Mutual inductance units

The SI unit (symbolized by H) for both self-inductance and mutual inductance. One henry represents the inductance produced when an induced electromotive force of one volt is generated as the inducing current is altered at a rate of one ampere per second. (Hence, one henry is equivalent to one volt-second per ampere or one weber per ampere). See Magnetic Susceptibility Permeability... 

E° Equilibrium Standard electromotive force H Henry (unit of self-inductance and mutual inductance)... 

Inductors. Inductors have many turns of conductor wrapped around a cylinder if the cylinder is of a magnetic material, then the inductance L is much increased. L is measured in henrys. Two intertwined turns of wire will have mutual inductance M a current through one loop will induce a current in the second loop. The units of M are the same as for L. 

HENRY - The unit of self-inductance or mutual inductance in the metric system. Its symbol is... 

Mutual inductance The magnetic flux linkage common to two magnetic circuit elements per unit current flowing through the element in question. 

Henry The standard unit of electrical inductance, equal to the self-inductance of a circuit or the mutual inductance of two circuits when there is an induced electromotive force of one volt and a current change of one ampere per second. The symbol for inductance is H, named for the American physicist Joseph Henry (1797 1878). 

R,C circuit model for physiological system Li, L2, M = self- and mutual inductances in the isolation unit... 

As x/h decreases, the accuracy of the finite conductor formula increases. It should be noted that the inductance per unit length decreases as the length decreases. The reason for this is that the inductance of an infinitely long conductor includes the mutual inductance between the reference part of a conductor and the remaining part with infinite length as explained in Sechon I.7.2.2. 

Inductance may thus be distinguished as self- or mutual and is measured by the electromotive force produced in a conductor by unit rate of variation of the current. Units of inductance are the centimeter (absolute electromagnetic) and the Henry, which is equal to 10 cm of inductance. The Henry is that inductance in which an induced electromotive force of 1V is produced when the inducing current is changed at the rate of 1 A/s. Thus, IH = 1 V/A/s = 1 Vs/A = IWb/A. Dimensions [E L T ], [pL]. Weast RC (ed) (1971) Handbook of chemistry and physics, 52nd edn. The Chemical Rubber Co., Boca Raton, FL. 

The equation of compatibility of these 2n eejuations in the 2a unknowns. 4 and At is the secular equation (1). Furthermore (12) and (13) together can be used to obtain the coefficients A, and At, once a suitable value of a is inserted. There are still other forms of the secular equation, some of which may be useful for special purposes. For example, for solution by the inductance-capacity electric network (Sec. 9-10), it is necessary (for practical reasons) to have the secular equation in a form which is S5 mmetrical and has the unknown occurring only on the principal diagonal and with unit coefficient. Phis is the form which Eq. (5), Sec. 4-3, ivould take if the internal coordinates used were mutually orthogonal and properly normalized, beciause then Gu- = 8,. Details of the orthogonalization procedure are given in Sec. 9-2. 

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