Das elektromagnetische Feld

Cohn, Emil

doi:10.1007/978-3-662-39832-6

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“…The reason is that we introduce a new unit of dimension: the dimension of magnetic charge (G). From this point of view it is more logical, of course, to express the Maxwell equations in the system of five units: Cohn system (Cohn, 1900), Sommerfeld (1967) If one puts P equal to 1 then one can make the transition to the MKSQ system. But this includes the idea that the static interaction between magnetic charges can be described as the interaction of two permanent magnets (on the basis of electric sources) under appropriate conditions.…”

Section: V2~=o (Sl)mentioning

confidence: 99%

Galilean invariance and magnetic charge

Стражев

1975

Int J Theor Phys

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The Galilean and 'dual' invariant electrodynamics with magnetic charges is formulated. The definition of the main feature of relativistic electromagnetism is given. Consideration of different aspects of Galilean electromagnetism with magnetic charges is presented. It is shown in particular that the conclusion of Bacry & Kubar-Andre (1973) that the existence of the magnetic monopole is incompatible with Galilean invariance in general appears to be incorrect. There jq (jg) is the density of electric (magnetic) current, pq (pg) is the density of electric (magnetic) charge, (cp, j) is a current four-vector, jq = £iJqi, Jg = £iJgi, Oq = ~iPqi, Pg = £i Pgi and subscript (i) indicates a dual charged particles with charges qi and gi, and eo/a o (two constants) are defined in the usual way.Postal address: Dr. V. I. Strazhev,

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Section: V2~=o (Sl)mentioning

confidence: 99%

Galilean invariance and magnetic charge

Стражев

1975

Int J Theor Phys

View full text Add to dashboard Cite

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Das elektromagnetische Feld

Cited by 1 publication

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Galilean invariance and magnetic charge

Galilean invariance and magnetic charge

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