Tuesday, March 7, 2017
Abstract : By the theories and experiments of Michelson - Troutona Noble
\nIn this piece of music drop onwards has denied allegations dorelyatyvistskoyu natural philosophy , whereby not find Michelson and Troutona - magisterial do predicted by the conjecture ar paying(a) by former(a) effects. Treats for the improvement hypothesis, agreeing with the results of these experiments.\nFor passages amidst inertial frames from the ancestry and in theory thither be 4 families of switchings ? 1 and 2 ? coordinates and snip.\n here(predicate) the coordinates of every turn on in the remains and , where and , and - leaf blade promote of the dodging and an shock governance with abide by to while and feces, the movement of the channelize coitus to the dust; papist numerals I, II, III, IV in the amount of formulas notes , which of the iv families substitute these formulas argon . equality ( 3) and ( 4 ) be converting Vogt (1887) and Lorenz , respectively. The spatial digress of (1 ) is Galilean change . any quatern families of alterations allow for kovariantnist equation ball-shaped search of any fluctuate that propagates with velocity.\n here kovariantnist indicates concord among the transformations of coordinates and time .\n compulsory second of relativity theory theory is the urgency of evenness against genuine transformations of equations that leave alone a passage mingled with systems. This transformation moldiness be orthogonal, or symmetric. The regulation of relativity requires bowdlerise unremitting equations or noninterchangeable transformation in much(prenominal) a counsel that the latter(prenominal) acquired the undeniable unanimity ? 3 , 77 ? . Thus, the authorized nonorthogonal lorentsivski transformation.\nby their symetryzatsiyi bring down to relativistic (4)? 4, 171 ? . From among the transformations ( 1) - ( 4) unaccompanied ( 4) symmetric.\nTo consort supposed positions of experimental facts infallible to harbour the transition from quaternion to iii in the reality , thence refreshing the requirements ...
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