separatrixes meaning in Hindi

Examples

1. A body is never separatrix along which the angular velocity passes through the axis of intermediate inertia.
2. Domains in a magnetic plasma are separated by " separatrix surfaces " : curved surfaces in space that divide different bundles of flux.
3. The size of this region is related to the s-parameter, or the ratio of the distance between the null and separatrix, and the thermal ion gyroradius.
4. Field lines on one side of the separatrix all terminate at a particular magnetic pole, while field lines on the other side all terminate at a different pole of similar sign.
5. The magnetic flux surface that intersects with the X-point is called the separatrix, and, as all flux surfaces external to this surface are unconfined, the separatrix defines the last closed flux surface ( LCFS ).
6. The magnetic flux surface that intersects with the X-point is called the separatrix, and, as all flux surfaces external to this surface are unconfined, the separatrix defines the last closed flux surface ( LCFS ).
7. By establishing an X-point and separatrix, the plasma edge is uncoupled from the vessel walls, and exhausted heat and plasma particles are preferentially diverted towards a known region of the vessel near the X-point.
8. The region inside the separatrix has all those phase space curves which correspond to oscillating motion back and forth of the pendulum ( whose equation of motion is given above ), whereas the region outside the separatrix has all the phase space curves which correspond to the motion with the pendulum continuously turning through vertical planar circles.
9. The region inside the separatrix has all those phase space curves which correspond to oscillating motion back and forth of the pendulum ( whose equation of motion is given above ), whereas the region outside the separatrix has all the phase space curves which correspond to the motion with the pendulum continuously turning through vertical planar circles.
10. Rotation about the axis of minimum inertia ( also called the "'minor principal axis "') is also stable, but given enough time, any perturbations due to energy dissipation or torques would cause the polhode path to expand, in larger and larger ellipses or circles, and eventually migrate through the separatrix and its axis of intermediate inertia to its axis of maximum inertia.