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reciprocity theorem
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teorema de la reciprocidad
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This is known as Maxwell’s reciprocal theorem, after the British physicist James Clerk Maxwell (1831–1879).
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When applying the reciprocity theorem for a current source, the following conditions must be met: 1.
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The following examples illustrate how the reciprocity theorem is used within a circuit.
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Is the reciprocity theorem satisfied?
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The conservation of etendue in free space is related to the reciprocity theorem for view factors.
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When applying the reciprocity theorem for a voltage source, the following steps must be followed: 1.
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This is known as a special case of Maxwell’s reciprocal theorem.
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Is the dual of the reciprocity theorem satisfied?
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Example 10.8 illustrates the use of the reciprocal theorem for the analysis of a column subjected to biaxial bending.
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This is then repeated for I13 and V42, P. As before, we can take advantage of the reciprocity theorem to provide a check on the accuracy of these measurements.
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These theorems, which apply to specific types of circuits, are the substitution, reciprocity, and Millman theorems.
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Something analogous is found in the extremely important theorems of quadratic reciprocity in arithmetic.
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– 9th Find most general law of the reciprocity theorem in any algebraic number field
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9th Find the most general law of the reciprocity theorem in any algebraic number field.
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Applications: Impact of the defect following the Kirchhoff Theory, sensitivity analysis by using the reciprocity theorem
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In 1898 he introduced the notion of induced representations and the Frobenius Reciprocity Theorem.
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However, using the reciprocity theorem, it is possible to prove that the Thévenin equivalent circuit of a receiving antenna is:
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Brianchon's theorem can be proved by the idea of radical axis or reciprocation.
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To understand and to apply correctly different types of mathematical arguments: beginning of mathematical induction, reduction to the absurdity, reciprocal theorem, etc.
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At this time Eisenstein was working on a variety of topics including quadratic and cubic forms and the reciprocity theorem for cubic residues.
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Karl Weierstrass called the reciprocal gamma function the "factorielle" and used it in his development of the Weierstrass factorization theorem.
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Topics covered include: the fundamental theorem of arithmetic, congruences, the quadratic reciprocity theorem, the standard arithmetical functions, the prime number theorem, Fermat's last theorem, and the theory of partitions.
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Quartic reciprocity, a theorem from number theory
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Chemical thermodynamics Conservation law Entropy production Ginsberg's theorem Heat death of the universe Laws of science Onsager reciprocal relations (sometimes described as a fourth law of thermodynamics) Table of thermodynamic equations Guggenheim, E.A. (1985).
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The Todd class in the theory of the higher-dimensional Riemann–Roch theorem is an example of a characteristic class (or, more accurately, a reciprocal of one) that was discovered by Todd in work published in 1937.
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35 sinne gevind in 18 ms. Hulle kom uit baie bronne en word nie nagegaan nie.