cylindrical coordinates वाक्य
उदाहरण वाक्य
मोबाइल
- Where ( \ rho, \ varphi, z ) are the cylindrical coordinates, and " n " and " k " are constants which distinguish the members of the set from each other.
- It is usually useful to decompose any force applied to an object with rotational symmetry into components parallel to the cylindrical coordinates " r ", " z ", and " ? ".
- Examples of these can be seen to exist in rotational cylindrical coordinates as an integral Laplace transform in the difference of vertical heights whose kernel is given in terms of the order-zero Bessel function of the first kind as
- To derive this, Moore and Saffman solved the linearised Navier-Stokes Equation along in cylindrical coordinates, where some of the vertical and radial components of the viscous term are taken to be small relative to the Coriolis term:
- When a single crystal is examined in an X-ray Diffractometer such that the diffraction intensity is measured cylindrically around the crystal, it is convenient to use cylindrical coordinates to define the reciprocal lattice vectors and their terminal points.
- The magnetic field can be found using the vector potential, which for a finite solenoid with radius " a " and length " L " in cylindrical coordinates ( \ rho, \ phi, z ) is
- The metric of a straight cosmic string can be written ds?= dr?+ r?d??+ dz?dt? which is exactly the same as the metric of Minkowski space in cylindrical coordinates ( r, ?, z, t ).
- This third version was retitled " On gravitational waves ", and, following Robertson's suggestion of a transformation to cylindrical coordinates, presented what are now called Einstein Rosen cylindrical waves ( these are locally isometric to plane waves ).
- Thus, f ( x, y, z ) is the " temperature function in the Cartesian coordinate system " and \ bar { f } ( r, t, h ) is the " temperature function in the cylindrical coordinate system ".
- Orthogonal coordinates in three and higher dimensions can be generated from an orthogonal two-dimensional coordinate system, either by projecting it into a new dimension ( " cylindrical coordinates " ) or by rotating the two-dimensional system about one of its symmetry axes.
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