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The diagramm depicts Galileo's thought experiment on on inertia. He thought that a ball, rolling or sliding down a hill without friction, would run up to the same height on an opposite hill. Using this logic, as the ramp approaches a level surface, the ball will roll forever. Thus no force is needed to keep an object moving with constant velocity.

This diagram describes the mechanisms of Coulomb's law in Physics/Electromagnetism; two equal (like) point charges repel each other, and two opposite charges attract each other, with an electrostatic force

Well, if you went there now the iceberg would be gone and the whole scene would look different. Basically, this could have been taken anywhere in the region (or even at the opposite end of the globe), so I don't think exact geocoding would bring us much additional information.

From this it is evident that the law of identity itself, and still more the law of contradiction, is not merely of analytic but of synthetic nature. For the latter contains in its expression not merely empty, simple equality-with-self, and not merely the other of this in general, but, what is more, absolute inequality, contradiction per se. But as has been shown, the law of identity itself contains the movement of reflection, identity as a vanishing of otherness. What emerges from this consideration is, therefore, first, that the law of identity or of contradiction which purports to express merely abstract identity in contrast to difference as a truth, is not a law of thought, but rather the opposite of it; secondly, that these laws contain more than is meant by them, to wit, this opposite, absolute difference itself.

The diagram illustrates the orbits of Ceres (blue) and several planets (white/grey). The segments of orbits below the ecliptic are plotted in darker colours, and the orange plus sign is the Sun's location. The top left diagram is a polar view that shows the location of Ceres in the gap between Mars and Jupiter. The top right is a close-up demonstrating the locations of the perihelia (q) and aphelia (Q) of Ceres and Mars. Interestingly, the perihelia of Ceres (as well as those of several other of the largest MBAs) and Mars are on the opposite sides of the Sun. The bottom diagram is a perspective view showing the inclination of the orbit of Ceres compared to the orbits of Mars and Jupiter.




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25 Dicembre 2021

07:03:24