displacement vector वाक्य
उदाहरण वाक्य
मोबाइल
- Here, u _ i is the ith component of the displacement vector, ? is the angular frequency from harmonic time dependence, c _ { i, j, k, l } is a component of the elastic tensor, and ? is the density.
- As before, evaluating "'F "'at all the points on the curve and taking the dot product with each displacement vector gives us the infinitesimal contribution of each partition of "'F "'on " C ".
- The whole idea of a displacement vector has very little use within general relativity ( none that I'm aware of ), because unlike in Newtonian mechanics or special relativity, the coordinates used to label talk ) 02 : 55, 24 March 2011 ( UTC)
- Let the center of the first object be at the origin, and let "'d "'be a displacement vector between a mass element in the first object and another mass element in the other object, taken to point towards the second object.
- Where " ?" indicates the vector cross product, "'p "'is the particle's linear momentum, and "'r "'is the displacement vector from the origin ( the origin is assumed to be a fixed location anywhere in space ).
- In the case of two classical point charges, \ scriptstyle { + q } and \ scriptstyle {-q }, with a displacement vector, \ scriptstyle { \ mathbf { r } }, pointing from the negative charge to the positive charge, the electric dipole moment is given by
- It would make as much sense using appropriate combinations of " orbit vector defined by displacement vector most parallel to line of sight ", " orbit vector defined by angular momentum covector ", " wobble measured photographically ", " wobble measured spectrally " .-- Fuzzyeric 21 : 46, 17 September 2006 ( UTC)
- However, in the special case of an object accelerating from rest with a constant acceleration " a ", then the displacement ( or, strictly speaking, the magnitude of the displacement vector ) does happen to equal distance travelled, because in this case the velocity vector and the displacement vector are always parallel.
- However, in the special case of an object accelerating from rest with a constant acceleration " a ", then the displacement ( or, strictly speaking, the magnitude of the displacement vector ) does happen to equal distance travelled, because in this case the velocity vector and the displacement vector are always parallel.
- Let f ( R ) and g ( r ) be the densities of the two objects respectively ( they are functions of the radius only, as required by the shell theorem ), and finally, let the center of the second sphere be located at a displacement vector of "'X "'=.
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