rotating coordinate system वाक्य
उदाहरण वाक्य
मोबाइल
- The three elemental rotations may be intrinsic ( rotations about the axes of the rotating coordinate system " XYZ ", solidary with the moving body, which changes its orientation after each elemental rotation ).
- If the motion is transformed to motion with respect to a rotating coordinate system ( with the rotating coordinate system co-rotating with the main circle ), then only the motion along the epi-circle remains.
- If the motion is transformed to motion with respect to a rotating coordinate system ( with the rotating coordinate system co-rotating with the main circle ), then only the motion along the epi-circle remains.
- This can be used to define a spinor as a column vector of 2 " s " + 1 components which transforms to a rotated coordinate system according to the spin matrix at a fixed point in space.
- :Image : Rotating _ fountain _ coriolis _ effect03 . gif is a sequence of 6 images, each depicting the centrifugal term and the coriolis term of the equation of motion for motion with respect to a rotating coordinate system.
- Here, "'? "'is the angular velocity of the rotating coordinate system with respect to the inertial coordinate system . " v " is velocity of the moving object with respect to the rotating coordinate system.
- Here, "'? "'is the angular velocity of the rotating coordinate system with respect to the inertial coordinate system . " v " is velocity of the moving object with respect to the rotating coordinate system.
- The concept of the centrifugal force can be applied in rotating devices, such as centrifuges, centrifugal pumps, centrifugal governors, and centrifugal clutches, and in centrifugal railways, planetary orbits, banked curves, etc . when they are analyzed in a rotating coordinate system.
- The abscissa, \ sigma _ \ mathrm { n }, and ordinate, \ tau _ \ mathrm { n }, of each point on the circle, are the magnitudes of the normal stress and shear stress components, respectively, acting on the rotated coordinate system.
- Since the vector of the coriolis term always points perpendicular to the velocity with respect to the rotating coordinate system, it follows that in the case of a restoring force that is a harmonic force, the eccentricity in the trajectory will show up as a small circular motion with respect to the rotating coordinate system.
- Since the vector of the coriolis term always points perpendicular to the velocity with respect to the rotating coordinate system, it follows that in the case of a restoring force that is a harmonic force, the eccentricity in the trajectory will show up as a small circular motion with respect to the rotating coordinate system.
- The objective is to use the Mohr circle to find the stress components \ sigma _ \ mathrm { n } and \ tau _ \ mathrm { n } on a rotated coordinate system ( x', y'), i . e ., on a differently oriented plane passing through P and perpendicular to the x-y plane ( Figure 4 ).
- This more general context makes clear the correspondence between the concepts of centrifugal force in rotating coordinate systems and in stationary curvilinear coordinate systems . ( Both of these concepts appear frequently in the literature . ) For a simple example, consider a particle of mass " m " moving in a circle of radius " r " with angular speed " w " relative to a system of polar coordinates rotating with angular speed " W ".
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