hyperbolic motion वाक्य
उदाहरण वाक्य
मोबाइल
- More details about hyperbolic motion is discussed at Rindler coordinates.
- :: That equation describes hyperbolic motion ( relativity ).
- A frame of reference under constant acceleration is sometimes described as in hyperbolic motion.
- An object moving with constant proper acceleration like that is said to undergo hyperbolic motion.
- In the latter case, hyperbolic motions provide an approach to the subject for beginners.
- If instead there are initial values different from zero, the formulas for hyperbolic motion assume the form
- For instance, see Karzel and Kist for the hyperbolic motion group representation with 2 ?2 real matrices.
- "' Hyperbolic motion "'is the motion of an object with constant proper acceleration in special relativity.
- For example, see Hyperbolic motion ( relativity ), which deals with an accelerating object, but only uses special relativity.
- Subsequently, he derived the same formulas as in 1911 for rest acceleration and hyperbolic motion, and the hyperbolic reference frame.
- For example, one can learn about the Poincar?half-plane model of hyperbolic geometry through a development based on hyperbolic motions.
- It also plays an important role in hyperbolic geometry, where the Poincar?half-plane model provides a way of examining hyperbolic motions.
- He noted that when r, y, z are variable and \ varphi is constant, they describe the worldline of a charged body in hyperbolic motion.
- To distinguish the hyperbolic motions, a particular line or circle is taken as the connected components, and hyperbolic motions must " not " permute these components.
- To distinguish the hyperbolic motions, a particular line or circle is taken as the connected components, and hyperbolic motions must " not " permute these components.
- It is called hyperbolic motion because the equation describing the path of the object through spacetime is a hyperbola, as can be seen when graphed on a Minkowski diagram.
- 1910 : Arnold Sommerfeld brought Born's formulas for hyperbolic motion in a more concise form with l = ict as the imaginary time variable and \ varphi as an imaginary angle:
- 1909 : Max Born denotes the motion with constant magnitude of Minkowski's acceleration vector as " hyperbolic motion " ( ), in the course of his study of rigidly accelerated motion.
- From the perspective of an onboard observer, the crew will feel a gravitational field opposite the engine's acceleration, and the universe ahead will appear to fall in that field, undergoing hyperbolic motion.
- Hyperbolic motions are often taken from inversive geometry : these are mappings composed of reflections in a line or a circle ( or in a hyperplane or a hypersphere for hyperbolic spaces of more than two dimensions ).
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