Quality factor of components and approximate analysis of high
... inductor. The primary parameter is, of course, the L Cp inductance L. The remaining elements, Rs, Rp, and Rp Cp are viewed as "parasitic." Since an inductor usually consists of a coil of wire, the model uses Rs R s s to represent the wire's resistance. Also, a capacitance always exists between any a ...
... inductor. The primary parameter is, of course, the L Cp inductance L. The remaining elements, Rs, Rp, and Rp Cp are viewed as "parasitic." Since an inductor usually consists of a coil of wire, the model uses Rs R s s to represent the wire's resistance. Also, a capacitance always exists between any a ...
Zeros of Polynomial Functions
... Caution The rational zeros theorem gives only possible rational zeros; it does not tell us whether these rational numbers are actual zeros. We must rely on other methods to determine whether or not they are indeed zeros. Furthermore, the function must have integer coefficients. To apply the rationa ...
... Caution The rational zeros theorem gives only possible rational zeros; it does not tell us whether these rational numbers are actual zeros. We must rely on other methods to determine whether or not they are indeed zeros. Furthermore, the function must have integer coefficients. To apply the rationa ...
Proof
... • We see a2 and b2 have all even powers, for each prime in their factorizations. • So, a2 and b2 would both have an even number of 2s in their factorizations. • So, 2b2 would have an odd number of 2s. • Since 2b2 has an odd number of 2s in its factorization, and a2 has an even number of 2s, by the U ...
... • We see a2 and b2 have all even powers, for each prime in their factorizations. • So, a2 and b2 would both have an even number of 2s in their factorizations. • So, 2b2 would have an odd number of 2s. • Since 2b2 has an odd number of 2s in its factorization, and a2 has an even number of 2s, by the U ...
AN ARCHITECTURE FOR COMPRESSIVE IMAGING
... `0 “norm” kθk0 merely counts the number of nonzero entries in the ...
... `0 “norm” kθk0 merely counts the number of nonzero entries in the ...
Mathematics of radio engineering
The mathematics of radio engineering is the mathematical description by complex analysis of the electromagnetic theory applied to radio. Waves have been studied since ancient times and many different techniques have developed of which the most useful idea is the superposition principle which apply to radio waves. The Huygen's principle, which says that each wavefront creates an infinite number of new wavefronts that can be added, is the base for this analysis.