point mass वाक्य
उदाहरण वाक्य
मोबाइल
- :: : : It's only a mathematical impossibility in the 2-body point mass ( or rigid ball ) model.
- Planetary motions in the Solar System can be computed with sufficient precision if they are treated as point masses.
- It's true that the Earth is sometimes modelled as a point mass with all the mass at the center.
- Can I use the continuum hypothesis, or can a body be considered rigid, or even as a point mass?
- Kepler's Laws are a strict mathematical consequence of Newton's Law of Gravitation when one has only two point masses.
- In orbital mechanics, the equations of motion of planets are formulated as point masses located at the centers of mass.
- Similar behavior is observed for a double pendulum composed of two point masses rather than two rods with distributed mass.
- The expression gives the gravitational potential associated to a point mass or the Coulomb potential associated to a point charge.
- In order to complete the equations of motion, the acceleration of the point mass attached to the pendulum must be computed.
- The solution for a two-body problem is the Kepler orbit; spheres can be treated as point masses located at their centers.
- If we put two equal point masses with a mass of 1 kilogram 100 light years apart, will they eventually collide?
- When the point mass is temporarily stationary, \ ddot { r } is the acceleration of gravity,-MG / r ^ 2.
- Geometrically, a discrete measure ( on the real line, with respect to Lebesgue measure ) is a collection of point masses.
- In this approach, the body is modeled as a set of point masses ( nodes ) connected by ideal weightless ODEs.
- The " weakest " equivalence principle is restricted to the motion law of a probe point mass in a uniform gravitational field.
- However, in Newton s day, the explanation that every two point masses might attract each other was also a very unobvious observation.
- From the surface of the earth, does a point mass look the same gravitationally as the same mass distributed through the earth's volume?
- The Modified Point Mass model will be used for spin-stabilized projectiles and the Five Degrees of Freedom model will be used for fin-stabilized rockets.
- "Every point mass attracts every single other point mass by a force pointing along the square of the distance between the point masses ".
- Proposition 2 provides a geometrical test for whether the net force acting on a point mass ( a particle ) is a central force.
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