please, talk about yourself only.7 No one believes you are intellectually honest
8 A better experiment in every way can be done with maglev tracks or a 1-d pneumatic levitation track ala "air hockey" or ballistic pendulums