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This paper presents, shortly, a new and original relation (20) which calculates the Doppler Effect exactly. This new relation (20) is the exact form and the classical expression (10) is an approximate relation. The classical approximate relation (10) presented in the form (15) can’t foresee the Doppler Effect for the case when the angle φ=900. For this reason it was introduced the relativity effect, where the period T0 take the form T0/α. Before to utilize the theory of the relativity it’s strongly necessary to test the relations (8), (18) or (20), and the particular form (14) (for the angle φ=900), to testing the Doppler exact effect without the relativity theory. The Doppler Effect represents the frequency variation of the waves, received by an observer which is drawing (coming), respectively it’s removing (going), from a wave spring (source). If a bright spring is drawing to an observer, the frequency of waves received by the observer is bigger than the emitted frequency of source, such that the respective spectral lines are moving to violet. On the contrary, if the light source is removing from the observer, the spectral lines are moving to red. One proposes to study the Doppler Effect for the light waves, generally for the electromagnetic waves. The paper proposes for the Doppler Effect the relation (20) which can replace the classical form (10).
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Mercoledì, 8 Dicembre 2010
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This paper presents, shortly, a new and original relation (20) which calculates the Doppler Effect exactly. This new relation (20) is the exact form and the classical expression (10) is an approximate relation. The classical approximate relation (10) presented in the form (15) can’t foresee the Doppler Effect for the case when the angle φ=900. For this reason it was introduced the relativity effect, where the period T0 take the form T0/α. Before to utilize the theory of the relativity it’s strongly necessary to test the relations (8), (18) or (20), and the particular form (14) (for the angle φ=900), to testing the Doppler exact effect without the relativity theory. The Doppler Effect represents the frequency variation of the waves, received by an observer which is drawing (coming), respectively it’s removing (going), from a wave spring (source). If a bright spring is drawing to an observer, the frequency of waves received by the observer is bigger than the emitted frequency of source, such that the respective spectral lines are moving to violet. On the contrary, if the light source is removing from the observer, the spectral lines are moving to red. One proposes to study the Doppler Effect for the light waves, generally for the electromagnetic waves. The paper proposes for the Doppler Effect the relation (20) which can replace the classical form (10).
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