单词 | eq |
例句 | Repeat that please, and then let’s clap eq e synco-pa and say it. Music and the Child 2016-06-14T00:00:00Z The general course of these fluctuations is quite faithfully represented by the law of eq. Astronomical Discovery Exposed to heat it loses three eq. of water, and becomes anhydrous; at a high temperature it yields cyanide of potassium, carbide of iron, and various gases. Scientific American Supplement, No. 483, April 4, 1885 If we call v the velocity with which the origin of K1 is moving relative to K, we then have eq. Relativity : the Special and General Theory This is shown by the fourth equation of the Lorentz transformation: eq. Relativity : the Special and General Theory On their spherical surface our flat beings would find for this ratio the value eq. Relativity : the Special and General Theory In accordance with the theory of relativity the kinetic energy of a material point of mass m is no longer given by the well-known expression eq. Relativity : the Special and General Theory It contains ferrocyanogen, a compound radical, consisting of 1 eq. of metallic iron and 3 eq. of the elements of cyanogen, and is designated by the symbol Cfy. Scientific American Supplement, No. 483, April 4, 1885 In point of fact, if we substitute for x the value ct in the first and fourth equations of the Lorentz transformation, we obtain: eq. Relativity : the Special and General Theory If we develop the expression for the kinetic energy in the form of a series, we obtain eq. Relativity : the Special and General Theory The first and fourth equations of the Lorentz transformation give for these two ticks : t = 0 and eq. Relativity : the Special and General Theory On the other hand, owing to the smallness of eq. Relativity : the Special and General Theory In consideration of the expression given above for the kinetic energy of the body, the required energy of the body comes out to be eq. Relativity : the Special and General Theory But the metre-rod is moving with the velocity v relative to K. It therefore follows that the length of a rigid metre-rod moving in the direction of its length with a velocity v is eq. Relativity : the Special and General Theory Writing the expression for the energy in the form eq. Relativity : the Special and General Theory It will be propagated according to the equation eq. Relativity : the Special and General Theory This expression may also be stated in the following form: eq. Relativity : the Special and General Theory In order to give due prominence to this relationship, however, we must replace the usual time co-ordinate t by an imaginary magnitude eq. Relativity : the Special and General Theory As judged from K, the clock is moving with the velocity v; as judged from this reference-body, the time which elapses between two strokes of the clock is not one second, but eq. Relativity : the Special and General Theory |
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