transformation equation meaning in Hindi

Examples

1. Modulating signals are represented as a complex vector using a transformation equation.
2. Thus, the Lorentz transformation equations take the form
3. For example, the basic transformation equations become
4. He also derived the transformation equations which formed the basis of the special relativity theory of Albert Einstein.
5. We then simply use the Lorentz transformation equations to see when and where the observer in S sees these two events as occurring:
6. The vectors in the above transformation equation are known as four-vectors, in this case they are specifically the position four-vectors.
7. How would the Lorentz transformation equations change if the two reference frames were moving relative to each other at an angle with respect to the set of axes.
8. Note that in both these projections ( which are based on various ellipsoids ) the transformation equations for x and y and the expression for the scale factor are complicated functions of both latitude and longitude.
9. When you look at the transformation equations, you will notice that this can be only be valid for two events satisfying ?t = ?t = ?x'= ?x = 0, in other words for equations of the form 0 = 0.
10. In terms of dual quaternions and the homogeneous coordinates of a point \ textbf { P } : ( P _ 1, P _ 2, P _ 3, P _ 4 ) of the object, the transformation equation in terms of quaternions is given by ( see for details)