Download e-book for iPad: An introduction to the special theory of relativity by Robert Resnick

By Robert Resnick

This e-book provides an exceptional creation to the speculation of specified relativity. Professor Resnick offers a basic and unified improvement of the topic with surprisingly transparent discussions of the facets that sometimes hassle novices. He contains, for instance, a piece at the good judgment of relativity. His presentation is full of life and interspersed with ancient, philosophical and distinctive themes (such because the dual paradox) that might arouse and carry the reader's curiosity. you will discover many detailed gains that assist you take hold of the cloth, similar to worked-out examples,summary tables,thought questions and a wealth of fine difficulties. The emphasis in the course of the ebook is actual. The experimental heritage, experimental affirmation of predictions, and the actual interpretation of ideas are under pressure. The e-book treats relativistic kinematics, relativistic dynamics, and relativity and electromagnetism and comprises unique appendices at the geometric illustration of space-time and on basic relativity. Its association allows an teacher to change the size and intensity of his remedy and to take advantage of the e-book both with or following classical physics. those good points make it a fantastic significant other for introductory classes.

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Extra info for An introduction to the special theory of relativity

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E. m /3 y = Y so that the mass is m /3, which agrees with Lorentz's formula and with experiment. To carry this theory further, we must consider the electrical Suppose that we have theory of inertia as applied to an electron. a distribution of electricity throughout a contained inside a certain surface, and The volume density electron. (U, F, JF). electrical This current may volume density, or it is p, certain volume and us term this system an and the current vector is let be simply the convection of the may consist partly of this and The forces partly of a relative motion of portions of the electron.

Dimensional isotropic space, one set of axes is as good as another The various electrodynamical relafor describing its properties. manner which reveals a symmetry which was by no means apparent in the unsymmetrical equations founded on our experimental knowledge. The whole scheme, in one aspect, is merely an analytical development of the Einstein Both would fall together if any experimental fact Relativity. appeared which would upset one, and can it not be said that the tions take their position in a probability of symmetry both being true is increased by this elegant *?

They represent a vector the magnitude of which is the product of the magnitudes of the two vectors into the sine of the angle will be constitute between their directions, and the direction is at right angles to the two vectors. ox2 ox* and the vector us 8 x2 8 8 u2 8 xs are related to the vector c u 8 x3 ' (u-^ l u 2 u3 ] 8 u3 8 u2 8 u 8 x 8 x ' 8 X-L in a 1 l } manner independent of the axes. The above remarks will prepare us for a consideration of fourdimensional space, in which we have no geometrical intuitions to MINKOWSKl's TRANSFORMATION 39 but have to rely on analytical transformations.

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