The quantity of magnetism corresponding to the electromotive force in an electric circuit. ∫ c H・ds , obtained by integrating the magnetic field H along a closed curve C in the magnetic field, is called the magnetomotive force related to this curve. ds is an infinitesimal portion of the curve C. According to Ampere's law, this is equal to the total amount of current flowing through the curve. Since magnetic flux is proportional to current, the magnetomotive force is proportional to magnetic flux, and the proportionality constant is called magnetic resistance. If we correspond the electromotive force to the magnetomotive force, the current to the magnetic flux, and the electrical resistance to the magnetic resistance, we can treat magnetic circuits in the same form as Ohm's law for electric circuits. Source: Encyclopaedia Britannica Concise Encyclopedia About Encyclopaedia Britannica Concise Encyclopedia Information |
電気回路の起電力に対応する磁気の量。磁場の中の閉曲線Cに沿って磁場 H を積分した ∫cH・ds をこの曲線に関する起磁力という。 ds は曲線Cの微小部分。アンペールの法則から,これは曲線を貫いて流れる電流の総量に等しい。磁束は電流に比例するので起磁力は磁束に比例し,比例定数を磁気抵抗という。起磁力に対して起電力,磁束に対して電流,磁気抵抗に対して電気抵抗を対応させれば,磁気回路を電気回路のオームの法則と同じ形で扱うことができる。
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